<snapdata remixID="9098051"><project name="ProblemSet4.4" 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 struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="x min val" style="normal" x="13.458333333333485" y="13.458333333333343" color="243,118,29" hidden="true"/><watcher var="x max val" style="normal" x="13.458333333333485" y="53.833336024999994" color="243,118,29" hidden="true"/><watcher var="y min val" style="normal" x="13.458333333333485" y="134.58334140833333" color="243,118,29" hidden="true"/><watcher var="y max val" style="normal" x="13.458333333333485" y="174.95834409999998" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="218.9310344827586" y="-93.60000000000002" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,35,45,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><custom-block s="set graph scale, xMin: %n xMax: %n yMin: %n yMax: %n"><l>1927</l><l>2014</l><l>0</l><l>0.5</l></custom-block></script><script x="20" y="59"><custom-block s="DerekData1927to2010"></custom-block></script><script x="20" y="89"><custom-block s="Convert X %s"><l>172</l></custom-block></script><script x="20" y="122"><custom-block s="Convert y %s"><l></l></custom-block></script><script x="20" y="155"><custom-block s="Scaled go to x: %s y: %s"><l>1971</l><l>.25</l></custom-block></script><script x="20" y="194"><custom-block s="Plot point x: %s y: %s"><l>1971</l><l>.25</l></custom-block></script><script x="20" y="233"><custom-block s="Graph Datapoints %s"><custom-block s="DerekData1927to2010"></custom-block></custom-block></script><script x="106" y="344"><custom-block s="Graph Datapoints %s Connected?: %b"><custom-block s="DerekData1927to2010"></custom-block><l><bool>false</bool></l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Gr6 age-height-weight-gender stats" 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>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 s="reportNewList"><list><l>139.5</l><l>146.83</l><l>38.68</l><l>M</l></list></block><block s="reportNewList"><list><l>144.0</l><l>149.31</l><l>39.5</l><l>M</l></list></block><block s="reportNewList"><list><l>146.6</l><l>154.5</l><l>58.55</l><l>F</l></list></block><block s="reportNewList"><list><l>141.5</l><l>149.85</l><l>40.72</l><l>F</l></list></block><block s="reportNewList"><list><l>144.8</l><l>152.6</l><l>49.5</l><l>F</l></list></block><block s="reportNewList"><list><l>144.3</l><l>149.31</l><l>40.67</l><l>M</l></list></block><block s="reportNewList"><list><l>144.5</l><l>150.48</l><l>40.8</l><l>F</l></list></block><block s="reportNewList"><list><l>137.5</l><l>141.09</l><l>45.28</l><l>M</l></list></block><block 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Connected?: %&apos;Connected?&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%b"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="Connected?"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doForEach"><l>item</l><block var="list"/><script><custom-block s="Plot point x: %s y: %s"><block s="reportListItem"><l>1</l><block var="item"/></block><block s="reportListItem"><l>2</l><block var="item"/></block></custom-block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="Connected?"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="doForEach"><l>item</l><block var="list"/><script><custom-block s="Plot point connected x: %s y: %s"><block s="reportListItem"><l>1</l><block var="item"/></block><block s="reportListItem"><l>2</l><block var="item"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="Plot point connected x: %&apos;x&apos; y: %&apos;y&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><custom-block s="Scaled go to x: %s y: %s"><block var="x"/><block var="y"/></custom-block><block s="down"></block><block s="setSize"><l>5</l></block><block s="forward"><l>1</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="y min val"><l>0</l></variable><variable name="y max val"><l>0.5</l></variable></variables></project><media name="ProblemSet4.4" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>