<snapdata remixID="9309490"><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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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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hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Gr6 age-height-weight-gender stats" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block 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 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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 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