<snapdata remixID="11347997"><project name="Lab 14 Graphing App" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Lab 14 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 %&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="reportVariadicProduct"><list><block var="input number"/><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></list></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" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block var="x"/><l>,</l><l> </l><block var="y"/><l>)</l></list></block></block></script></block-definition><block-definition s="announce axes position %&apos;x&apos; %&apos;y&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block s="reportVariadicSum"><list><block var="y"/><l>5</l></list></block></block><custom-block s="label %txt of size %n"><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 var="x"/></custom-block><l>2</l></custom-block><custom-block s="round %n to %n decimal places"><custom-block s="yGraph at yStage: %n"><block var="y"/></custom-block><l>2</l></custom-block></custom-block><l>16</l></custom-block><block s="gotoXY"><block var="x"/><block var="y"/></block></script></block-definition><block-definition s="set graph scale, xMin: %&apos;xmin&apos; xMax: %&apos;xmax&apos; yMin: %&apos;ymin&apos; yMax: %&apos;ymax&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="doSetVar"><l>x min val</l><block var="xmin"/></block><block s="doSetVar"><l>x max val</l><block var="xmax"/></block><block s="doSetVar"><l>y min val</l><block var="ymin"/></block><block s="doSetVar"><l>y max val</l><block var="ymax"/></block><block s="doSetVar"><l>x-stepsize</l><block s="reportQuotient"><l>480</l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block></block><block s="doSetVar"><l>y-stepsize</l><block s="reportQuotient"><l>360</l><block s="reportDifference"><block var="ymax"/><block var="ymin"/></block></block></block><custom-block s="announce axes position %n %n"><custom-block s="y-axis"></custom-block><custom-block 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s="reportLessThan"><l>142</l><custom-block s="age, person: %l"><block var="item"/></custom-block></block><script><block s="doSwitchToCostume"><l>oldM</l></block></script></block></script></block><custom-block s="plot point xGraph: %n y graph: %n"><custom-block s="height, person: %l"><block var="item"/></custom-block><custom-block s="weight, person: %l"><block var="item"/></custom-block></custom-block><block s="down"></block><block s="up"></block></script></block></script></block-definition><block-definition s="height vs. weight label" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="gotoXY"><l>130</l><l>-15</l></block><custom-block s="label %txt of size %n"><l>Height (cm)</l><l>12</l></custom-block><block s="gotoXY"><l>120</l><l>-35</l></block><custom-block s="label %txt of size %n"><l>Height Average:</l><l>12</l></custom-block><block s="gotoXY"><l>120</l><l>-55</l></block><custom-block s="label %txt of size %n"><custom-block s="average of data: %l"><custom-block s="heights, data: %l"><custom-block s="Gr6 age-height-weight-gender stats"></custom-block></custom-block></custom-block><l>12</l></custom-block><block s="gotoXY"><l>-100</l><l>140</l></block><custom-block s="label %txt of size %n"><l>Weight (kg)</l><l>12</l></custom-block><block s="gotoXY"><l>-120</l><l>120</l></block><custom-block s="label %txt of size %n"><l>Weight Average:</l><l>12</l></custom-block><block s="gotoXY"><l>-150</l><l>100</l></block><custom-block s="label %txt of size %n"><custom-block s="average of data: %l"><custom-block s="weights, data: %l"><custom-block s="Gr6 age-height-weight-gender stats"></custom-block></custom-block></custom-block><l>12</l></custom-block><block s="gotoXY"><l>-240</l><l>-160</l></block><custom-block s="label %txt of size %n"><l>Light Green=Younger Girl  Green=Moderate Age Girl  Dark Green=Older Girl</l><l>12</l></custom-block><block s="gotoXY"><l>-240</l><l>-175</l></block><custom-block s="label %txt of size %n"><l>Light Purple=younger boys Purple=moderage age boys Dark Purple =Older Boys</l><l>12</l></custom-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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