<snapdata remixID="8956064"><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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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="x min val" style="normal" x="10" y="10" 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"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="181.00001199999997" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="202.00001399999996" color="74,108,212"/><watcher var="item#" style="normal" x="10" y="223.00001599999996" color="243,118,29"/><sprite name="Sprite" idx="1" x="192" y="-93.60000000000002" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,35,45,1" pen="tip" id="17"><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><custom-block s="Graph datapoints %l %b"><l/><l><bool>true</bool></l></custom-block></script><script x="20" y="60"><custom-block s="set graph scale, xMin: %n xMax: %n yMin: %n yMax: %n"><l>1920</l><l>2020</l><l>0</l><l>0.5</l></custom-block></script><script x="20" y="99"><custom-block s="age %l"><l/></custom-block></script><comment x="20" y="131" w="225" collapsed="false">Name: Feifan Wu&#xD;Duration: 60mins&#xD;Description: This program will draw a set of point in accordance to the input data list, futhermore, the graph is in proportion with whole pannel. &#xD;Honor Code: I did not recieve any kind of help for the making of this project</comment><script x="20" y="257"><custom-block s="age, data %l"><l/></custom-block></script><script x="20" y="289"><custom-block s="female"></custom-block></script><script x="20" y="319"><custom-block s="Average %l"><l/></custom-block></script><script x="20" y="351"><custom-block s="male"></custom-block></script><script x="20" y="381"><custom-block s="max of list %l"><l/></custom-block></script><script x="20" y="413"><custom-block s="min of list %l"><l/></custom-block></script><script x="20" y="445"><custom-block s="age, data %l"><l/></custom-block></script><script x="20" y="477"><custom-block s="height %l"><l/></custom-block></script><script x="20" y="509"><block s="receiveInteraction"><l><option>dropped</option></l></block><block s="bubble"><block s="reportJoinWords"><list><block s="reportRound"><custom-block s="xGraph at xStage: %n"><block s="xPosition"></block></custom-block></block><l>/</l><block s="reportRound"><custom-block s="yGraph at yStage: %n"><block s="yPosition"></block></custom-block></block></list></block></block></script><script x="250.671876" y="123.000001"><custom-block s="DerekData1927to2015"></custom-block></script></scripts></sprite><watcher var="sum" style="normal" x="10" y="244.00001799999995" color="243,118,29"/><watcher var="i" style="normal" x="10" y="265.00001999999995" color="243,118,29"/></sprites></stage><hidden> doStamp</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 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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: 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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 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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 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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; ≤ 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