<snapdata remixID="9060777"><project name="M4L4-Bar Graph" 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="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="200" y="70.517578125" heading="180" 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="20.80000000000001" y="160.39999999999998"><custom-block s="max of list %l"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="value from data-record: %l"><l/></custom-block></autolambda><list></list></block><custom-block s="CO2 Emissions Data"></custom-block></block></custom-block></script><script x="16.80000000000001" y="118.59999999999991"><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="16.80000000000001" y="81.1999999999999"><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><comment x="15.199999999999989" y="10" w="261.2" collapsed="true">These blocks are given.  Explore them.</comment><comment x="25.599999999999824" y="205.9999999999999" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><script x="20.80000000000001" y="38.39999999999992"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><comment x="16.799999999999898" y="290.2" w="302.8" collapsed="true">You will write these blocks below.  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Korea</l><l>611</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>Canada</l><l>553</l></custom-block></list></block></block></script></block-definition><block-definition s="CO2 Emissions per capita Data" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>6.52</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>USA</l><l>17.62</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>Russia</l><l>12.55</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>India</l><l>1.45</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>Japan</l><l>9.26</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>Germany</l><l>9.19</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>Iran</l><l>8.02</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>S. Korea</l><l>12.53</l></custom-block><custom-block s="data-record, label: %txt value: %n"><l>Canada</l><l>16.24</l></custom-block></list></block></block></script></block-definition><block-definition s="label, text: %&apos;text&apos; size: %&apos;size&apos; direction: %&apos;direction&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="setHeading"><block var="direction"/></block><custom-block s="label %txt of size %n"><block var="text"/><block var="size"/></custom-block></script></block-definition><block-definition s="draw bar, label: %&apos;label&apos; label size: %&apos;label size&apos; width: %&apos;width&apos; height: %&apos;height&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="label, text: %s size: %n direction: %n"><block var="label"/><block var="label size"/><l>0</l></custom-block><block s="setYPosition"><block var="y-origin"/></block><block s="down"></block><block s="setSize"><block var="width"/></block><block s="forward"><block var="height"/></block><block s="up"></block></script></block-definition><block-definition s="draw axes, x0: %&apos;x0&apos; y0: %&apos;y0&apos; horizontal length: %&apos;horiz length&apos; vertical height: %&apos;vert height&apos;" type="command" category="pen"><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="doSetVar"><l>x-origin</l><l>x0</l></block><block s="doSetVar"><l>y-origin</l><l>y0</l></block><block s="gotoXY"><l>-200</l><l>-90</l></block><block s="down"></block><block s="setHeading"><l>0</l></block><block s="forward"><l>240</l></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>-90</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>400</l></block><block s="up"></block></script></block-definition><block-definition s="label vertical axis, vertical height: %&apos;vert height&apos; data: %&apos;data list&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%l"></input></inputs></block-definition><block-definition s="draw bars, bar width: %&apos;width&apos; max bar height: %&apos;max bar height&apos; data: %&apos;data list&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>Greatestvalueindataset</l><custom-block s="max of list %l"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="value from data-record: %l"><l/></custom-block></autolambda><list></list></block><list><block var="data list"/></list></custom-block></custom-block></block><block s="setXPosition"><block s="reportSum"><block s="reportSum"><block var="x-origin"/><l></l></block><l>25</l></block></block><block s="doForEach"><l>item</l><block var="data list"/><script><block s="setYPosition"><l>-180</l></block><custom-block s="draw bar, label: %txt label size: %n width: %n height: %n"><custom-block s="label from data-record: %l"><block var="item"/></custom-block><l>20</l><block var="width"/><block s="reportProduct"><block s="reportQuotient"><custom-block s="value from data-record: %l"><block var="item"/></custom-block><block var="Greatestvalueindataset"/></block><block var="max bar height"/></block></custom-block><block s="changeXPosition"><block s="reportSum"><block var="width"/><l>10</l></block></block></script></block></script></block-definition><block-definition s="set origin x: %&apos;x&apos; 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><block-definition s="showthedata" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><custom-block s="Bar Graph, data: %l"><custom-block s="CO2 Emissions Data"></custom-block></custom-block><block s="up"></block><block s="gotoXY"><l>-75</l><l>75</l></block><block s="hide"></block><custom-block s="label, text: %s size: %n direction: %n"><l>2011 Top CO2 Emissions</l><l>18</l><l>90</l></custom-block><block s="gotoXY"><l>-60</l><l>50</l></block><custom-block s="label, text: %s size: %n direction: %n"><l>in Millions of Metric Tons</l><l>15</l><l>90</l></custom-block><block s="doWait"><l>7.5</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><custom-block s="Bar Graph, data: %l"><custom-block s="CO2 Emissions per capita Data"></custom-block></custom-block><block s="up"></block><block s="gotoXY"><l>-110</l><l>160</l></block><block s="hide"></block><custom-block s="label, text: %s size: %n direction: %n"><l>2011 CO2 Emissions Per Capita</l><l>18</l><l>90</l></custom-block><block s="gotoXY"><l>-110</l><l>115</l></block><custom-block s="label, text: %s size: %n direction: %n"><l>in Metric Tons Per Person</l><l>13</l><l>90</l></custom-block><block s="doWait"><l>7.5</l></block></script></block-definition><block-definition s="draw" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="x-origin"><l>x0</l></variable><variable name="y-origin"><l>y0</l></variable><variable name="Greatestvalueindataset"><l>8715</l></variable></variables></project><media name="M4L4-Bar Graph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>