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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>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 type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block var="input number"/><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block></script></block-definition><block-definition s="coordinate pair x %&apos;x&apos; y %&apos;y&apos;" 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