<snapdata remixID="11354116"><project name="Graphing App" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Graphing App"><notes></notes><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 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 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category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="person"/></block></block></script></block-definition><block-definition s="gender, person: %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="person"/></block></block></script></block-definition></blocks><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" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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