<snapdata remixID="8904096"><project name="U3L4-BarGraph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADWNJREFUeAHtXWlsDt0XP21521raWktRrRKK2KtCQ1Cp+GAJwTeJD75IiESID5VXfJNIaCIkllgSSymx01pq32onVO1aS1H7vvQ/v5v/3Ey9z+hznz7zzLT33IRnOnPuOef+7m/OnHtmnmfCKo1G3BgBlxAId8kum2UEBAJMQCaCqwgwAV2Fn40zAZkDriLABHQVfjZe5wn4/ft3OcvWBf+vX7/kfuu23PmXDavOv4jJQ5cuXZLbXt5ww896Xgakpr7duHGDvn79SqWlpdSgQQP6/fs3hYeHU0JCAp0+fZqmTZtGkDG3rfaOHTtGz549o3r16lH9+vXpy5cvQkeHDh2kzrFjx8ou2dnZ1K1bN6EbRI+IiKC4uDiKiYmhly9fCrk3b95QQUEBde3aldq0aSO3U1NTKS8vjyZMmEAXL14kyA0bNow+fPggZbp37y5t5efnU+PGjSktLU2MZ+vWraLv3bt36efPn/Tx40dKT0+X8taxZGZm0oEDB2jSpElCt6nn6dOn0s/y8nJ69+4ddezYUXya8mFhYVJnsDZkBFy6dKnQuWzZMgFCsAy4qQeTduHCBRowYABVVFTQyJEjxSf2d+rUSbhm3bb6WlZWRpMnTxYT++3bN7ENMlt1WuVBvidPntDgwYMFKV68eEGYyMTERGrevLkQPXjwoDgJIGfdBoEmTpxIubm5dO/ePRo6dCht27atiozVFsbSuXNn2rJlCy1ZsoRA+OXLl4t9ly9fpv79+1vFyToWnHBo6GvVY/UT5IPvILJVvorSIP0R8a/RoOvMmTOUkpIiDDZr1ozat28fJBPuqdm/fz/dvn2bkpOTqWnTplRYWEhdunShV69e0dGjR0WEAtDmdsuWLaWziCZXr14Vf4NMmAhEUERTU6dVHhOKiIFJBQkQ4T59+iQiEvQjeqA/yIx/iIzmNj6hEwR//fo1ISU4f/68mA9TBsQ3G3wBUaEfcwXdiIY3b96kW7duifFCv9msY0Gk+/Hjh5CF/6aeyMhIgQN0gdx79uwRER/4mPKIysFuYcbZo3wnZPPmzSIiBNsZq75x48ZZ/5Tb0dHRtHHjRvm3jhu43OMSaiVlIDgES08gts0+dToHNAdZ1z4XLlwYlCEFS09NnJE5YE2U1Oa+uBz7arjMPX78mHbt2lXlMC5Zf7Zz5879uUv8DR24WuAzmA06sbCoC037CHjq1CkaM2YM4XKUlZVFGRkZYl7j4+MFcVq3bi0SduRbkDt8+LBYWIAEUVFRhBXsgwcPxOr37NmzItccPny40IFcDnkTcqgNGzbQP//8I1aVyPPmzZtHOTk54jJq5lbIu6ATuVlRUZHIE2Efq+K+ffsSttEaNmwoVqwgNv5hVY18FX1hA/JDhgwhlFWQ/8I/LCymTp0q+nvpP60jYElJCWGBgcQdC7Dnz5/Lublz544oveAYSjBI0pHwQ764uFisdJGDodyCBQRKNijXgLhm69mzpyh5xMbGisUICImyTr9+/YQOLIyQ5JsNxEJERuQF4ZGeYxECApvkg+z169cFcVHewTGzvAR/MA4sOtAPPn/+/FluB5Dum6459smLEMegVVd8/PhxSkpKEhFWvXft7CEvwagDzpw5kxYtWkRz5sypnaOp5V6jhui1hpMC/3w1+FtTnyUBEcZxOUAeAYM1VezLYd5X+xBA3RB3Z3w11D1r2iQBZ82aJXTNmDGjpjq5PyPgNwJaL0L8RokFHUOACegYtKzYHwSYgP6gxDKOIcAEdAxaVuwPAkxAf1BiGccQkAQ0nwfEY0XcGIFQISAJaNYBcSvI7uZ6qJxiO/og8J864PTp0/UZPY/UdQRkBHTdE3ZASwSYgFpOu3cGzQT0zlxo6QkTUMtp986gmYDemQstPZEENOuAeNoW31vlxgiEAgFZhjHrgPjCtPUb/6FwIpg28DiZ3Qm0Y8eOYJqqVbrwHRa7mwzz58+n3r17uzIeSUDzecDZs2e74ggb1RMBeQnWc/g8arcRYAK6PQOa22cCak4At4fPBHR7BjS3zwTUnABuD18S0KwDmp9uO8b29UBAEtCsA5qfegyfR+k2Av+pA5r1QLcdY/t6ICAjoB7D5VF6DQEmoNdmRDN/mICaTbjXhssE9NqMaOYPE1CzCffacOUqeN26deIVBtYXnHjNWS/687fHnP72+Bd+GvjkyZM+hzR37lyf++viTknAdu3aVfkZ2Lo4WC+NCc8s4jeldW+SgOYPZesOCI8/tAhwDhhavNnaHwgwAf8AhP8MLQLyEhxas2wtUATMd4P46j9+/Hjxqghfx7y6jwno1Zmx8QsEtPty0ejRo2sdAfkSbDPRvDs0CEgC4u08dl9nDI0rbEVHBCQBEdpRC+TGCIQSAUnAUaNGhdIu22IEBAKSgIwHI+AGAo6vgnGv1FfD2x/xSlFueiPgOAHtSga9evViAurNPTF6vgQzCVxFgAnoKvxsXBJQp2fQeNq9g4Ak4IgRI+jMmTPe8Yw90QIBuQjJzMzUYsA8SG8hICOgt9xib3RBgAmoy0x7dJxMQI9OjC5uMQF1mWmPjpMJ6NGJ0cUtSUC7W2a6AMHjdAcBSUB+T7A7E6C7VVkH5PcE604Fd8YvI6A75tmq7ggwAXVngMvjZwK6PAG6m2cC6s4Al8fPBHR5AnQ3LwnI7wnWnQrujF8SEO8J/vbtmztesFVtEZB1QH5PsLYccHXgkoCueuEB4+fPn6f79+/79GTy5Mk+9/POmiPABPw/hhcuXKBDhw75RJQJ6BOWoOyUOWBQtLESRkARASagImAsHlwEmIDBxZO1KSIgCbh9+3Z+bYAieCxecwQkAfE8YMOGDWuukTUwAgoIhFUaTUGeRRmBoCIgI2BQtbIyzyKwevVqWrRokWf8YwJ6ZipC40hCQoKnbrkyAUMz77ZWdu7caXvMiQNRUVE0btw4J1QHpJMJGBBswesEQqxZs4bOnTsXPKV/0fT8+XPCD9J7pdXpW3Ffvnyh6Ohor2Dt04+OHTtSWloa/f792+fxYO9s27YtNWnSJCC1L1++pBYtWgTU165TnYyAeLYRv02dn59vN27P7N+7dy/h3cHNmzcPiU8g+s2bN5VtLV68mHJycpT7VdehTkbA+Ph4Eflqw/ONMTEx9O7du+rmKWjHYSsQe2PGjKGSkpKg+WEqCkkERM5RUFBA+/btM+06+tmyZUvCpa1x48ZKdn79+kW4IxRIjnT69OmAIgtywAYNGij5WRNhnJSxsbFKKpA3/vz5k96/f6/Uzx/hkBAQIT8sLMyRAfga5Nq1a2nXrl308OFDX4dt95kA//jxw1bG7sDt27fp7du3dodt9584cSKgiGSrsJoDnz9/pk+fPlUjVfVwq1atxMlVr54DF0zcCQlFM95DV2nkZqEwJWxUVFRUGklzyOwZpA3I3qZNmyqNUoyyn8ZltNLIHZX6AX8jklVeunRJqR+EjatDZVFRkXK/6jqEJAJiQYDVV2lpadVTy6G/jh07RoWFhWSQUMkCcpynT58GFKkXLlxIxcXFSvYgjEticnKycj+kM6q5HFKLlStX0r1795TtLV++3JH5CwkBu3fvTtu2bRMkVB650eHNmzdK3QYNGkQpKSn0/ft3pX7IG3GnQDV3hJGBAwcG9DAHUpOrV68q+Qnh8PBw+vDhg1I/zENSUhIFcimdMmUKoawV7ObARb2qi8g3UDvCkzYotgIEfxu+qQeQO3TooFS7wpmORUHv3r39NSXkFixYQMh3QETVH20vKysjrGhVW2RkJPXr10+1m4hicXFxSv2AvQr+VuUoaakS3trfbtvxCAjioYAZyGXm8uXL4mw1Fwd2g/hzPyJYYmIiIeFWadnZ2SL6BbIqxQIEX2pCpFdpuOQHcjsOK/1AFksqvlllEXFVCW/tb7fteASEYURA5IGpqal2fvjcD9KaNT2fAjY7Udr4+PGjuNzYiPjcHRERQfgXSCRr06aNSDFw+VdpuORnZWWpdBGy6enpAhvljgF2wFwEUp6qzpzjERAOHDlyhAYPHqx8u8lYQdGjR48IdSiVhhwH32R78eKFSjfCQ7m43Ldv316pH4SfPXtGiEqqzVhZ0vHjx1W7UW5ubsB3JlCiUm3Xrl0Teadqv2rlq1sm1/S4cetHqlAtw6DMgPKNsTqVOvzZQB8jAla+fv3aH3EpY6xI5bbKBsaIvka9U6WbkN2xY0elEVmU+xkVhZCWteCgcaIo+1ldB8cjIFZ569evFyeCagjHKhallLt371Z7IlkFrly5Imwi91RpKAojVcC9ZJWGXBV3UBBBVRq+i4z3Jqvem4WP8FX1d73Rb9WqVbRixQoVNykvL08U2VXLPv4YCUkOCJB3795NPXr08McnKYO6HN5hhwRYpZWXlxNyMiMCqnQj5FWNGjUi46xV6tenTx+x6LH7ZQU7ZXhSB2NUXaCZq1nVExr9sKBTLU9lZGQQThYnGn8nxAlUWaffCKiFFr/VsiAj4B8CTED/cGIphxBgAjoELKv1DwEmoH84sZRDCDABHQKW1fqHABPQP5xYyiEEmIAOActq/UOACegfTizlEAJMQIeAZbX+IfA/qNPBHvqNXGUAAAAASUVORK5CYII=</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 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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><block-definition s="round labels from: %&apos;list&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportProduct"><block var="label #"/><block s="reportQuotient"><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="list"/></list></custom-block></custom-block><l>10</l></block></block><l>1</l></block><l>0</l></block><script><block s="doReport"><block s="reportProduct"><block var="label #"/><block s="reportQuotient"><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="list"/></list></custom-block></custom-block><l>10</l></block></block></block></script><script><block s="doReport"><block s="reportRound"><block s="reportProduct"><block var="label #"/><block s="reportQuotient"><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="list"/></list></custom-block></custom-block><l>10</l></block></block></block></block></script></block></script></block-definition></blocks><variables><variable name="x-origin"><l>-200</l></variable><variable name="y-origin"><l>-90</l></variable><variable name="axis height"><l>240</l></variable><variable name="axis width"><l>400</l></variable><variable name="label #"><l>11</l></variable></variables></project><media name="U3L4-BarGraph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>