<snapdata remixID="11107873"><project name="U3L4-GraphingApp" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L4-GraphingApp"><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="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" 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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 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var="a"/></custom-block></block></script></block-definition></blocks><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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