Lots of questions
- What is the population of China, and of India? Chinas population is 1,384,688,986 (July 2018 est.) And India's population is 1,296,834,042 (July 2018 est.)
- What is the Total Fertility Rate in Japan? Japan's fertility rate is 7.5 births/1,000 population (2018 est.)
- What is the death rate in El Salvador?The death rate in El Salvador 5.8 deaths/1,000 population (2018 est.)
- What percentage of the French identify “none” as their religion? Is this statistic verifiable, and why?23-28% (2015 est.) Identify as none, well yes people have a choice of not being religious.
- What percentage of Mexicans identify themselves as Roman Catholic?82.7% (2010 est.) of people identify themselves as roman catholic
- What is the GDP - per capita (PPP) in the United States?$19.49 trillion (2017 est.) is the GDP of the U.S.
- What is the GDP - per capita (PPP) in Nigeria?$1.121 trillion (2017 est.) is the GDP of Nigeria
- What is the GDP - per capita (PPP) in Luxembourg?$105,100 (2017 est.) is the GDP of Luxembourg
- What percentage of the United States’ population are Internet users?there are 246,809,221 internet users in the U.S
- What is the number of airports in Russia, and in the United States?1,218 (2013) airports in Russia, And 13,513 (2013) Airports in the U.S.
- How many people in the world do not have electricity?1.201 billion (2013) Of people in the world don't have power.
- What is the Infant Mortality Rate in Canada, Cuba, and the United States?Canadian Infant mortality rate is Cuban Infant mortality rate in the United States Infant mortality rate is
- What is the literacy rate - total, for men, and for women - in Afghanistan?total population: 38.2% male: 52% female: 24.2% (2015 est.)
- What three countries have the highest life expectancy?Monaco, Japan, Singapore
- What three countries have the lowest life expectancy?Lesotho, Zambia, Afghanistan
- What nation has the sixteenth highest Net Migration Rate?Monaco
- What is the unemployment rate in Vietnam, South Korea, the United States, India, and Kenya?Vietnam - 2.2% South Korea - 3.7% The U.S - 4.4% India - 8.5% Kenya - 40%
- Military Expenditures are listed by the percentage of each nation's GDP spent on defence.
What percentage is spent by Germany, China, and the United States?
The U.S - 3.16% Germany - 1.24% China - 1.87%
19. What three countries produce the most crude oil, and how much do they produce?
The United States - 10,962,000 BBL/Day Russia - 10,759,000 BBL/Day Suadi Arabia - 10,425,000 BBL/Day
The United States - 10,962,000 BBL/Day Russia - 10,759,000 BBL/Day Suadi Arabia - 10,425,000 BBL/Day
20. What three countries import the most crude oil, and how much do they import?
The United States - 7,969,000 BBL/Day China - 6,710,000 BBL/Day India - 4,057,000 BBL/Day
The United States - 7,969,000 BBL/Day China - 6,710,000 BBL/Day India - 4,057,000 BBL/Day
21. What percentage of the world’s people speak Spanish? Chinese? English?
Mandarin Chinese 12.3%, Spanish 6%, English 5.1%,
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BlKaiSGISfmIrfO11fdV8TbE4TBAJVNAUT5CBXKIQGiFOn2qpDT4B3g+CifEuLSnrYQ4m2zQGZl44ri7ehkNJBFt18FQkVDAodS6l0/uAz1HXn29AX6MCH0p93g4HuZvODTiowcBZQiW19OUQJ92XQqlZWvhzmIpWJg2oKdSy/kANwBX183kIvWaHR8gc6ccwd/XzlZkqb6DVGuOjlJ9WUnK3rUwgt0UrmFSBE27ocO7emijBA8dQ8+OCG2ox6sPQnKiJF3VRMvIqW4MAbRTSqVkhPUiMiWiBQt1Ng8PgUvYPYJYM29yq1Fe11glAp9vYXuJTkT3mKILz3dgmhFvqISgBwKRXa3yrocIwoU3Q1OTWcyFqWG+eXiYzQ2e5UApiFcU696i66L0Xav20Iq+clidyuXdO8FYx6YpIIbJDTN3q5ZkzErfZ6h4Qh/Pb7LwbuqhuCtUtVmCXMBoU2mvsHCfZcoI5XAjCJWOaOQJNr8OnfvwAb4ig3EW4VDzJHb41tD1iFFtfsRKsWbRVqHg18qDzB4B2R5nTcznmHt/prGqTQDTGUnKmOMVC9uBdCym6YCQhI3GZwknExHq1REBLgf4WQhOrzPaApqxrp1kNMKHuMEcoEuPqVgSF0rENGOdwJMj40sBspIeyWHlbkK9PG5E/h8kh1SG/Db66pdD83AV3uHcaXYQpthjMmcbtJ+LGmUzRSDd0WeQgnKJ0h6rzbZ6YN0O3G7ir3luA+B8bYUohlqMoUOI0vtyAr+CsidGNI4G3AB3MkohKyfI+Ix7pZj4pIBWCgU12hlihr2JeIRwQD3Bm5pZXTP0KoEBHcI7j4fu8krEBdCRL6j0cOqf6qg0t4CTDSU0USihXlnjwsv4856DxbXYyijpWOm8gBfF9k3ENPJaJrUX9KlktCKpMT2B3HVn9wKmXindJ0fDKmhS+Ts64eI98NOO40PuEnfysq4V9IpSCMI9yYJrGCwj4MJCKtXRIGw1CBSQo7swMTS5jQ9qBazEMgJqkdj44SNhgi1/na+6zhLpbKcCqayXG5Bgu9gX5AKBOWm+TeJ9KxowEorPR6lEIXonoI/L+kT30OOFfYWwMAVel+UStbfdhiQPmHSK8gNRDK5sCodyGKN//i2TMRFsAZG6dzXxmLafb7pn/YjiPfSAFPPAf56YYGU9qQoWXXDUsQwV/k7gGHJopziFGP2RGXB+FxlbhfX+FAJPRatMHq+IxXLe3XPpaPTHVymEMIZ2qwkXeVobXK9n9USzeiOcwDBB25wxV2QVUj2swHgbBpkNvhaXkNDIZlJWWMfrxzRDmNNdZ8IGq1Tl0wxvgEWjvIRKe1LauNrHlwxgIvs30pX3DbmeFdk1ib7UqCEgRSqIvr+vnQQeIpLdLKLiiJyYgsDxpJxi1PZ4MHaONc77oVUuO4bKYDE2/NBFO0m8ZUWF0XQ2nTK1hUa/BvNMPCf5f3G5A2NzyLrwA+CiKbR7GRJ/J1eeflSoXgJ9MMPcm9kS1IeNDVmzh9iDyDfsLlSyuvvhSEv5GsXvghEazDZwx6I1nAlW64c0T/+qHAf/wj0p5c//RtvVQKccFLUFXj69OS/X6c2Jqn/+A9AtgFxDk7D9fn51MvumZnzmRnZEOs7NRG+AE7u3EBRnEL7IU8MSyRRAch86x5wdsYyRKU8Tgxq6Vgkafal8nteKgEEA/njn4go/ifbzP6vq2wweJVKb2Q3ohiHoiL+v2b2P1KT/87+GdILUE6Q1Y10trm5+Uw109zMNm/KRQixroCJ/OOMUNzuKt0DQHLvZtktu5i3M8BCXBXQ8C2FkXi+Kb08MX9BmVsgRdEPMNyZ8yn2f2f/PUSKiGBGJ8G2/Lm5ufXf/g+8+ecFwLuAi1DZK/jz4GCkmWWbG2UjtIzzcukhZgJbcbgeTmJrbtZOl+Dlbc7O0BkqgGsDpP1HSyRNZuGC+RNalCvi3hdgvDNTM81/ZpvPQCv6JlE1NgLp/9vcfI5Y2OYQTiwZyU/4t4rFF89fykVoTnKbGhpiKTJarVDD8W4Ds27ENamvwAItczYNkJG2bGBlXOPRJLSpiDwh5XhIXU3yPETGNCNQcBnRDS5jSoOUNjee4ZsX+LlrtEZ/R4Qz3fgvK1sR3UMcD529KJ7YMsWX4S3L4BW+KnaJfSCktVxISvsChGfISnT1bqVPbkrB/EjEfxmvfjWDKLrP8d+/E6YS+7Z0hZxSnYPmsegrJ/8LcGYPyGe7WXj1v+UixI0qGEgCUghJGrT5zhQ7xNeLxf1gC7hcyK2HWva5uWkYznXYy75p5hoh9i0hd/4Tx9v6wwEYkG68xZ9eXk2mA0sj8Or5Dy9HzmbOAWH62v1ybCOLnz3/WfFz6OLsZ/mFfi3XcwbcS7hJazH/RtMo5FALRZZUJKROFM4GGhuvilfxKxLz42QgMPkn3Q9jV30nB+dnIdCqH37+75+vN67+omDcL3/8MfPDZui/iSS+fHn8l7/8QNO028Iofv75Z04BZashl+3vayyMB02OUhvPSRqKad3zQmsabAfUXNsFjXFaYDgDERHX21wdAYiXDPYHwbBfCsOldTaywZsuzL/o/N/0bRYLLAls9Ozcj2E805CvFtAuQNNe6PR3wzlLCnJNaheR3ly7RQUyK0XkgVTmk1GlmomZ75CmerEOz9g8zgx5Ha1puHDZ+3He3dNOp5OJE0s0rHDKiPvd8Zj281AsXiladPsQYqxTY7F5NJ1xYW+O7gEo3WMxwDSWL475+CA13EDXaxLE3Uf2fQ2VMNK2z7URKVqxldMDef6wW+PUrCW5GiMXfJHy9x1xVAy+QihfoCVFlXU73XEcOWhkpdtgxeuzUOXSpTme1Pgy4zHO+UUhROFydXuXodBfjIGv+JpbtsfQgPuUwMjK8Ywy/lkAxit2s4BL29fyEhQZV/ggFicd9QoXNqCI10u/rcsVaHy9ud2tWEC3xbWV3T3ZDvTpqaJ+KMgOD9ysMQ6+G0K3+jgXyJGaW923+UulB0ENeVbBYJ2iK9P1MiZS4YyUGuVHkKxQERuH1zQeZYL0oLg7+VYUeg0UcTBvH7LgDXk1JCGQT2muzjt5YmVGeluSlc/Y4mRZmPZxmZRG2NZpB/fXns8vdrty3rABO+V6teMZjccmP6D5cgiZTq6NmM8OPUKSiB6xK1+tWVDXqk85NczJWyqW7NQ46+WVL5SfBaEc/VBAmoCBEa+BtpwingKmfGiK6f0egU47KQo9JxfTBSJxeWv2XxAhiA9G3MhLX56lCsseJvrCpaJ5Q8OgqrohPsgIa5AJOVysAqHqEyO0JTlxhjwBQ1s+84MsR2xqMOwOczWoHJdps1JD72t7KY8cm6PUlh3r7RBqZSFk1rgd5KCBuDHQnNznYnh/WBR8bzw0GCY4QwOfy2VZuCLglJcgykeYUsneHSEPIW4mw0KpeyhJmGfhI2nvhMHwUIhqILEQIhpAWBjCyPMa8hGmVbK3uMhECIpI9iO5bW6LuV7pcXIm2PW1Op9eLOTXK2hNw20q+PIRBlWyGwhlIrQkqWGNx6lxZjr3k3FtpJdruSHrF4IxxZhtmSCk1/YTax7crutRNtjMbrkLtPIR9qmuKn+oKoS0Ih6PRXpFGT0xprplUdz2XC2U8y1kpYNKRSMR7XB8fKhTZhVRPsKrR8ufGCEXmhKK9sbQqBPjiMV9wV2gs1BzCmfZjxZWNyLyqmzyEf61W3ZTvVyEnkgMj0hZs2h8vn3ctkCYRSvUOXcxeddQW8svWFh8Gg+zlkCBjmHSJfMu8hH+bUS2u5CLUOHxKFGjuNatmI83JP7a3Io+uEPDw/wWStymZDF7fJ0RXHaUGbXJRhgamZZ7bFf53VQ3yZYBjo3nlmr8XTmHmF3MuUOBGIIvkJQ+L+4mkXhdDqUORqbkOsQqi7XOIbh8Z/476BD51YsdcPjbYoSMk5Sw4j7ZO14rIcwV9tJn3SO5P67K13eqQkjjEmlMvH0AsgvDQ65xfqerVj2a33kA+NAgxZ1VtF5UQnglBBfB8+6Q0K6frqCR1SC0mCPYAyt+CQvffP6EIc2qgJD2ZBDfsE2umstCOKniTXTfTHfrNf/iUgXPWAVCZSIg9DHTjJsr3btWc0HNWD47VHjIeSpauspNy/VSpahlkeNR8bCu2O5GPtAIVorf4nJbXEhvaAS7C53gCtaGuBzYhRki13Yylg/azGgTtYzGwlTX/iSJUByCXvMB94fm7sZNHrRYSJclYjm5CGkzcEWbSA5DxMbZaR++jDlw3VgRQtx6QMXiyf1Ep8KJoZvcWZRESGVVfflfOUf/EyCcJr9tqPLBTeofRQtF1SF0F34v1cvVvddzCDHw5ir6uLM4R4Fob2RY5k2kEVLLORSBR1zEHUIeki2Im/kQPKj6h9S3ZUupk4yWRDZDa4xHw9XoSGV/oQghnRmPQzAjMJuS26CAibMkqVS/8Jf6ezcam0AjIOxG4V1oFYwPSLBKMgi4ue+gBLkTa1yyUI+5gqBekggh57VhhuXUaNwkdBuX2TBbCmFaJbi/jYMpMDbpC0A4AswLHkzz8Wn0p6kSJkc2QoWbpiEI0/g0TlHuVwKhkuucMrvB6NZ39soNDW1JaYRU9lHogDiF9MUmSGfwvLm7NQQvTJ1NcW4xG2pVbUh/Nym/fZjRjGP7T6BX2+kry0N6TUsOaOxM4po/VqXkSmkphNRyd+ic3GbkYuQE3GHzSGvrMnU1szlFGHd90TglZWWqQ2hZy4t5ROG+gXAvZ0t5THjAj5JY1tzJh7dGSP1jJMSibblmp0eyVywgbFwKhGa60aJGT2Zau38p9U3ZCEl3YSw5NDROjtfij0YV2dICb4GYsI0D80Kz+NyN2yJMq0KhZlC94Hlr6+ZCMyL85QP8C1Y2O9IcGildmZKN0NdL9bo9ZrfbrNQMBagUl9OK/OF7jGlI1EZzR93hEUakUSVAyURoLo2Qyk6NhJpBGVtnNls3CcLNs5lNMEAfLppHRjZLN9YnZZo5PJzKKVgYszvAuxlRTCOKSzWkBACsJCs4mhQl09KUQ0hdhwDizMIJGhmCcGoG2Jk+AZ0cGSnor70dwgateN98/Ti//CSKSyG3MPCtNL4oFhOBlUQ8nb2V96OXQqhayLc7/6MRILKb5+ebjQThyNl0oyrENneHWnNWJnh9w2fIRegRlkUJ0Rr+KKCmUbWQW4jyQyc5zI9nJa7SyNxqKMHDPpXqhGv/oqKqxu7W5ubWi0cXzc2h1saQKgS/sVOhxkfk/XTfkkp1faOZsAqE4mGC5JEFNpIfcghFOT5icpMPYeXYE6P25XXvmseLhwdCB7FKd2gZew+DUwTiGfZ6AcJW1eYMBzBKBYIgxNOqEwl7IzfcUMYKPirwUJTj47JFF1enQUxKcz0Iq1kDFJM7j1IIgTcnqqmD84OfriavQ43dIKEHMywibASDw26GGqeu+pYaz88AoGSVWC5CECDRfjOwO5yP83cZhDqNqNaGnWIQrA2nqF6urCgz+pVGiCFN93TrDHvWqmpFiK2sgBABjkydsezBdPejEpmwXIS0J0DFhCcu0BqhpwZrbXd5NcnXS2/kCDKTi1IIIeWdDm1if+KjxsapA7A3BOEjBNja3TwTehTqLvlYALkIySGg0XESyngwVySVenG9VFTzxgg61ZsreFvkJoiWkgip9BJkE9MXF1ONrdPTgLAVEHarultbpy+mplpD06X94c2TE0oRbtUntpFUNTnDijVv9XP+Uvl1Cwhh+UWLhkxyvNMnN6rgVwOkKagaGVGpVCONF40HzYgw1H1+cRCaUk1PTX8oU26TaeXI/W3DURKjRKle/nESBesWC4V7ZczkcDIa3kglZcY0JRCmJrNXH/4+cnBxPoO9ps3NALG1NTTF/dHMzpyfHYT+9vfrq+xk+mbneRUI8ThU/OHeX/O5RWGp4G5F64dAmiQJSj3V7McrRphGaD+FGs8EaCxHzcBHBMj/JRA7c3bQGPrpw1VfMJ26FUKBSGhKIBasH4rWgBXkMDaiqkqyHUHeni4BYSAd7Lv6a6j1oAgZoRkgNqR6NCOic0JnZ2fk50XjyCOQ56Vrco7NkEyE+bCLUWKfGreaVLAGLFrHJ2MVeh5pfEyDrMgUj6rDsgyhqe6pqc3N6UePVI8KaBpoc1r1aEpE3RyNEOqemib4NrLEyMs6HgYBashebPJkDZQAzsMVrOOLejG4k/1z39ZE5NlsDiEnnhtXCyePpqe6R9AvFFMo1DrVffPVke5N1fQCCqlI1OUhxP6SWHJNo1kbJlYrtm+52Ysh7qexQP6UZ7stKa/nI4dQoACB+uEX4BpCFbB2jzRDapGH2DoyNT198gEsjYRNlYeQD4kD5NETsSENf6Z0YT+NqCeKXivI64Vm04oIEzcHKEBNb6haQ92bm1PdIRJ/I8RW4BpI8pTqSsKGCiRzZc/SmeTaS4cToie4FPVE5fvaaAXXnSJM0PjHIoSoprWZvZhSnc3MhKZ4jz+l6h7pDoUgsNkss3YhEyG2d2sy5LRD0Yukry3f6Y17nsJcbyLk9aLWbk1E3voIUxJhtnsGY7MRiLvPNjcFhCEQ1OkZtvHRSKh0b0Y1h8TQys7CnflFvYnE1HDJLmQXwmM4FDQui6/JuU8phJN/PzvD2Az0r/lis3Ga5RCqmhsR4jnbfJ8jIaEAABNiSURBVAHW9KTECk11x+DgfmzRXr2i/lJRjzCONeFkcJ+HEhcdZXQIK0pJaWAZxHCqW7XQp2KbDzYhp5jhEEL21NrdGPrPjZ8OZs5Dm6plSWWUK6U81YshFvcIkz5vfpEUPb62U+lhhjCKjcg76MPdKTHCDdUjPs//MNN8MIXqd97M8fCcQOzOUtHsB8z5VcWblJDkb1zNQ+zl+5sxoino8xb16ud2HSLFZZ5kwtxEmAXnfc09N/XqHKWy9dH51AVB2Kp6BCE46KaKP631F/jsTVGten81gcgN+EavPrffgt8D7NvnHmnQG2fkLgTfQBhQka2ThIIHzWBZRlQzM9ONXG4xMoWKCRAf8R9JZZdVS8Uusfod5AiRfOvmfgvcMyOsXWBTjS0x1OmsYiH/Jg/zmpUeIVj6FppHsJoICEfORxo3f5mBl0Oiiv6NbdG32CPfkOBq2Df3zBTseyJDlt3SVgJhnjabR0KhR2lSEZ6GBCrU2H1+3t09+eGsGULRMqfG3+YUADPnEST2PWXze9duQ2UQLrHdoakPcIfzxtbNDyxBuNk83XpFbbQC9kelu2tudc4Bt7NJYu9a4Hl+/+EnRXh13s059Q+4MtM3gwingxcXI7+AXE4BFx+V+uatT3Lg8nt10f5DDE2FwvdtEK6VGGX2ADw6MSEhXF3LniPCTYSLrVGBk5lQd6nFNXmxhiRJ7SEV7wP+hAjTI918P+nk2eZ0mpq8QIRLVKr1gNPADxehzVKqWAEhXbpdRHIfsHgv9ydDGACfz/u5qwMMslONgBBbhjbOprk5zoZGSvXVlEWog4zdZfdLPllZei+3eD/+DXL7/aUehMsRLY3wRLUgKMPfyJIoFWo+COEqNwXayb2RnnpUovur3KqQbm/Laq3Zmng7sNbiKo59pPfjF5ypUESu15eX78ZKnrmr4BtxbtB1PhhLb6qIafsJEGKnAhXMsS6wpJJWxTL9yXSTtQbIZLJarVurzwqfFEpbpM9UCDzPb5QtArhsNdXorXtluCiJcEO0vNvHo/gACEm3CbUgNIKBBEv3KpRDqHDUCAQotwbE01/qXIyCs03EpHtG5kv/royllUIYFMvJEt8yc8UehLgG05So60u6xa1cj7n3nVVvtepNHEj95fci1pQ626TgfBoRMZkaU2WEFfbJBgQuZWcuQtPc9IpZnJZazS+718Pr/f7X7/94WWPVw9C+f3O5lFPG0ufTFJwxlB+7d4ubKOtTKQmWiTAr8GvyDBDyvxekTBJdUWURuldQBd/8+uubNuvlG6v1Mid9pc8YKjwnSpgQ/6WeEwRTuSfekzWAMrQgSGH04CIkNOsHK3Ttl22PtL+BiTfprabLX39990aflzBydstD6XOiyFlfp2JO0S7FFme0rJfflbWlTNmxpvMqGboI5XoSKzxus1zs7+aMAxla27ulNuuyMG7urK8SFTxyXpv4CaPMqYmIKOB7U1Pu+D8ss8qjkTNR+0X547fLHXbQcmnKGVOw8zU1wjFztLfMeW3FZ+7RzHdviIjq//BHvV7/pqXU7RTYXCST/no2JfcxW2WK7bpla42Y9O8E+4EFmtJn7nFHX+aCU/tlzZvv8PvfXeL18oIgQTa5CCF6k/sMg9KLl7R9y1SA0JrzAeXPTSw8+5JZsYJ4/tHa9t0WZ2zayuSPSrkI+1rLZISFVLqE4n1byELTpcAW7uzLMnOIwalwfqn7NV7m15rv2oSJelcy96BlIwxOSbfLSiEsNaE494UszB2gWen80sIzaFEU2n79ri0nENa9UnKKDXHyKK2Sve+p5P7cAjNzk4Vlz6AtOEcY1Nn05r/axNcq5RNxC7hMku7pliJniZuBjJqMRhFI6zNhwbPyOcKFZ0G3XFq3CgCWtqdVICyZ099AKH0riJNNHUezPUYBpf5NjoUyzoIuOM+bOS6S9xrreokMUlP+quIbXFf+DEfSLQS0a8ukn2X7WXZuNuww4qCE06xkneddeCZ707oYogncv/XmA6AI+WQfwnNdoqv7BpXoT255A2NyHM46euZYlu031ljfCgGbvDPZC8/VF+u0Mcz2mExt0o+9k78BcUPuTmfpLno/cRSmNjZshOG8eqU3bQlRmMxz9QufjcAc63MAe9gnmKlcFj9SlpDk0owkpeVyW3JhxnWNVsZoMt5n5/odJr1eZODlPhuh8PkWrqe8nDrus7MOzitKWhvfpz6hRvIkNbQyptm5+TaTY451FDpp2c+3KHpGScs7AtE4z77CK5pQ7qUcv3Sl5iNIKju0HEM2zh7N9tfgz/tGFNdcyO2W/YwS/jkzPAzIgNEg3we5J7o4B3LxVMqgWsos5d+CpI63dyvaahwgnEZjjakDtKYDLN9YTkYx8ZX5nJnCZwW5VzjbhQAdr9h5uLx1WaqgUf8pISYkWrHcii2wdCwWVYCDHY5ZkNG3Qmpf1bOCip73hKpoPEKRcMyy9x3heYAoWVq0KD6VLkYUkhyEKNLUwRqJ1vQ/QU7mwjXaUtXznoqe2WVftepfsTUOxxO2x9HBEuF4LQWR1gz1fgJ8vftSK8+6DHDQpDcS9asxzs7hj9yBblU+s6v4uWsQvTnmMYroAIBzZBKte5KVN4umczhy+ye74qlGw50aqcKsbgUijjAbBpsedphMjqP7Ykfhelrlc9eKnp1HN22ZjD3zsyZjG/vk/pGRWNRl6fiNaXBqnLYiqre5FWtD8TyDe+NDawo3vF5EzoL9dSLy7umRgfMAb56db2vrPzSKQshbPDuv6PmHWDM1GfX6Nrbf0T9v1Hf0g6A+LZ0tSryEu/00Cf7wv05NvVtyp3Gp1KXlAdiCth69AyG+OoSYtMaUd8y0t/rnHxY/w1K3oiehUr/DcdhjxJ/oFyWjm3JkcZInQcs9qUEgBpyyCcwcy7YRiA4QIpM1H1zd6hmWkCnWip9DqhuDSXwyBxrAgqXud4RZnER71UfUYuXYUuW3dJlLANgP8A6fGBEiZk2mrVxN5ZbPIS1+lqxr2Vpj0tfoew4d7JyjjZ2/32O0bmXKFKckSTks67xHEdH2Zcxqjo70EIzOtSHEHkDYljsAmH+WrNzaiIiKngfsHbASK91/OOcwwv8Yp+pr9iSWcsqOl6Gqew6IrgnCRj2IaJsetIRlXxkdsx2Qxh0LBpdZu+3zgPGZzlhczBUuvBiEG+fYOaPj6BCi+w5IzkygjFU+Oa2K3b3IwLEtkND7T0BIwdnPQlD1CnTQVLMiCM/HPNM591zu3IEvGNzMHxnhbhA2wYweHnaYrFvH1fU3VLOQrnOBidGb5liwokeHwL8ayJqAg6Y8wI96Ljf/bPX880hRUIF5s2yHHkPVOZCdDofeut5y64fhlCV3y9Maa42jB2RFDwT3wxwAzUwOIMQyH/VsdSrwwgAyvpqHiOamg+3BGLWfBdXvmJurMVovV6QfHPxRxNifXcLdSNpmcrzqAWc8TzJCU9txHuAq2ArDi4+IotLEoJ7mILpeg4i0AQdRWsCyvmKfQDCut466yq1M3Qaff+2N1VRj7IEbtekhIn6lh5htFosMIgNuPyVmVPYpflI0+RyvsZ6zmLrjNlyOAkaCUoBnnAUhOmozWWvW7dU6jvL43pHFXUxm+g872KMaEBjjK0BovXTlTJt/HQf3XPYhftIU/KoIIllRNLFPHERSQUOMTw6NRr1162nLJ8Lo9h8DPpxISLxZvZ4FmCa9fh79MUQZOYXgAH51Kz8hpuwggZgTVMb7BhzUfZzhHkg0ehxgvdsOXzk4jB+tj7Su5dkb4B8oA9jr8NHRPEhJh94YRlEpiBTtBOBgFRlTKeobLNRFuuUtQMTyKfFP/W0QUR0eQrgKnmPd5b11MxqSu8n7FEI0uHiYPQQfb2LDJBaF/4CPJnGAwengoNzFyLK0QSCuisRjGSsJxv5DEJ6auVnw/Zi2IVutNV+v3JqRjKvl2dc1GFaArTYeHgLrHGwb1mUOAS6E+pd5G0MTK1o3KLe8XIE4Lm7nBUR3DMpous8+MYIB0DvmwFMZe1huvdh6ua7zVw8S4B2/3ULzUmM66negmX4FEzf3qgOAhucdIKGr+fCJbtn+dBxEyhJzM5G3YkzL1+D8a45ADVGgOkBljGwYpctoNFqtb54ydpd8caV1TfaVt5dWK1dgN7Lo+RxH8z1sz+y8o//IiBk3SGhu2hjXBDEyn0AHBQqi01B3rYmkZK8GA0ZgowOnHP0Hmoa2/rlZsOxW6+Xpit2rq/yYKETnvn63ZbXqjQ4OoYPFCBQmri3MQsLWhl7Q+kaXt9S6TJca3cRHW9ECiI8NEIbXPsvHoDrLG8y7X4F44hqq48mhA6e//34/MBPdh7Xtzelrv93r0km3jdBuncvfkhlYvcT2LaMjPHvIlbEdCO2+A4W/g2VR1601y3kroGh6BiMxGB5/pB8spvSLMEZwD/J3oluWgY16I3oMPZj0HsweWfh19hAlTO9AlNatd2+vV3R2v7/J5dLx5GryAnLF66erl23wEVwHNPazMDlcfxkghD9fOXD1pQMVwPrOm2cgbceE1xB+8VGRjBSlTh6iaIyK3IFOhyV/4yv26P48iyVjkuDow6zj1ZND9mgWFZPA1Lddvnm3+nb9KdKD9bejby63auB1jMs65vvnO4yOw3mYET2PEFK0WZi3J08wUSoMexn/KCrMw5OPqeiVorF2oozH+RCU9j8Do6qH3Lu/h1QxjRjDGcMmPSZyEPFA/Aow9cT8iMnhcHCLWpCo9M/OAcNmjxxGR08HQnQc9rc5MG/RwzWtbQPi1MV1TOa5/dbpUnnaQa9hUIskFTOcNsRo1JNCNLh9TObwV3BjxOYfGfWvjvrnZ++/Cnf0EIIZAQdHCrukAmoEg4WaNwcZvJ4gfIUOsYP414J4l7Y/VaOuDN4y4a1MwcdEGbfdorvqvG9NwgocZgCOeTQ5DhIAgOWBeMTUcX/26HDucP4+5MyHh0cA6FXbK24inpCkD2WUPZzt4BjrOCTfBfmseesS9/DoLNtEBR9/UiNaSNGTRZTUsNi00U3MqpVfgjs0ORz3ASHnO0AGj/TwCwjtk34QzPtH8I/DaDyCCMwxizCMc/NEuuePHP1PeGcBf6ECg3yeNonx0f69MEroYoWGv4+l3cE6ZOOomI10k5vjo/EJ2/8EuaefRUaa2tgOBy+0gEQP2EEj9cb+o3CNkTQZgDBzqxCHoLi5xmYjNl1DHF/Qg6VzjxIdGay6LlotBb9Bd6uuHRAXS+km3ekWWsa2+7NoczjeQHY120PW5YxHs4iQnX/S339f33bEsuxRWE/SI7Jqh0BJTMS3fFjfvS7MxRj7QC3etuubzyihAgXG7hI2ThyLH6xLu+zXGHeROkqNnveO9/sPsV2CUy2AMwvUA97d2NbTz3IffII2FIOEfmJmsDH9cp32F5R+aO8xhmmGurtjn8NJ3KTsY2SjoW5VVxBh6+zHb9usnBeYRWE7nEU7yRmeV3pBSk36WTBIkDYgz8B5Hj45IitmxBxDiPC2ODuhdbpVnFN11+NPGIiWp8DYHbTa6tp1f6Esuex772qwhR7zx/Ac+GsTyTmINvIIjbxBYkl3rt50f/5+m5FLS6yXAK84ZNf511FADeo7vxEDOQq+QKNaW9c1UFS7sHj9Y6tbJE0wkfWFmiNw43pMP0BK++fm5o5MEOiBQwxz3Aa51mPDtrXt3dPMzYxE1zLQRQR08cVvoIEFtHOPu3PXQFE2SFuaWo7X37Xx2yEIzpoO4t5nZ+8DmUyOtnCH4BtquOj1wXGL90ZWSevsgA+VvuveZ3PypSm1NwgxPsF4Y2yMztty/PTrSww+SU3JxLGLENdAZkK+gR+9fLe+x0CidTOdpHX+pwSfoXZw7xYLL5+A0ktEHQ114VPdzfoMo2vyezPL61+/2Wqz3qCarct3bx/sZbwATrJlnfHq1sMEn/pOycOyPj8FT+5C3gg2Rz26Ilm6oC26Jq+9pUWx8np54OkDoKcDy69XMvYWux8yx1Lt+MC+lVE1di4ZDHdPfmsFLMK4dActXa26buKBu/QWPppx63JUaRe1xat7MFFHrlp7Z+nL4uMwDnLSVKfeXrY3fWTJFOyUfXlbzV0wPPg7wIeUfv/8IQ4JxlQ7uuySshryCAyUa3m0lr/W4vP3X07/iimw883dMD8ww/aDY7vk7tXyzNO57McPtg38VcJ3v9n5MvazJAX37i2q1WR46rqu0YHjUkZSApxF57VnBka76vjvqxfv7f0+xLOQAtmlrxYNAsi68PbpXgYNZolaG0JjdDqX15/ZO90O1/Hw6gyLXy1lf8v4rCpK9S181Q7iimPlYE58vb68ovD7vV5RsU3ncjV5vX6/YgXc5YQADjxDXbj9+ULf70w6iykQ3H08uGjgUaLIAYDaront0dXT03X0iA/WT09XR7cnumrxLTX/OWTence7wd8t9woo3Tf27WB7F9h8HicAAKhiyr2Db9Wpu9oHvx3r+/2YTjmUzu4u3Btsf0hk0JAHVJsHBtDq1OGH7YP3Fnazn7f48tkoGuzbXfj2+eCd9sWHXWEQSp7U4a6Hi+13B+99u7C7EfwfCk5M0clgdmdn9/3Y2ALS2Nj73Z2dbFDqoL1/0j/pJv1/RAL/mAYqWSIAAAAASUVORK5CYII=)
Mandarin Chinese 12.3%, Spanish 6%, English 5.1%,
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