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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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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 %&apos;input number&apos; to %&apos;n&apos; decimal places" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input 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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 s="y-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block 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