<snapdata remixID="11348860"><project name="Lab 14 Graphing App" 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="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 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="reportVariadicSum"><list><l>-180</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="actual y value"/><block var="y min val"/></block><block var="y-stepsize"/></list></block></list></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="reportVariadicSum"><list><l>-240</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="actual x value"/><block var="x min val"/></block><block var="x-stepsize"/></list></block></list></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="reportVariadicSum"><list><block var="x min val"/><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="stage-x"/><l>240</l></list></block><block var="x-stepsize"/></block></list></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="reportVariadicSum"><list><block var="y min val"/><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="stage-y"/><l>180</l></list></block><block var="y-stepsize"/></block></list></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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