<snapdata remixID="8880545"><project name="U3L4-BarGraph" 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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TX8PyiEnG8PKoZivTMZd7wNeV21uxIt6YPZkLJ/rPOPw2LKYx5/r9JpOAhKQwHQRcBLAgxF7pnAV8ACWJxsBvEvEnj1wKfBHaylWE/ZtQA+EvCkwnIXl68Ae1jBUjXkPYLNpSkUONZYPA8srMUdOpkAK4HXVdIQ+mVGkeSQgAQl0RqDjAbwH9K6JWNST8s6HR3ikuZvzZrDNaEpPwbKzhfMaATwbos0ivtUDCx+O+U05ZAcM38LwmsowvyvBlkHIF23KlRQ4XgH8tKq1nF9NOG8yw0EBPBk1zSMBCUigMwIdD+Bd+tmpEHAJlksMvJKAJZVh7gbGG10uh+zVHMDzIrarwQ2VmH1LEa8w8AksWxjDiUMxPypFfCqw3GlhDMNZCmAFcGeGv1qRgAQkkJ9AxwO41MduJuB7wE2W+nd/LzeGoUrMuzYWwHP7KBUK9VPWtwIHjMLpvZYLDHzGQG9qOCg7HV0OebUCeN3BoiPg/DYeLVkCEpBAOwIdD+AsTHsKfHwo5rCsY9lp5/EaXw4SDhqC0ex36x8BD87gBTalAlwzFnPuchgrhXzNpJzN2mD+sbU8BexgYE9juDKKuWJxdkTcwo++A14XS6egWxg8mlQCEpBAhwU6HsAvgRljEV8LCpy+ZDWVUsQRBo6uxBzbuKBq/QAGCuWIWzB8rjLMHaUZHGgsZ/cOM3884pTUssXEeiuA1xsAOgLu8Bah5iQgAQlMkUDHAzjr90DIPkF2tbNhDnDPGJy5POaxLHgxPNC8btby1mrCNfULr+BaDK8GfmhT3lodYVnztBPz6zvgJhQF8BRtKVqMBCQggQ4LOAngDvexY83pFLROQXdsMKkhCUhAAm0KKIDbBHym2X3/jtX3/jksjZqWgAQkkLuAAthhCXwPON/757A0aloCEpBA7gIKYIcl8D3gfO+fw9KoaQlIQAK5CyiAHZbA94DzvX8OS6OmJSABCeQuoAB2WALfA873/jksjZqWgAQkkLuAAthhCXwPON/757A0aloCEpBA7gIKYIcl8D3gfO+fw9KoaQlIQAK5CyiAHZbA94DzvX8OS6OmJSABCeQuoAB2WALfA873/jksjZqWgAQkkLuAAthhCXwPON/757A0aloCEpBA7gIKYIcl8D3gfO+fw9KoaQlIQAK5CyiAHZbA94DzvX8OS6OmJSABCeQuoAB2WALfA873/jksjZqWgAQkkLuAAthhCXwPON/757A0aloCEpBA7gIKYIcl8D3gfO+fw9KoaQlIQAK5CzgJ4FLIicCLG2uXpty4bJRq9u/BGbzAphyDZbVJuGkIVme/H4CZJuJQLNunAfcuG+bHjflLM9kyqPGG7N+rh7np1/DkZOT0PuB11RTAkxlFmkcCEpBAZwRcBfB9xvD/rGVl1s1GAM/ro1wr8AVr+EYWtAZmm5gDh2C01M8/E7CLsQxjeJ2Bi4ZivjIvYrsa3A58C8uWGP7BxOzdCO5WGBTACuBWxoumlYAEJOBSwFkAjxlOfCTmN82dnwP9hSJbLh3mt7MhmhnyP6OGg9afbjDiaAsvrsT8O1CYF/HCh9e2VShHfNfWeGt1lIdahVEAK4BbHTOaXgISkIArAWcBXD8Chl8GNe4bGmXJ+iuw82Zs3VfjqyMx+/8CVmR/r5+6DhgwKVsnBd73yzU8sV6Az+qJ+LY1zM9CvFUUBbACuNUxo+klIAEJuBJwFcD174CNIQKOwHJBJeHzjZXIjoR7Iq43lnuaf58FsAmYYy2vMoZbKsNc3rTihXLIZRiWVWIumQyIAlgBPJlxo3kkIAEJuBBwEsDNHS0XOQTLyZWYI7PfZ6eeZxX5dGr5STXmMsCuv2LZRVdmnFvjmNc+Cske0BtHXJxa/lxNuCD7WnkyGApgBfBkxo3mkYAEJOBCwGkA7wpb2JBPWsNQJeaiOTCrN+Iam3JvdYSrN7RCe0PP7yMOBxZUY46fDeHMIpdhWZq1saHAfq4wCmAF8HMdK5pOAhKQgGsBFwHcU4r4gYGXYalguHqbmMvuh/FyyFswXNO8Uqnl/UsTPlKOWFQ/XQ2/BxbVejhv2Sr+NNDH4UGhfhX00z+W6ysJp7SKowBWALc6ZjS9BCQgAVcCLgLYVV/bblcBrABuexCpAQlIQAIdElAAdwhyQ834/qAL3/vnsDRqWgISkEDuAgpghyXwPeB875/D0qhpCUhAArkLKIAdlsD3gPO9fw5Lo6YlIAEJ5C6gAHZYAt8Dzvf+OSyNmpaABCSQu4AC2GEJfA843/vnsDRqWgISkEDuAgpghyXwPeB875/D0qhpCUhAArkLKIAdlsD3gPO9fw5Lo6YlIAEJ5C6gAHZYAt8Dzvf+OSyNmpaABCSQu4AC2GEJfA843/vnsDRqWgISkEDuAgpghyXwPeB875/D0qhpCUhAArkLKIAdlsD3gPO9fw5Lo6YlIAEJ5C6gAHZYAt8Dzvf+OSyNmpaABCSQu4AC2GEJfA843/vnsDRqWgISkEDuAgpghyXwPeB875/D0qhpCUhAArkLKIAdlsD3gPO9fw5Lo6YlIAEJ5C7gNIBL/bw2CBiIYq5YDGOAKUfsaS17Y/jVjJg7FsNwQ2EP6F3Tzz4YdrcBQ0uHuTP72yBsZkOOwTCzAIsejvnNZOT0PuB11RTAkxlFmkcCEpBAZwScBXApZEdjWGSgsDLmFY9BPCdidi9cZC1LTcCLbco21YTXA+M7b8bW/TW+bOFxY/lFLeAnWQAPwMwg4mvWMmQMK7C8bswyf/kIj7RKoABWALc6ZjS9BCQgAVcCrgK4UC5yva3xJQznrk44IAvg5pXIjmrTkFuShPmPQjIY8UkL363E3NY8XSnkRAy7VWPOzo6gByM+aqFQiXlPqygKYAVwq2NG00tAAhJwJeAkgEsRxwWWueMJlwUhtzcH8Nw+SkHAsQZmW8PXqzGLBqGPiFtS+BjwT1hWjifctBxWlkOuxvKVFSN8f1bEx7DMMzBSSTi4VRQFsAK41TGj6SUgAQm4Euh4AA8UeaGxXDEjZuEaiAi5YyMBvB2w7UjCwlEYnRnyvxiqxvLTFLYzhp3jmNdGEZ9JLd/MQtum3FKz3FswXFtN2LdVFAWwArjVMaPpJSABCbgS6HgAD0b8p4WtraViDBFwLIbPFwz/+fAanmhekXLEZTblG8kI34pCbjUJRw/BaiAoRzwwnnJiT8BpwAJrOLY6zOLBkFdbw6mVmBNaRVEAK4BbHTOaXgISkIArARcBfHRqswuX4ZkCeF7EdjX4DCmnV0b4eTniSyncujRm0a59lNMC143EHBSG7GbhvT0JbxyF8SDiBmu4rjrM3a2iKIAVwK2OGU0vAQlIwJVAxwO4uaMl2LL5FHQ5ZC8MDwAJ8N/G8qGhhHuzecohOwDXWsM+wE+Ad1Rjvp/l+EDEmQG810Jg4KJKzMVArVUUBbACuNUxo+klIAEJuBJwGsCuOj3ZdhXACuDJjh3NJwEJSKDTAgrgTos2tef7gy5875/D0qhpCUhAArkLKIAdlsD3gPO9fw5Lo6YlIAEJ5C6gAHZYAt8Dzvf+OSyNmpaABCSQu4AC2GEJfA843/vnsDRqWgISkEDuAgpghyXwPeB875/D0qhpCUhAArkLKIAdlsD3gPO9fw5Lo6YlIAEJ5C6gAHZYAt8Dzvf+OSyNmpaABCSQu4AC2GEJfA843/vnsDRqWgISkEDuAgpghyXwPeB875/D0qhpCUhAArkLKIAdlsD3gPO9fw5Lo6YlIAEJ5C6gAHZYAt8Dzvf+OSyNmpaABCSQu4AC2GEJfA843/vnsDRqWgISkEDuAgpghyXwPeB875/D0qhpCUhAArkLKIAdlsD3gPO9fw5Lo6YlIAEJ5C6gAHZYAt8Dzvf+OSyNmpaABCSQu4CTAJ4TMbvXcBiWPmu5vZrwaPOa7gG9w0XemsJvlg5z58TfCuV+9sHwcmt4ZEbMHYthOPtbuci2wAIsm9kaX6+O8tBk5PQ+4HXVFMCTGUWaRwISkEBnBJwEcDniUxhWY+mtB2fKIZURft7o8kDImwN4N/DflYRT6iEbcTGwg7U8ZAJebCx/NxSzYJd+dugx3G4D7jaQkrIAOL2S8GCrBApgBXCrY0bTS0ACEnAl4CSAmztbLvK51HL10pjvZb8fDNnewhUpfCmAfScCOCiHfDOwnLZkhOXzZrBNrcYXTMIhaT/7GMNRlYRTJ+Y/zxqqlZgbW0VRACuAWx0zml4CEpCAKwEnAfxCKM6KeBuwnTGsMMN8eAhGgUK5yNV2jE+nhu0KAYc2joB3Ddm3ZrjYwH3AjoHlsiUJ982GaGaRK7FsYSyPp4bRGTHnNE5PtwKjAFYAtzJeNK0EJCABlwJOA9jAVsD+wBmVmB8ORrwBy65DCefN7WN+cwCXiuxhbP009ENYDkgN71sac8sg9NmIDwFzsu+AMcRxzEmPwlOtwiiAFcCtjhlNLwEJSMCVgJMAXucUdMhe1vD2IOZkG/EAcK+1DBtDCZhrU65cPcLnZ0bcXzO8fdkwP96lj3JPgTtrPbyiMM5+Fo6qxhwL2HLI5Tbgieow57WKogBWALc6ZjS9BCQgAVcCTgN4DyiuKfI+LL9fGXNd/bR0dhQLNAfw+Ag39kY8YOFt1ZgflPqZawrcXiuwV88oR6SGvVYnnDoHxv4QcWFqWK0AXjskrOX8atL6h5FsXl0F7WqzUrsSkIAEnl2g4wFc/8425GcY5lhL1Rg+U4y5ZDGMNXdnA6egD8XyIQN/D/zEGs6rDnPXTrB5f8gngTdgSLHcMpJw9i9gxbOv3t8e8WW/mWxgTWZ5xvDBVudrZXoFcCtamlYCEpCAPwIdD2B/Vu1ve6JT0H/7gcTnDwg+jyX1TQISkEC7AgrgdgWfYX7fT/H63j+HpVHTEpCABHIXUAA7LIHvAed7/xyWRk1LQAISyF1AAeywBL4HnO/9c1gaNS0BCUggdwEFsMMS+B5wvvfPYWnUtAQkIIHcBRTADkvge8D53j+HpVHTEpCABHIXUAA7LIHvAed7/xyWRk1LQAISyF1AAeywBL4HnO/9c1gaNS0BCUggdwEFsMMS+B5wvvfPYWnUtAQkIIHcBRTADkvge8D53j+HpVHTEpCABHIXUAA7LIHvAed7/xyWRk1LQAISyF1AAeywBL4HnO/9c1gaNS0BCUggdwEFsMMS+B5wvvfPYWnUtAQkIIHcBRTADkvge8D53j+HpVHTEpCABHIXUAA7LIHvAed7/xyWRk1LQAISyF1AAeywBL4HnO/9c1gaNS0BCUggdwEnATwIfUQcbuHFYymLlo/wSPOalvvZBdjfBsxYGfPp38Jw9ve5M3l+MM6xaY1vLxul2jzPYMj2Fg60MHs04ZJfwIpW9fQ+4HXFFMCtjiBNLwEJSKBzAh0P4DnQ3xvxZWv5ozGsMHAkNQ4bGmUJYEoh52A4BMMDWJ6cCOC4XORDWPYCtqnV+Ndlo9zeWM3BIqdZy4kG7k8tIwrgpweAtZxfTThvMkNCATwZNc0jAQlIoDMCHQ/grFulkB2rCY9m/78ccYm1DFUTrhnsY1db4FwTc8IQjDavQqmP3WaMUh2OuLFW4/ONAJ4XsV3NclUx4ajFE0fKk111HQHrCHiyY0fzSUACEui0gJMAbuqkKUXcTMo11RG+US7yNmpYG7ACy/ZBjXuGxvh/65yejljUHMCDEUdjmVMzLAssAxjurcT8cDIQCmAF8GTGjeaRgAQk4ELAaQCXQk7EcMCMmDcvhrGBkPcF1H93mzWMG8uRWN5aSXiwsXLl9QK4FHKqMbzfws3GEhMwHzi3Mvz0KernCqMAVgA/17Gi6SQgAQm4FnAWwFn4GsNBacxbl8Kq+qnpiLNT+M2ymJsmTk8fi2VeJeH9GwvgcsgJ1jCrGnNZfZ5+DiDg+ErMCa3iKIAVwK2OGU0vAQlIwJWAiwA25Yj/a+D/PBVzauMK52wF5oa8umB4l4k5fhjGoyKXY/lWJebGjR4B97EbBT7VG3NUH6xeE/ExC79eGnNpqygK4O4K4EdMe38AAB+oSURBVOzKd2CHVuvc4vS/Gkr4dYvzaHIJSEACbQt0PIB3jtiuF35poNDonYX/qca8ArDltVdBv9vCOJbLZyR8NDs9nZ16Bo5oWqPf25h5VfjLQMSZAbwX6Ldw7eqYDzwGcatrrwDurgDWVdqtjnBNLwEJdJNAxwPY55VXACuA1x+f7dzGVe5nfxOwn8sxb1PurYzwbZfLUNsSkEA+Agpgh+6+H8Gpf9BOAPvu53Boq2kJSKADAgrgDiBurAnfd9DqnwLY4fBX0xKQwLMIKIAdDhEF3KYdcL7X1+HQVtMSkEAHBBTAHUDUEfDGETflU7wKYIcbj5qWwDQQUAA7LLLvO2j1b9M+Qnc4tNW0BCTQAQEFcAcQdQSsI2BXw6idMwiu+qR2JSCBzggogDvjuMFWdIS5aR9h+l5fh0NbTUtAAh0QUAB3AFFHwDoCdjWMdATsSlbtSiB/AQWwwxr4foSk/m3aR+gOh7aaloAEOiCgAO4Aoo6AdQTsahjpCNiVrNqVQP4CCmCHNdAR5qZ9hOl7fR0ObTUtAQl0QEAB3AFEHQHrCNjVMNIRsCtZtSuB/AUUwA5r4PsRkvq3aR+hOxzaaloCEuiAgAK4A4g6AtYRsKthpCNgV7JqVwL5CyiAHdZAR5ib9hGm7/UdDNkvhX0dDnECuG8o4V6Xy1DbEthUBZwF8EA/A8awYDThil/AigxwoMhhJmX3ZkwD91USHmz8bmK+hT0Frnh4DU80TRuUQ042hpVDMV+ZTEH0PuB11XwPEPVv0/4AM5ltWPNIYFMS6HgAz4FZvRE3AD3AP43C3z8S85sNBrBhf1JuqI5wdfb3HSGMIr4EvMLWOLA6ykMN7FKRQ43lw8DySsyRkymCAlgBvP64aecUrz4gtPcBYTLbsOaRwKYk0PEABgq7zmDek2v4+eYhPx017NsI4Ga4nWDz/pBFQcLRS+Av2d9KEe82KbE1HEXKWY0ALsGWQcgXbcqVFDheAfy0pAKkvc1Rfvn5tbdkzS2B7hdwEcB1ldkQzQz52cYCuBxxlrVE1YQLs+l36aPcU+BcE3NSGnJPUwCbUsSnAsudFsYwnKUAVgB3atNTALcn2Y5fe0vW3BLofoFcAnhX2KIWcScxh1fhz4PQl4Zcj+WC6gjLSiH3NQK4fiGJ4aBqzHvKIa9WAK876NrZAeoUanunUOXXnl/37z61BhJoTyCXAC6FnJN1u3H0W45YAJxjLV/Pfm8MJwD3QP275E8CP7aWp4AdDOxpDFdGMVcszo6IW/jRd8DrYilA2gsQ+bXn18Kmq0klsEkKTHkAz4GteiPutjEHZ0e/9e9+i+xByqEN4UYAG/gcsGdq2WLibwrg9YahjoDb2y7ll59fe0vW3BLofoGOB3Dju18Mcxo81vKdarL2fsRyyPstpNWEj26Mr/kUdPM05ZC9dApap6A7udkpgNvTbMevvSVrbgl0v0DHA9hnEp2C1ino9cdnOwGiU9A6Be3z/k59819AAeywRtpBt7eDlt+m7edw01PTEugKAQWwwzIpQDbtAFF926uvw01PTUugKwQUwA7LpB10ezto+W3ifkVe33zxpZNNMeCu6jB3O2lbjUqgTQEFcJuAzzS7AmQTD5CQ84zhgw6HEPqOuj3ddvzaW7LmlsCzCyiAn91o0lMogBXAkx48EzO2EyAaf+2Nv3Zrp/kl8GwCCuBnE2rj79oBtrcDlJ/82tj86rO28wFm3gy2GR3lBe324Znm7+vj9+u99c3l4tS2ZwIKYIcFUYC0twOUn/za3TzbCWDfx1+5yOmknN6u0TPOH3BFZZgrnC5jGjeuAHZYfN83YPVPAdfu8N+UA07bR3vbx7yI7cZhu3bH2DPN3wO/eXjidbcul+OqbQWwK9nsEZu6SKetU4Dya28HKD/5tbt725Q/YLVr04n5FcCdUNxIG9oBagfY7vDalHeA2j60feS5fbS77E7MrwDuhKICeKOKCpD2Bpj85LcxAX2Aae8DTHsjqzNzK4A747jBVrSBtLeByE9+7W6e+gDTnuCm7NeeTGfmVgB3xlEBvBHHTXkD1gcEfUBod/eh7aM9wXb82ltyZ+ZWAHfGUQGsAHYyktrZwegDgj4gtDsoN+Xx165NJ+ZXAHdCUd8B6ztgR+NoU94B6gOCPiC0u9m0s320u+xOzO8kgPeA4pqIw41lZyw/rIzwHaA2UOQwk7J7c8cN3FdJeBAwgyGvSqn/77+WJXy3EyvY3IbeB7yuqHaA2gG2u421swPU+NP4y3P8tbvsTszf8QDeEcIoqr99pGosf7KGV2G5v5Lw4b8JYMP+pNxQHeHqwZDzU8NLjeWnBMwn5ROVhBs6sZKNNhTACuD1x5MCpL0tTH7y25iA7x+w2qtcZ+bueAAPzuAFNuXmOOaARyEZDNnPwnGVhFOau7wTbN4fsihIOHoJ/GUwZPuhhMezI+VyP4cQcHIl5sjOrObaVhTACmAFcCe3KB3BtaupDzDtCbbj196SOzN3xwO4fio54t3AfAs/AnbE8s5Kwq+au1yOOMtaomrCheuvykCR0wPLDpWYczqzmgrgDTn6/glV/VPAtbv9t7OD1vjbtMdfu2OrE/O7CGDKIScAxxPwOCm7BynHLhllqNHhXWGLWsSdxBxehT83r8hAHy8JClxZCFjQ6beE6AhYR8A6Au7EbuPpNhRw7XnKLz+/9pbcmbk7HsC79jOnFrCoN2bvh+DJUsRCLG+pJhwApBOngutHtusf/ZaL7G4tl46lnPTICMs7s4pPt6IAVgArgDu7VSlA2vOUX35+7S25M3N3PIDn9vL3hV4+XzAc8PAa/lCKWIDljEYAz4GteiPutjEHNx/9lkP2wnABlhPXP13dmVXVd8DrO+oU26Z9ik31VX3b3Xduyh8Q2rXpxPwdD2CgUI44GzgD2ArLg7WUs5aNUs06XA55v4W0mvDRphXoKUX8wMDLmldqFLZ/pIOvmprYIb3GWh7oBN6ztWEMrwH2frbp2vz7/ZNdH/WvLi+/9gag/OS3QQHf9y+TKVs14bzJzLexeVwEcCf71/G2GqehO96wGpSABCQggU1aQAG8SZdXKycBCUhAAtNFYNodAU+Xwmo9JSABCUjAbwEFsN/1Ue8kIAEJtCww0M+AMbwL6PvrzIY/BzHvHYLRlhvUDE4EFMBOWNWoBCQggdwEgnLIPdZwp4HZWS+soWZSkkrCRxq3g+bWOy246TORMCQgAQlIYJMRmA3RzJA7ehMWjIYcV1+xXm4143y2ErMAGN9kVrbLV0RHwF1eQHVfAhKQwHoC2a2gt48WOKVvjH/EsICAc7HcFMccmD2jX2J+CCiA/aiDeiEBCUigYwKlIq+nxjI7wu+CiK8Cr7aGj1aHeV/HFqKG2hZQALdNqAYkIAEJeC1gdoR+Hfn6VyMFsH81UY8kMK0F5kB/b8Rp1nJHNeHRaY3RxsoP9rFrWmDfwPDd0WEeGYfgUXiqjSY1a4cFFMAdBlVzEpBAewJ7Q88TEWcCxwKP25SrqiN8O3tXeHstT5+5y0VOx7LQWtYAt9ZSvttT4IOVmIXZRdHTR8LvNVUA+10f9U4C01ogu581KPBGUl4B9efFXzuU8OtpjfIsKz+Y3fsbcQ8Bx6U1Ds0m70v40lhUvwjrKJ2K9mf0KID9qYV6IgEJrCcwcTr6YOBEYDsgAL5UifmEjuQ2PFwys76QOwr9LBwb4ahsqrSX2wpj3DiWcMhyGNFA80NAAexHHdQLCUjgaYGgFLKXgTdh2B/4ai3g6mVr+OlLYMZYyM2p4SNLY74ntA0LlCLONrA78AcLY1i2NIY/VmL+VWb+CCiA/amFeiIBCVB/dFM0K+LaFO5eHXP7YxA3w5SK/DNp/ZWm1whsowJBqcghJiU7e9CTwve3Tfj8/XoIh1dDRgHsVTnUGQlI4NkE9sie6wQszo7s9COBLhZQAHdx8aZz1+dGvKhg+WcM/U0OfynGXKwdc/ePjHn97DwecBqW5/91bfQygedc2IGIowK42Fo+5OOZAm2/a0upAH7OQ1oTeiRgyhF3AkPr7KADflcZ5oO6XcWjSk2uKz3liG9by33Ag9asPdINoFaJ+bHq+8yoExeufatQ4J8fXk1lciVwOpe23wleBbDTcabGXQg0HjZvEo5Iw/p9jfQUuHM85epqzBHaQbtQn7o2JwJkURqzcCmsmrolbzJLyp4FfYu1vNPHB5lo+316nCmAN5ltblqtSHaEdJvt4SQzzl7Aa4JeLkhHuTVOOEj3OXb/WChHvMdaCtWEf9fr81qv50CRlxUsHxgf59ygwIqJMwjpUMJjHnhq+9URcOuDWnP4I1AOOcGkLDaj/C4t8gCWrbDcVkl4m+4P9adOk+lJ/QgpOwUNexoo/LUNy/JVCS9Z/6roySxjU55nRwiLEddZy9bN62kMfxiOOcWHD6jaftdWRkfAm/KWOE3WLTtlGUZs/XDM4x58up8m6m5XMwvhDS1B4evWPY/Wp/P2qwDOY8RpmU4Esk/+Pny6d7JybhotzM4eW9j0o4BzA51Hq/UrjbPXEGa3a8XcX4U/59EPLXPjAgrgnEZHOeIYa7nKGDZvdMHAj1fGvEY7wdaLUn94Q8htKxMW+ODne33rD+tPuQjDH5suWvvdqpgD5df6+PNtjlLEkQYusvBVk11AbtknNZya59PDSiGnGsPVG7EaBn7iy/ibqnoqgKdKet3l1G+zCGq8rRbwyvqfLL8mYP9qzL/k0yX/lzoYsn0K+85I+GIcMR/bdA9wQJ9NOWVVwv4eBIjX9c3OFEQR37SWE3y8Sja7qF3bR1vbY08p4ltpjdOXjVLNWtq1j8FawCerCa/P+y6BxrOqV/ez8NcreDJ7+9XvQ863MLQ04YttrXmXzawAzqFg9R1gyKIVCW/YPOQ4AnrNMJ+3ETeOxRyph6VvuCjliAXAe0dC9u9P+A6wxFrGs6mNoSfbz6yKeWXeAdwF9S2UIm4NLGf6+GahLvDLYa/x3BdZvwgr5HYSjhqC1dmcE8/QvnVVwvy8t48sgHtCbh9POGY5rMz6t+PzeF6U8EWTsGAIRp/72nb3lArgfOqX3Yi+KEh5Ty1gK+CiwHKFNZxhYvaeTgNwEvw9s6F3/dPNnp2C9r2+WQCfbqh/DXJt9oCLeh0MI1vH3ObB84J995vEsJ3SWUy5yGdtje9VR7guW3Kpn1MIOKQaM9+HuwRKEf8RWJ40fVw6vpKxIGQBhpMrcf3lG/UP1dPhRwGcU5VLITvagNGlwzxRCuunnfc2AZdWhvlaTl3qmsXWT1n187oXjPD1RlhkzwceDjmxmPA5Hx5F6XN9s/fFphEfzd6Qs07RPXrUo89+3bChzNmMrXprXAwcZaHX2PoZo7dUEn7lQ/9fCMXNQ84h4MiJr5J+mqa8d+kIS33o31T1QQE8VdJajgQkIIGpF+jZA4wPH0qnftX9X6ICOKcaZUdsa0JeGdTfvjbx488pwJxUJrfY7NP0jH5e8PMRfunD6bUNrcWGjtont7Ydm6tQKvJSawkbLXr0rOWgHPJvBBy3zoV24M1V2r5uvwN9vGTVKMt/C9lVxev8lPs5YGyEBz25xsTn8dexjezZGlIAP5uQm7+bwZDrreHFFv7HNL6DA73N5zl6lyM+ZeDLPTEPj0Xcw9oHN9xcieuPLvTux7PvqClHXGzg/6QTD+MxUMTy42LCGXkfLWWnyG3E16jxjlWjPNJczLwvIGp8VPZ1+y31c6AJ+L8YTq0M87uJ/hbK2elew8uKMUfnXd+sTz6Pv6nceSiAp1J7YlkTDyO/M004Qg+bb70AE1d53jaacExvP3sScHDcz/l5X0U5N+RVAZy8MuHtsyIuaP6O1aertCeuQv0avRzNWP3lFYynfK+3wLmVmON8OItQilhoLO83hnvs0xflePEB1ffttxTxT8CHagHvjtbw8/Eil1nLijjmHB8eVNMN46/1vdLk5lAAT86t3blMKeQK4MZqwv3tNjbd5q8fIYXcVevljUGNi7Bc3Rfzs7GQm+OEI/LayZSL7I7lGBPzIRvyDRNwHenELRUe3adcf9tQyK1jCQv7Qg6zhm17Yz49FuLFbSoT9ynfZw3fIV37KsLsJzD8JYq5woMjOO+33503Y+u+lI9j2Sm1XLU04Us+fLDK6uj7+JvK/akCeCq1J5ZVv2I34sPAicC3Gvey4tFVqDmwtLTI+pOcLO8DflSMOWZlH3MKBS704TaLDZ1u9u4UdJFrjeUam/IXDHdh+JG1vKiacIAHz9M2pX5ONQFzrOWr1qy9LcWX76h93n4HI/a0rD2rYajfG7+D5a+n8b04g1A/Be33+GtpX9TOxArgdvQmOW92Qc4fsodKND/Jae0W48t9mJNcs6mdbeLZzyPZJ/s5MKsfepbAX6a2Fxte2gaeS10YKPIPS4f537yfRLR+j7OddmrZZ9zwheVx/XV1uf74/jYfn7ffwT52JeAfNlhAT/cvvo2/qRz8CuCp1O7eZZnyZuxKjf1MzBV6UEj3FnK9ngdzZ7JFuorRxhOJfFqz0ky2TFZRexSe8qlf6osEOiWgAO6UZJvtTFzY8dlVCSf5cqXnvD5KtR4W1m/mt/XvMr/wgphPefCkJLIXjvfUeGrJCMsHQk4ODHvXany08ezbNssxqdnLReaTcsbGZvbqfaxFDsFy+cTp5kJ2mtJY3uzLgxpKIR80hjdjeEdlmNsnVRCHMzVeeG/t069N9Km+Dle9I00PhOwTGD4AbNfUoDe3mXVkJZ9DIwrg54DUqUkGYKYpMrc6zP8OhsxO619rrf1JU8JCwGWrEg7NM4DnRWw3bjkZwwJj+KO13IHl+cDj1YRrOmXRZjuFUshX+wxvqaWEacD1wKez776qMcfkdbHJjvC8MOR5BUtP1idjOCtNedJa+oMC/5amfG7p2mdY5/oz8SSs+2zA25au4WdZZyaes320D1dBTzwL+uu1Xt6wbBV/yhVrwwvP7lP+pjV8GsvcbBJriAuW4lDCxzzsr1ddmrjN7N4g5SPjI3xvTdOjJ/Pc9+WBpACeQvWJWyv+LQ7Zq5jwAwx9NnsP0toLJgyW0ZUJu+c5CLNXhmHYxxje3biPsP47wJcAblzQ9FTCEbMiTjaWlasSbp4VcuvKhCPy9MucJgLk1t6EN/wM1tQDrsi22esnq3H9Aplcn3Vbv4ioyN2J4YRfruGJrH8TD+vP9Srypk3RlIr1ZxhfXh1m8RRuos9pURNnq25fkbBgVsgbs5mSkJvzvg3uOXXeg4kmHht7e9DH8UtW+nHNRl4sCuAplM8uvzf9vCge4Xe+vkwge4m3sZwUGA4FfoXlbgsvAv7sSwBnn1dKETcZ+B8Lb7CGw02BEcb4woyEw3y4TaUccQNwayXmtmyIlYrsYSyfMjH7+fAdeva+WCwH1CwfLxhSArY0lqttykIMo0nCUzl+95pdsHaIsVxgDFeZlFX1zdSfi4iyI+C70oBTg1r9oqdTxmuc31vgmtGY/Tx50tQU7tlaX1Qp4jhj2adguXDcrH0ZSADpUFK/CDBtvcXunEMBnEPdNvTigIl7Hy/05Wb5jGVeH+U04FgLR1rDcGC4bmiYa324indOxOxew2nUuL8ywrezqz9TwyurIxt94feUVrreP8t1GHaF+r2sASmnZH2d0o5sYGH1I7iIbwLbbrQvlgsqSf1DxJT/TNzm8y5gi/UW7s1tNKWQvbH8dvUIv5kZ8VngMAvvq8b1FyDo5xkEnmH86TtgjRwJbECgcRX0ASbmch+O4LqlStkHq3Ewj0GS13fT3WKlfkpgugnoCDi/iptd+9l5PGCbRhd8edBAM0n9JQIRbwBGqjF3+HD0CxTKEf+YQqG5r575eV/fgSIvNCl9TePPq1OA9bMaBfYNDN8dHeaRcQhyPC2+zp5i3gy2Ga/Vr76/byjmv/PbjXTvkn0ff1MhqwCeCuW/XUb2wvFLLLwWWIydeNyeB0/CGuhnIAg4rxLXLy5JyxEfB/bMVsHAXUMxn8iH7Omlrv8+W2MIreV1xvDZYsy/ePIdsJf1bShO3ObzRszE2LPMAL5vYk7y4QzHxJPOFlpbv4jt1lrKd3sKfLAS12+Lq1+4mONP9iafuwPLEDWuHxplSY596cpF+z7+pgpVATxV0k3LmbiK96vDIUc8+pRfDxkoh5xgDbOqMZfVP6FavhLEHMQMNsPy2aFhXp/3VbwbKln9HlzLgZW4fh9urjton+ub2dWfxRtxjwlYmNbqF9thAhZbOLM6zMl5+2UfsMjecBVwXKN/fQlfGou4KY45Kq9nfTfG3YTfojRmYZe8TCUoFzkv639luP7fXC9y8n38TWUkKICnUvvpZdVvswgsVw7F/CifLmx4qfWrE2F2Jebj5SJnkPK8SsJHfHuW8fq9z+6xDkJuy/s+6ol+ZfX9DPCfPt5G0wgQE3OsDTkCwxYrYq7ePOSWPF9m0RxwfSF3FPpZODbCUdnv015uK4xx41jCIT5cZVyKODOwzBxKuDDvQHu2/Uf2NdIT0dqL/7aJ2T/vB+n4Pv6ezbOTf1cAd1LzWdpqflA6llkYXmdhkfHodWvlkB0w9Vtnvmkthwfw2qGEX8+dyfML43ymEjM/7++BN3SVrIGdLZhKXP++OtdP+BP9+wjUryD/io/ve85ukxoPuLhnjHECvmIM91rYrRKzX971zTajUsTZBnYH/mCzq8gtW2YPhqnE/OsUbrIbXNTEEfrHUniTgV9i194m5fmTsBrXS9Rv+cn7x/fxN1U+CuCpkp64F5R07Sm/Df348rq1csheGA4Gbq/E/LC+Q+xnrjG8upLUH5CQ608WcHHE6al9+jaVwDBEzNeGYHWunQM21L+sT77UN+tL1sfsv9n35aUirzeWVwU1blgyylDefhPLD0rZvcBpfRz2pPD9bRM+n/fRW6Nv6z/Jrl7faXgf62THSheMv8muWkvzKYBb4tLEPgtkG/Vi6jf153oE7LOR+iYBCfgjoACe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Explore them.</comment><comment x="23.599999999999824" y="205.9999999999999" w="275.6000000000001" collapsed="true">These data sets are also given.  Look inside.</comment><script x="18.80000000000001" y="38.39999999999992"><custom-block s="data-record, label: %txt value: %n"><l>China</l><l>8715</l></custom-block></script><script x="222.8" y="155.8"><custom-block s="label %txt of size %n"><l>Hello!</l><l>18</l></custom-block></script><script x="16.42851762500004" y="241.46667066666663"><custom-block s="CO2 Emissions Data"></custom-block></script><comment x="14.799999999999898" y="290.2" w="302.8" collapsed="true">You will write these blocks below.  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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>180</l></variable><variable name="y-origin"><l>-90</l></variable><variable name="newMark"><l>8720</l></variable><variable name="initial x"><l>-180</l></variable><variable name="initial y"><l>-90</l></variable></variables></project><media name="U3L4-BarGraph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>