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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" 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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id="10"/></item><item><costume name="female" center-x="21" center-y="2.5" image="data:image/png;base64,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" id="11"/></item><item><costume name="male" center-x="30" center-y="-1.5" 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connected: %b"><custom-block s="DerekData1927to2015"></custom-block><l><bool>false</bool></l><comment w="90" collapsed="true">Graphs data points without connecting line</comment></custom-block></script></block></script><script x="10" y="333"><block s="receiveKey"><l><option>space</option></l></block><block s="hide"></block><block s="clear"></block><custom-block s="establish variables"></custom-block><custom-block s="set graph scale, xMin: %n xMax: %n yMin: %n yMax: %n"><block var="x min val"/><block var="x max val"/><block var="y min val"/><block var="y max val"/></custom-block><custom-block s="graph datapoints: %l"><custom-block s="male data, data: %l"><custom-block s="Gr6 age-height-weight-gender stats"></custom-block></custom-block><comment w="90" collapsed="true">Graphs just male data points in blue with size depending on age</comment></custom-block><custom-block s="graph datapoints: %l"><custom-block s="female data, data: %l"><custom-block s="Gr6 age-height-weight-gender stats"></custom-block></custom-block><comment w="90" collapsed="true">Graphs just female data points in pink with size depending on age</comment></custom-block></script></scripts></sprite><watcher var="x min val" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="x max val" style="normal" x="10" y="40.000001999999995" color="243,118,29" hidden="true"/><watcher var="x-stepsize" style="normal" x="10" y="70.000004" color="243,118,29" hidden="true"/><watcher var="y min val" style="normal" x="10" y="100.00000599999998" color="243,118,29" hidden="true"/><watcher var="y max val" style="normal" x="10" y="130.000008" color="243,118,29" hidden="true"/><watcher var="y-stepsize" style="normal" x="10" y="160.00000999999997" color="243,118,29" hidden="true"/><watcher var="Age max" style="normal" x="10" y="181.00001199999997" color="243,118,29" hidden="true"/><watcher var="age min" style="normal" x="10" y="202.00001399999996" color="243,118,29" hidden="true"/></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 s="reportNewList"><list><l>145.5</l><l>151.5</l><l>39.5</l><l>F</l></list></block><block s="reportNewList"><list><l>145.6</l><l>137.8</l><l>30.8</l><l>M</l></list></block><block s="reportNewList"><list><l>143.5</l><l>153.88</l><l>44.46</l><l>F</l></list></block><block s="reportNewList"><list><l>142.5</l><l>147.25</l><l>44.0</l><l>F</l></list></block><block s="reportNewList"><list><l>136.1</l><l>132.32</l><l>27.49</l><l>M</l></list></block><block s="reportNewList"><list><l>140.5</l><l>152.29</l><l>51.85</l><l>M</l></list></block><block s="reportNewList"><list><l>144.1</l><l>144.33</l><l>35.87</l><l>M</l></list></block><block s="reportNewList"><list><l>136.5</l><l>144.62</l><l>36.89</l><l>F</l></list></block><block s="reportNewList"><list><l>136.0</l><l>158.81</l><l>56.4</l><l>F</l></list></block><block s="reportNewList"><list><l>146.8</l><l>160.2</l><l>55.05</l><l>M</l></list></block></list><comment w="90" collapsed="false">27 sixth graders with age, height in cm, weight in kg, and sex</comment></block></block></script></block-definition><block-definition s="round 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category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="doSetVar"><l>x min val</l><block var="xmin"/></block><block s="doSetVar"><l>x max val</l><block var="xmax"/></block><block s="doSetVar"><l>y min val</l><block var="ymin"/></block><block s="doSetVar"><l>y max val</l><block var="ymax"/></block><block s="doSetVar"><l>x-stepsize</l><block s="reportQuotient"><l>480</l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block></block><block s="doSetVar"><l>y-stepsize</l><block s="reportQuotient"><l>360</l><block s="reportDifference"><block var="ymax"/><block var="ymin"/></block></block></block><custom-block s="announce axes position %n %n"><custom-block s="y-axis"></custom-block><custom-block s="x-axis"></custom-block></custom-block></script></block-definition><block-definition 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