<snapdata remixID="8909645"><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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color="243,118,29" hidden="true"/><watcher var="x max val" style="normal" x="10" y="40.000001999999995" color="243,118,29" hidden="true"/><watcher var="x-stepsize" style="normal" x="10" y="70.00000399999999" color="243,118,29" hidden="true"/><watcher var="y min val" style="normal" x="10" y="100.00000599999998" color="243,118,29" hidden="true"/><watcher var="y max val" style="normal" x="10" y="130.00000799999998" color="243,118,29" hidden="true"/><watcher var="y-stepsize" style="normal" x="10" y="160.00000999999997" color="243,118,29" 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 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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