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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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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1" y="32" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,35,45,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled" center-x="240" center-y="180" 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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 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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 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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 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