<snapdata remixID="9111341"><project name="M4L4-GraphingApp" app="Snap! 5.4, 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" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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y="125"><custom-block s="xGraph at xStage: %n"><l></l></custom-block></script><script x="20" y="158"><custom-block s="yGraph at yStage: %n"><l></l></custom-block></script><script x="20" y="191"><custom-block s="plot point xGraph: %n yGraph: %n"><l>1970.5</l><l>0.25</l></custom-block></script><script x="20" y="230"><custom-block s="Graph datapoints: %l"><custom-block s="DerekData1927to2015"></custom-block></custom-block></script><script x="20" y="270"><custom-block s="go to xGraph: %n yGraph: %n"><l>1971</l><l>0.25</l></custom-block></script><script x="20" y="309"><block s="receiveInteraction"><l><option>dropped</option></l></block><block s="doSayFor"><custom-block s="coordinate pair x %n y %n"><custom-block s="round %n to %n decimal places"><custom-block s="xGraph at xStage: %n"><block s="xPosition"></block></custom-block><l>2</l></custom-block><custom-block s="round %n to %n decimal places"><custom-block s="yGraph at yStage: %n"><block s="yPosition"></block></custom-block><l>2</l></custom-block></custom-block><l>2</l></block></script><script x="20" y="443"><block s="clear"></block><block s="show"></block></script></scripts></sprite></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 s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block></script></block-definition><block-definition s="coordinate pair x %&apos;x&apos; y %&apos;y&apos;" type="reporter" 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