<snapdata remixID="9073769"><project name="U3L4-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="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 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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 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