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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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</pentrails><costumes><list 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id="15"><item><costume name="Untitled" center-x="240" center-y="180" 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QIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC" id="16"/></item></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveInteraction"><l><option>dropped</option></l></block><block s="doSayFor"><block s="reportJoinWords"><list><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><l>, </l><custom-block s="round %n to %n decimal places"><custom-block s="xGraph at xStage: %n"><block s="xPosition"></block></custom-block><l>0</l></custom-block></list></block><l>2</l></block></script><script x="20" y="154"><block s="receiveKey"><l><option>space</option></l></block><custom-block s="set graph scale, xMin: %n xMax: %n yMin: %n yMax: %n"><l>1927</l><l>2014</l><l>0</l><l>0.5</l></custom-block><custom-block s="graph, daatpoints %l"><custom-block s="DerekData1927to2015"></custom-block></custom-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" 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="reportSum"><block var="y"/><l>5</l></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 s="x-axis"></custom-block></custom-block></script></block-definition><block-definition s="y-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block s="setHeading"><l>0</l></block><block s="doIfElse"><custom-block s="%n ≤ %n ≤ %n"><block var="x min val"/><l>0</l><block var="x max val"/></custom-block><script><block s="up"></block><block s="gotoXY"><custom-block s="xStage for xGraph: %n"><l>0</l></custom-block><l>-180</l></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>360</l></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doReport"><block s="xPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>0</l><l>-180</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>360</l></custom-block><block s="doReport"><block s="xPosition"></block></block></script></block></script></block-definition><block-definition s="x-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block s="setHeading"><l>90</l></block><block s="doIfElse"><custom-block s="%n ≤ %n ≤ %n"><block var="y min val"/><l>0</l><block var="y max val"/></custom-block><script><block s="up"></block><block s="gotoXY"><l>-240</l><custom-block s="yStage for yGraph: %n"><l>0</l></custom-block></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>480</l></block><block s="setSize"><l>1</l></block><block s="up"></block><block s="doReport"><block s="yPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>480</l></custom-block><block s="doReport"><block s="yPosition"></block></block></script></block></script></block-definition><block-definition s="dashed line %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doRepeat"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="length"/><l>10</l></block></block><script><block s="down"></block><block s="forward"><l>5</l></block><block s="up"></block><block s="forward"><l>5</l></block></script></block><block s="down"></block><block s="forward"><block s="reportModulus"><block var="length"/><l>10</l></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="yStage for yGraph: %&apos;actual y value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><l>-180</l><block s="reportProduct"><block s="reportDifference"><block var="actual y value"/><block var="y min val"/></block><block var="y-stepsize"/></block></block></block></script></block-definition><block-definition s="xStage for xGraph: %&apos;actual x value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><l>-240</l><block s="reportProduct"><block s="reportDifference"><block var="actual x value"/><block var="x min val"/></block><block var="x-stepsize"/></block></block></block></script></block-definition><block-definition s="xGraph at xStage: %&apos;stage-x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="x min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-x"/><l>240</l></block><block var="x-stepsize"/></block></block></block></script></block-definition><block-definition s="yGraph at yStage: %&apos;stage-y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="y min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-y"/><l>180</l></block><block var="y-stepsize"/></block></block></block></script></block-definition><block-definition s="%&apos;x&apos; ≤ %&apos;y&apos; ≤ %&apos;z&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportNot"><block s="reportGreaterThan"><block var="x"/><block var="y"/></block></block><block s="reportNot"><block s="reportGreaterThan"><block var="y"/><block var="z"/></block></block></block></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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