<snapdata remixID="8904004"><project name="U3L4-GraphingApp" app="Snap! 5.1, 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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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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 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 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 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