<snapdata remixID="11356956"><project name="L14 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="L14 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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