<snapdata remixID="9085823"><project name="U3L4" app="Snap! 5.1, 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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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="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="113"><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="649.9999999999998"><custom-block s="CO2 Emissions Data"></custom-block></script><script x="10" y="585.9999999999998"><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" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>