<snapdata remixID="9216177"><project name="U3-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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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 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 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