<snapdata remixID="9006525"><project name="U3L4-BarGraphTWAJ" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes>Tiffany Wong and Audrey Jacobs - Unit 3 Lab 4 Page1&#xD;- clear program by clicking green flag&#xD;- run graph by clicking purple bar graph block &#xD;- switch out variables depending on what kind of data wanted </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" penlog="false" volume="100" pan="0" lines="flat" 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="-218.197265625" y="150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><script x="10" y="75.99999999999997"><custom-block s="label from data-record: %l"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></custom-block></script><script x="10" y="112.99999999999997"><custom-block s="value from data-record: %l"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></custom-block></script><script x="10" y="150"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="10" y="273.9999999999999"><custom-block s="CO2 Emissions per capita Data"></custom-block></script><script x="10" y="335.9999999999999"><custom-block s="draw axes, x0: %n y0: %n horizontal length: %n vertical height: %n"><l>-200</l><l>-90</l><l>400</l><l>240</l><comment w="90" collapsed="false">creates axis.</comment></custom-block></script><script x="10" y="392.9999999999999"><custom-block s="label, text: %s size: %n direction: %n"><l>China</l><l>20</l><l>180</l></custom-block></script><script x="10" y="431.9999999999998"><custom-block s="draw bars, bar width: %n max bar height: %n data: %l"><l>12</l><l>240</l><custom-block s="CO2 Emissions Data"></custom-block><comment w="90" collapsed="false">greatest value in data set.</comment></custom-block></script><script x="10" y="500.9999999999998"><custom-block s="draw bar, label: %txt label size: %n width: %n height: %n"><l>Germany</l><l>12</l><l>5</l><l>120</l></custom-block></script><script x="10" y="539.9999999999998"><custom-block s="label vertical axis, vertical height: %n data: %l"><l>240</l><custom-block s="CO2 Emissions Data"></custom-block></custom-block></script><script x="10" y="649.9999999999997"><custom-block s="CO2 Emissions Data"></custom-block></script><script x="10" y="585.9999999999997"><custom-block s="Bar Graph, data: %l"><custom-block s="CO2 Emissions per capita Data"><comment w="90" collapsed="false">click to run graph and switch out with CO2 Emissions data if wanted .</comment></custom-block></custom-block></script></scripts></sprite><watcher var="GREATEST VALUE IN DATA" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Bar Graph, data: %&apos;data list&apos;" type="command" category="looks"><comment x="0" y="0" w="158.8" collapsed="true">Fill in the blanks</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="draw axes, x0: %n y0: %n horizontal length: %n vertical height: %n"><l>-200</l><l>-90</l><l>400</l><l>240</l></custom-block><custom-block s="draw bars, bar width: %n max bar height: %n data: %l"><l>20</l><l>240</l><block var="data list"/></custom-block><custom-block s="label vertical axis, vertical height: %n data: %l"><l>240</l><block var="data list"/></custom-block></script><scripts><script x="86" y="245"><block s="changeXPosition"><l></l><comment w="112.4" collapsed="true">Leave a little gap</comment></block></script></scripts></block-definition><block-definition s="data-record, label: %&apos;label&apos; value: %&apos;value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="label"/><block var="value"/></list></block></block></script></block-definition><block-definition s="label from data-record: %&apos;data-record&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data-record"/></block></block></script></block-definition><block-definition s="value from data-record: %&apos;data-record&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="data-record"/></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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y: %&apos;y&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>x-origin</l><block var="x"/></block><block s="doSetVar"><l>y-origin</l><block var="y"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block></script></block-definition><block-definition s="Country-GDP-Population Data" 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>China</l><l>13421985588615</l><l>1336718015</l></list></block><block s="reportNewList"><list><l>USA</l><l>15507135407358</l><l>311050977</l></list></block><block s="reportNewList"><list><l>Russia</l><l>3121925049784</l><l>138739892</l></list></block><block s="reportNewList"><list><l>India</l><l>5806731299998</l><l>1189172906</l></list></block><block s="reportNewList"><list><l>Japan</l><l>4367871360438</l><l>127469543</l></list></block><block s="reportNewList"><list><l>Germany</l><l>3338715757320</l><l>81471834</l></list></block><block s="reportNewList"><list><l>Iran</l><l>1243922783400</l><l>77891220</l></list></block><block s="reportNewList"><list><l>S. Korea</l><l>1415591465995</l><l>48754657</l></list></block><block s="reportNewList"><list><l>Canada</l><l>1374291306176</l><l>34030589</l></list></block></list></block></block></script></block-definition></blocks><variables><variable name="x-origin"><l>-200</l></variable><variable name="y-origin"><l>-90</l></variable><variable name="GREATEST VALUE IN DATA"><l>17.62</l></variable></variables></project><media name="U3L4-BarGraphTWAJ" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>