<snapdata remixID="9226750"><project name="Unit 3 - Graphing App" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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>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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