tag:blogger.com,1999:blog-12149992433184854792024-02-21T04:54:15.759-08:00PROFª LIA FIGASProf°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.comBlogger303125tag:blogger.com,1999:blog-1214999243318485479.post-1760760097645640102020-06-29T05:32:00.001-07:002020-06-29T05:35:15.729-07:00ATIVIDADE 10 - TURMAS 84/85/86<br />
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<span style="font-family: "ar cena"; font-size: 20.0pt; line-height: 115%;">Bom dia ! Como
vocês estão ?<o:p></o:p></span></div>
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HyZ/ELB+oaC9fYH41oGovB4s8bMNwSshzuS/etBsfl2xqNJOg312F4Qh3pxCRVZUpbUSz6eAWBc/CFqMhiaKzl3lITp4WEo6pDcRzwp9g4EW7YhVOcyITeHF0JWnpwnRUhKGFhXP4ga9s7ECdkI/ZJeEAd78tmQw8A4+0LSa2HeSBiZ8WzmvqeU3FByQzU32VoDlNzkgu3MJLsF9TeVkOzKmxXIr2//EDOxaTYW2qeZsQotDIt6QxwcCEYwZ7m5gW3wC3SPMhZw5uFrYNi3CLKaMWBcyC95kkeGF5TE18fFDWxQTSg23rQlG47CTnYVqu51kCz4fpDMy+G1IF9z06YF0901kBL/jhRHVhIR5g+24mDoJBlhpIZh8xiIg7zNphty9hKHMR9KTq4DQsD6kkzPgtYsDEwRb0iGroMxnaqNl9ZC+VUMF7HFegvlyNzx9XP1BoMp4ANxt0Uw5FAKGNOtHZDHEjJL+kA0UsEQVewHLZum/TIFU8POaZCGCCQlBIxzKUhaz4Yhw2IG6KZ1htjXiz+yIQjMZxUhG7srZ9ZGSm8/0gtKbrIl2HJCE0DrzFvaIEpu3vueaYLx7DJIA0ta+dkQAUV+fbeG+rQkCz1MgqpdbbBFPMB6B3O+E8QxVLHirMWXJL1aTHLoVgyCODIYTHESbVPKLCB9gs11cYK6FFh3b7AxnaG5kdFp0ek1ksl9+TWofqxnITde/mDLNYByt+25Aaak7ZBFRJr7xRGHMLDk6IkIIsjTO+XRCOPpZZCWDbclNn4hYL2DzHURLY4NISHkhIRFB0M6dhuMaQh748U/IG9INDPkCAKCGTmskmBG6gyymkty3weMf3Oo9j/JEQJgvLAK0oCSYIg50z8UrFcYRE0zCeeGDvrVIyFx9bKYMT0rQjpgWyZ+TiJzbhwXH3M5oiH0qg35HxcymWT6OFsIOIjcXP67BMqMjEf5kXGoMIp+KAYf/hqIGhWH0iMq4dw2mqE4W3vP2xfSwbB+EFhCJgRfG78QML4REA/ZmsXqNTCeXQ15QhVO4Iji6kO56hBMmSptDDD8PRGi0JJg3EguHSKkQ8CSox1CoyCKrAA2iNdCEDLgEQ7ZwnNZ7NMbvPbiFBTtYsG48pmHPf3AVvwcqiN2xE5xGaqG5EwtQcPFk5sy/aEVpUNu2ItQNatgjggSNDaEhASVg6hNR8i79YIkPgGsrxDWLGhdCNmLgmzGP6kJyeNjUHwVBcbFz3IqNsHHNxLi6vUhbVkLokhimuK1OSXDwBT1gWTM1nS1QG+Alt2rehh2TYCYaLOI1omQG+8wiL5eDEO6xy6QKhhop3aDqAifwI84rfvGQjp6X+rxWrdovAlVp0Zgi/E5dcgxGUENoVh3w/oteu0oBBxBbo4VwNVdboidVh2VplVDZfqhGHwEa4Cs9QpTEnFhhztwrAA9fsFRe1LW6yHkZrD5V78gDIl5JKAcZAsuZ70amGBik2G8eRsmcdYcgE2XVkFWMdIS0lsyFGyJUIiiv4V6zw2Y7pyEsgXv0EzMU76hEPffmLk26A16zb36+BAULUg/rKN2WkF9zc6PRn4dquZpkJuKg6EVpyXJDTCsGQTWN8BCNAhxdC8DyZht0MsVMKnVMPyzANJ4H4tDLtHCEPNXaAuodtllETS8gnby9xAV5w+NJITJ0x9MQB3Iph+FgZXCJJdAN6MdREH+YIXTtslZX03HQv80rX6+KWDW72th2PgrRB4CuSHEuBTEAzfDlJGblukFtOO+gag4T1JIpuvgKpDN/8+68tTXmktQdqwLVjgHjD8mQ7Xvaep36Z23R8CB5CZuZg0kzEqkH4rBR7EGqsxKRPSMmpTcvP0ulN0aTDCenAeJ9ZlRhEh4h0L85SToc+owSOVNqL6uavZZISYZIqTd/CGK7Q/taT66J/k/KOoQs4OgEQiF6Mu5MKSjJMk2Ate2Q17LwxK14+ENtkpLqK3OzOTqJuarpnbkxjsYoiZToVekIcnF56FoXBGMl9XRFN5+ENUYAx1r5Ugj/w/KDomWfC+E3Hh4g0n8EZpLdmHRyReh6hgNpkSwGTPi/OxcHrJfdtqacy4ugaR8BBgyr6Q+ouGI7Ar1NVF2YUqnnBz6hd3BEDMmmUfiq+VXGpJRe2Gy44Y2FajvQT3wC8uYCbkJqwb5ikw0MC8OQd68EpgSvKaLHJMR1w7qo9kInbfpEP0jTQQcSW5m1ECVmYlIoB+KwUewBshaj55OyU2a+8q7umlKOgh5BeIQapW0z5eYiSIhHbIWhteO7okMunm9IfL3551QS4H19QET3gSqfyyJ2Aw7foXIytxBHFZFnf6A0cHKB9O5tZDFe/BRO+Ec4RIlfpc6JFl+A6oWaZCbdgtgUKaW5MZtgyAKCeSIIkcwyEnZxctDvtXuMFHTLai7fgFW0GIQMuLqBlHrEdDaR99LrkLVKRbJxUjIfRBY59KQdF0Og8pujpL+hiwminPuNTsvB4JxbQjlwUzirO2qyfxPOfSLe1jIDTGP+UdkQQNzH+rBTS3kxjsAbJlaUO7K8LwG4OURyFtUtpAbdy+wtTpDczUNx6TMO0/fyAwBSm4oEfkIiEhOEG5KbjLbXN7Fc60I2nFNwHIOvYLPRynzoZhepSBuNQKqXVcy9oV4g36a7myArGqoWftABHnJEDCFQiAZvM5CXJJPQtGoIn9AJdEImM1Skt/+gcM6wvfZeHghpOFeltBityCI6/0MnZ3LjUlyCopq5Sw+N8S/xCcEkl93pQ5T1z6G+oeaYL2sDhz19gZbYwS0T+yYiCkJmn5trA6QNJ+xJOn5O/T2WiqjFPpNMyENDQKTPxDiTsuhs/V7No/q3lpIK5QB48n7B/kHg3FPgHKrg0/3NIihm9LOHOFGNDcCuZmXSZZhyTWoutew+DkJ5GZnWoOxWlz3dkDWMMqSMJCQm5o/QHPFShNm9Tq9fEsEKLmh5IaSm2ytAUpu3nLvcVRx0939UNSNMDv2EsLBfUqBJUKxqDeYiFqQ/jwL2tMWzUr22mahndAJIjd3sP58lI+7B9gqXaC5LERCPYS6a3OwJJ2/EEVENEk+CVDucvw5TsajSyCNsCM3dQdCZ2fpMLH7IC9dNhW5kU49nMq/xHR+IaQVS4Px4M1CJPrJORyymf+kehemR1D3bmWVITkETLFwSAf8hTT1EUYtjKcOQbv5EPQ2h27rYTi9FerpAyFvV9/sjC34UREi5lEK8uUXHcsNNcnQjmiUmtzMz4TckLPIiHlNyGoskJtdmZCby+sgqxlu8Y+i5CZ7/w2zWoqSm2wJtpzQBNA685ZJk5KbrG4yOf6eAYatv0ES4g3Gg+RbEQgO7w/j6QfGPRSimHqQDZwN7YVnsHXyyFoHjTc2Q55YEowrbwIjiQK9oyGb/q+5Asl9qH9sBxGJBBJy5pDcKe4BYFtPh4FJw7cla02n85YB+u1TIHb1BsONmT/08fOpqU6mNjH7IS9jRW5IojyfYMiW2Wu19NDP6AJRgA+fi4X3eQluBdXBJ6n7YbwJdZfPrcxShNyEQfrTyrTJjU0NJuD2NWhG9oGkUVOI4yqC9fcC4yac8cXPI4lk8vCFbN4Zx5IbLQPtyM9Tk5vMNDevz0P5TWxqcpOZ5ubqBshqlaLkxmYN5OAflNxQckM1N9laA5Tc5OC+9MZVG9QwbJ8NaZWKXJhxijOqoMnhwrFJJtpQsFG1IB24ALrLT1NrItJr2MRCO70LRM5efD6bcLAlfCCq2Q1akkBXdgaq75uBJRl8SeZezmRVCiw5ndzvS6hO5kREjBb69aMhLuIDhhsnITelIG4yF/aGDtPNNZCWjgDrzWtjOHITBvnaO7aEwZgEdRdy+Cgf5kzq9fQEU2cAtLftTFIEK+YEFG2rWvxIiG9OFsiN6cEpqMf8CEnFOLMJ0YVEXJEcN1bEVJg7gdzMz2FyQxyKSbTUsJ0ZOxTbkxviUBxSFbIlV9JbPeb79uSGREtVbAPVvzmXgTnjDn3gTym5yZZgo1qWvKVlyYn5ouQmF+6NxtO7ofrqC4iCg8xJ4oijsZCjhQhLQnJIBBD5RNaGfNIi6G48shXwaY3r1X9QtiH+Ejw5ICYvryhIuq2A/uo2KNvWAOtCNA5CfhZCbPy5AxJlsw9lLCzTai9L9yTQ/d4XImc+JJkQC47czE5Nbs4thiS8lBW5CQbr2xCqo3Zev0/2QN4oBoyrJXcN4+IJSZ9F0KfBbXBpHWSJJERccOjOjNwoYDi0FLJa0WDdSDRZoAUzgczYf3NmqVDIl57PfJ6yhBv/ktbOLMXluQmFqPm0jE9UtzdLkZPEvSpAOnBTxv27YmeWIkn8fGtCsSwH8h+9CQ4f6ruU3FByQzU32VoDlNzk1k1R8QjaNbMgb90YosAAJBcnCeOsUvwT4ck51AaDdfcFU6Y+FHO2QZ+c3oDM51dJQ6xMNSTnS0QliFt+A2mkn605jMvfYs79Ih25CYaspc5Jr/EM7kuh+72fLblxCYe48czU5Gb/BIhCw8znQnEkjxC8r6G+aeP4AtPJRZBWKgnGQyArwWA+KwfZb3bh2lyvNNAvGwyxlycYP0HjkgG50TDQze8PcalQMO5WpIYkQCR4lvAG85kbkov5mOdLIKWcQ3FVKLc52KGYnJn1WwuLWYqYEL0CISrTDOqLGeQREF2C8vsqFofigDAwrgEQNegPXUZKmFubIasbaTFncZmcAyHptRgGdQbTTB9lDwFKbrIl2HJCE0DrzFvaIEpusrflvLtSkrvQrpkHebtGYL190iE5RKD5gynhB/EPM6G/nZZQk0G3uBdY4fwmQbPA/dK3OpOKux/K5bxhfCtBOtWa2Iig+3MalLOXQ3fHLv9LdhExJkM79XuwLuToBz5Pi3skxN/8kcrfxbhpCEQhIRZy41sSbJme0NyzDasy7p0ESfkSltByP5KBuRbkaWkXTE+gGdIKTFFBc0QITjrkxqCCfmFniLzcrMLL+UgyZzcwPmUh+bYflNNmQfVrD4hLR1rMezkVLQUtDNtGQuRSkvdZIv5FQWACoiCbfCx9LYzhNTQTOoH9zI93XienifuCKVUfyo0ZhKsrrkLZvq4tXp5eYKt0g+a84JCe3cVAy6VCgJIbSm6o5iZba4CSm1S7SS69kXwLur9XQ9H/G4h9AsG4kbOoBM0Er3EgQs3ZG+KvJ0P/3G4c2pfQjmxqyUYskBvrb04TFATWzRdsXBso11yA0cp/2HBoHMTeLmAKeED05VhorjtAmOmfQvNrKzAkMov0hZhHfMpBMmBzKn9p/bJuEAVZndtEInyqD4PuiS3RMmwYCUmoBx9aHg6W+IWUaw3lfjvzFQDT7V2Q1y7Nmd7MEWrpkxvTiSWQRHpZTt8m/SWHfHqWhvS7idDs/BcGhrd7SfdDFhsFljiHk/c4clMFyi22h4HazVK2/jTd3w9ZjCeSSVvED8mbOIyXgrjrX6kwtDRggmHfbEgDi5s1XKScly+S3eIhm37M8lqqKx10M7tA5EnIo3D6uReS/ZpBuccum3OqsvTGGyNAyU22BBvVsuQtLUtOzBclN2+827znAqrXMJzZCvWIthCT86jIJyWyiiTjCwBTIgKy8bttBZv4PlSdylgy5gqkhnPKDQLjVRKsDyEOVSAdsQza27bsyHRtK2R1Spvf8/VDcuGKkE07mr5mIKsw6Z9BM6q1LbnxLgdJv422/QegX/6jLbkhB2y2nAr9K1vXY/0fgyHx87RESpEsujHtoTpmb7NTQ7/qZ4hdrBysOVx4zU3/FSnaI5PyApQNKluZYwixCQQbUh/KNcdhtE88/GgLZNHlbZP4uTeF6ujjrCKT9fd0Kug3DIckjCRlNBMOUf0e0Bx/lfH8KF9DO6EjRH5+YHxCwAREQPz1eOjuZWKDZK9C3bkWRIRc+gSBCY6GdOgaGESZHmaW9THRN80IUHJDyQ3V3GRrDVBykws2UdO5jVAOHgzVhhtZd9rVimD49y/IG1QB42NxnOUcj109wVTtDs0VK/0mfEMAACAASURBVM0KcweqdiGpyU1gONiQihDFJ0IyZh40V5/BaJ+4Tn0Tqi6NwDrz5ykFBIIpHAvZb3szFp5ZwVZ2F6peNSykgWhu0iE32glfgA0g50TxmipCbjrMgYG1Ui8RErRyCCQlPWzJTWwHqI7Z+uaAvQLll6UtYc0C4ePMUuGQDrTkuTEdmghRSUImeW0ZOXzTvxYUG+zD0M2DNp2eC3HZUha8/Ylp7EuozuRExBkAowbGG1eh3fo3tJeuwPjaau4zmge1FMZzZ6HZtgO6O/dglGTRcUbyCoajR6HdtQf6R09hUqWZESijlumzrCBAyU22BFtOaAJonXlLG0TJTVY2mJx8R3wJyqYxYAkhCW4MxbLjqbPtZtC+6dQySKuQ3DhWzsa+fmD8voBy2x1LSXtyw50gHQ5Rh75Q77gI4ytlOiHlrPmgSBIeLjg0k3OS/GtD8eebHOxp6YrNleQWVN0TUpObn1KbpbS/1Qfrb5U/hpCbdrNT5d4x7p8GSZSnxeeGmKUiW0N1yNpTVg390p8h9vQ3n6adQmwIcQoE81kMZGMF8qaHdnQj7riKFGLl4QvR13NhSItDGCXQjG4CNoDkCuKJGIkq8m8P1blMkuTZgEP/+OgRoOSGkhuqucnWGqDk5j3vnob/DYIoKNAc3kycgkMTIBu9EfrHtqaW9LrJkZuYEFufEf8AMC51oVhzyaJZIWapbyOtNAkhYLxLQdxnreWdVI0ooF89EJIK3rYnZrv6gI3tCPV5e1tMqgoyvyG5DdWPVS3khvimeJaFpOuaFJOQuRI1NEPrgfXLnNyYrq2HrGYEGHfe3yUgmDtTSjpgHQyvNTCJnkC3cTIk/lbOyanIDdFM7eexeQlNl5qcf02KCbCEJ6RzjqfGTvII2nl9IAonyRGtCSc5OLMb1Nft0i5njlAW39DAcOs0dAf3Qbt7H7T/XYQxK0vIKILh8hFo9++Dds9+6K7fTT2mNHpgkidBf/YgtHv2Qbv/H+geZnImVRp10FtZQICSm2wJNqplyVtalpyYL0pusrC/5OQr2t8aQuQvmHtIpEsgGOdIiJsNh+rv/dAnpaUaAExJN6BdvwzyJolgyQnNQsgxEdLe3mAiv4LqoJXfjJ6BdnJ787uCIPcOBhtSD4o/Ttn5tyhhOL0Hmt/6QVLS2yykhfqJT49HJGRj99iVySZK9uSGhBaXCIO44Xi7c52eQv29HcHgzFJzYWDtDs2UnoeiRSKYYlYRUERzElgT0m+HQtGlDUTEX8YnBCwJ4SZ+S77kmteycJobQm728YL+OTSda9mSGw9fiHssgO5pMkwSEYxXD0G7Zi6UXVpBFEhyxtg5e/uTgzMbQXXY8T43prtHoB4/CNLa5cC4u4Ip4gGmTCwkI5dAd1+ezsRoON8t1cDOkMQHg3Em4eueYCrXhWzeThiS0zEzGZOh370cii5fQlTGF0xRNyQTstuoLRQbzsGYVh6hdHpAb2cBAUpuKLmhmptsrQFKbrKwv+TkK6nIDUc8QsC6e4EJjYKkxQ9QDBwK5YgxKR9F3/6QNW8MkVeIOWqKCGiBsBByUNQXojbjoEu2Pr7bCOPh3yEN8LL4opQMA+sZCKZkVUh7/WJVfzdI48uCJWdaCWYVUj+JxnIvCfH3s2Cw983NLkjiW1B1q2LR3JB23P0gSuwEjc0xVoTc1LAlGITcNB4H/Qt7JyEN9L/3h6ikP5iUIyRIHpogMOSYB1dyoneYmdh4BUAUWxWimGpmssPhSMxS1uRGCc2g2mB9rQ7hJJFloXGQtPoGsq87QVorBqyXKxhn4hNkpbER5oW871EKsjlHYUqHN2QLwqdHoPg8DmwhdzCe5ERwnqB5+iG5SDAkA9bDmKo9PYxnVkEaRQ5M9TKHtQvl3DyR7BwD+ZK0MinLoF8/FhJfLzBFfMH68OMkWJZwQ3LAF1AffpYlzU+2xvoxFqLkJluCLSc0AbTOvKUNouTmPW+YXO6WoJJgve1+6ROh6BNsFsZFPcAUcbN8yC9sV2KesStDBCjx3SnzBVR7nqYWMuKrUH1fzSyABWFGtBVEW1TM3ap+YoYSTDpEWJLEeUFgydECHadBm+TAqBjNY6iHfGF19AE5KsEXbHRjqI5Zax000Ayta2uWInlugjtDcycN85jsOBR1Y81jFQiG/TfRQvkkQj5jAZQ9W5uzM3PvWMiN4Kps3DwYokC7eSLOz64+YMixC+5BFkdnLqTeimhwdZJcRH5gu/wBYybBSFlekiYtdFObgXX1tZAaYYwlw8AUDYTky/HQW3NcUrn0IVRdY8AUK2kmeEIZ8l0ylDshXvrrplSaOdPDA5A3CAJTPMhKyyVou0LAFK0Ixdq0HayzPCb6oi0ClNxQckM1N9laA5Tc2G4l7/4vxTOoe1XlBLqZUFhrYQTBkcm3cOaUewBE0Y2g2HQrHedgI0xXt0DWsCwYZz/LL29r4WZ/TQS4ZyDnGCsZsBz6l/aS8m0hk0A3rxdE1udAkdwxpWpBvva2TeX6Jd9xzr4pB3qSiCXvelAdTisCyQj9n4MgCvE3+94IZE4Yn7c/mCIRkPRYB6PqITS9moFNMWORaDCzQ7FAbiB/ClXPBPM8eQknjdvNCyE1niQcOwyi8Egz4bBu17ckmFI9oX2SVpJFm6Fm7Q+jCuq+0WB9iCbKvi9BYIqUhrTHGhjtrHZ4dQ2KZj62+XoEXIj5rnAlyH8/lYocm86vg7RScTBe9muUpCDwBeNKQt3TOJg0a6Ohb6WFACU32RJsVMuSt7QsOTFflNyktaG863vJZ6Hu/w1EEaXBuHiAIec7eRE/EDvNDBFARFtD/EO8iA+HD5jiHmC8wyGKqQNp9wnQ3UzbR8d6SKaL6yFvVcV8IGYJXzDeROtg3RZJBBdo1ki4hYKt0wGKJQdgtFakWFf4VtcmGE/+AWlpTyS78z4wXuQQzcqQ/2V7VIHp6DyIS/mD8QgyH/xJyIJLIlQHk9LugVEG3ZK+EJcNBuPmaR4P0bIUJzlwykHSdgJ0IiL570DdubHVqeBEkxUP2cR/bLUXr89A3acDRKHkmAUPLmEiU8IH3IfMgzs59iAB0j7joTu2GrIqkWBcSXJC3iRWxBuixhOhS7Y3o6Xd/UzvGjXQjqkLtoSn1VoJMycWLOoKNq4t1Eftwt9JpaK7UH1dGkxRYmYTTGiEmPly2jtR01+gvZfaG9l0eydkNTyRTDQ+AhkiTtnu3mCK+0HSezkM4hQ6mGn36QtZQICSG0puqOYmW2uAkpss7C/v5hUD9AdXQP5Da0gbN4CofIQ5QVoRwVzkzp1ZxB3S6B8GUVQcJI2+hKxlB8hHzoX21htqA2SXoJnRB7LP60NcKgqMuz+Yz1zNbRQJBBsRA0nd9pAPXgzdo5yK8OGR1TyGZuoPYN09wHziAuazQIha/wTNJTs2pZdDO70t54Cd/KkLkl0CIKo5EtonGRE6NfT/zoL8x/aQNmkDabPWkLX7FsrFu6AXhvXqMBRfxoMpQUgTMdORsO3aUCw7n3rqdXLoN82CvEsHSFu2h7R5a0ibt4O0WUfI+4yA5kQSr/EwQbekC8Qhfkj+xJnLAiyu3x0aB5+sbrq1A/KGdcCW8EVy4RJgCvuDDa4ESfPuUG++kbr/3B0NDAcWQhodC6a4F5ILEyfkILCR1SD9egS0p6xD5q2rYKBb+ivEIRFgirgjubAbGOdSEEXXgazfXOgfOtBcad3sx3xNyU22BFtOaAJonXlLG0TJTS7cOI3im9DuXgnVnLlQDB0JxdBfzZ8hI6CYORfqhUuh3bMHhhcZCfUsDkz8ELqNm6CaPB2Kn4dDQdoYOgfqTXtgeO0gDUNWuqJ7DN2SyVD0GQLFmOXQJtkeqZBShf4FtH/MguKnn6EY9zu0d+0IUMqLaVzI5TApUtdrOrsCMuuDNn38wQTXh2LN9TQqsbplMMCkIHVqkOqUT+41Fro186HoPwjK6X9An1MZfB9fgWrSNCgGD4Ni8DSo/jqapYNOjeePQDXyN3O5YfOh3nUlDedjq/Fylxro92w1r8dBI6AYvRyaU09SmbDsS9G/s4kAJTeU3FDNTbbWACU32dxzaLFcjIDyYdYz7ZpE0E75HiJiWhH8Vty9wFb/GupLb6gNy8WQ0K7lUQQoucmWYKNalrylZcmJ+aLkJo/uebTb6SDw6DhUPWtB8nkHKDdfS+cly23TrW2QJ4SYD4/k/EjCwDj7Q9xqJPSplTyWgvSKIvAuEKDkhpIbqrnJ1hqg5OZdbFC0jXeDgPYZtOPagynmAqaoB9hSiZAO+R36p2mb10wPDkPZLB4sOTRUcJD1CwTjWQHSkXuoqeXdzBptJSMEKLnJlmDLCU3Am9ZZeUY1VJpeFfHTE1I+5N6b1kPfz54WipKbjDYW+ixPIWB6fBSKRt5g3PgIIK8A7rgJUdVmUCzYCP29uzA+SYLxyWXoNs2G7ItosB7kbCmr0Gbyd3xrqK+mjhbKU2DQzn4YCFByk6fIQJWZ1RE/vSpiplZClRmJSJxdG7Xn1uc+NefUQ+Xp1RA9pRLipyWAvEuJS/aIS1Zwo+Tmw9gC6SgAmB4RcuNjew4WyQHkFWjOAxMUATY4EmxwBNiAUHNiQsHPhmhuSAZj91BIhgvHLlBYKQLvGQFKbvIMAagwOQ7lJ8ag8tTq+G5FZ8w6NBcrT6/Gzmu7sfPaLmw+/zcm7Z2G7mt7osbMOty7ZSdU4LQ6VWfVyDPjzAqxyA3vUHLznvcu2rwDEZA/gmZQQzCfeJlzywimJo648PmByHlS5ENyCFkTm4AQsM7uEDXoAe1dmqvFgbNCq3obBCi5ydVCv9KMqiAEpcz4Cvh6VSdM2Tcdq06twXPW6lw/u/mXaWTYcnkbpuyfgZE7x6Dm7LoIHxuJ+BkJuXqsuYGwvEkfKLmxW3j0z7yNgPH6fijqxoFx8wDrQwiMkKTOLoMvITyE3JCPT0kwRYIhbt4HmotC8pu8jQPt/QeCACU3uVbgV5wSx2lgxuwehz9OrMBDkc1heFlegPuuHcDsf+ejzpyGiJocm2vH+ybEIje8S8lNlpcgfTGvIGB6dBKqMV0gKUkyCfuB8Qoyn/wtaG3IN8nKTLI8u3iCjawO2S9roHPUsQh5BSjaz9yPACU3uU7YE6fg6CnxGLBxEI7fOQGDyTGa3tP3z2DAhkGoOCEOlWdSx+O3JUiU3OT+7Y32MDsI6MUwXDgPzdqFUHz9HcRx1cyHRAp+NzUbQNqjL1TrNkB39Q6M1H84OyjTMjmNACU3uYrcEGJDop9qzaqH/x6ec/jsv5YmY9TOsSg/KZqLtHpbAf8xl6fkxuHLk1aY2xAwSaUwvngB4+MnfLRUEoyvXsOkoEn6cttc0f7YIUDJTa4hNyS6iUQ6jd7zG5IkT2EwGuwmyzF/yrVKjN8zGfFTEijBeYscP5TcOGY90looAhQBioDjEaDkJteQm3ITK6LDH9/gueiF4+fZrkajyYhxuyei/IQYGjKeTYJDyY3doqJ/UgQoAhSBXIMAJTe5gtyQvDRRE2Kw6NjSd7Y0Lj+/goYLvkAF6mScrTVAyc07W6q0IYoARYAi8IYIUHKTLcHmSF8TEu5dfVYtLDm2DAr9uzVlrzixClWmmjMdO3JMH0NdlNy84V5DX6cIUAQoAu8MAUpu3ju5IdmGG89vCo1O886mXWhIrVFj4PqfOSfmKjNoRuM3IWWU3AiriH5TBCgCFIHchgAlN++V3BAn4rhpVdBtXU8YTDnjQJzZkrv05DKnOSJRWm8i3D/2dym5yWxl0ecUAYoAReB9IUDJzXsV6OTgy+qza+HM47PvawVAopSg3uxGnPbmYycsbzJ+Sm7e25KlDVMEKAIUgUwQoOTmvZObqjNq4Jkk/eMUMpnBt36s0CgwYPNgSm7eMGqKkpu3Xnq0AooARYAikEMIUHLzXskNMQU1mPM5kmXJOTTBWav2QtJFzjxG/W6yfoo4JTdZW1v0LYoARYAi8O4RoOTmvZIb4m/Td+1PkKvfbZSU/UK7/PQKYqdWRmXqVJzl9UDJjf0qon9TBCgCFIHcggAlN1kWZm/ij5GVdzln4qlVMGz7CKh0qve6Ii4lXUb0xHia0O8NTFOU3LzXJUsbpwhQBCgCGSBAyc17IzcJM6uj4vh4LD39B0jG4Pf578rTq6g4gZKbrJBS4R1Kbt7niqVtUwQoAhSBjBCg5Oa9kRuiuYn6LRbrLq7PaIbeyTNKbrLua0PJzTtZkrQRigBFgCLwFghQcvPeyA0RkjGTKmH43yOh0qnfYhLfvig1S1Fy8/ariNZAEaAIUARyCwKU3LxXckOipbqt6gmpSvZeV8TVZ9e4aCnqUJx1kkPNUu91ydLGKQIUAYpABghQcpOa3MxKRAL5vIFzaXbfJeSmye8twMiZDCYp5x8dfXgcsdOq4J2Fgr9DjLM7N5mVo+Qm59clbYEiQBGgCGQPAUpuUHlGNcRMrYyKk+JQcWIcosbHoML4WERPjkfMlErc88wEXXafx0+vimoza+L5e0zip9apMWT7MMRPq4KEGTlD6ghpIqHm0VPjET0pnsOY4Ewwjp4Sb86xMzNvnW1FyU32thxaiiJAEaAI5DwCHym5Ic68hNRUnlINtefUx087BmHUgbEYsW8khu8dieF7RmLE/lEYtncE6v/eGHFTE3IkBwzpQ9XZNbD12vacn+t0Wnglf41as+rmSIZiQmripiWg6swa6LG5N349MBq/7h9lxnjvSO565D9j0HXjj4ifmgByHAWZm+ySxXdZjpKbdBbU2902Qa/TQad7PwetvV3faWmKAEUg1yDwEZIbInArT6/Gfbpv7Im5pxdg3c0N2HJvKzbd3YLN97Zi890t3PWmO1sw5dh0tFjWGgnTa3CEyNHCN3ZaZXy3qvN7WxJXnl9BtVm1OGLhSHJAiArBufmyLzH6n9+w6voaM6YCxgLed7fiz6sruXeaL/0SsVOrOLwvjhyXUBclNw5fsjrc2TEGVYOCEFSmGgYsOwGp7v3mSHD4EGmFFAGKwLtB4CMjN0RTQg6q7LapByYfm4bVN9bif3c2Ye3N9VhzY12qz9ob67Hu1gasuLIKU4/NQIs/WiNuqmN9Uwi5qT+vMW6+vPVu5tyqlUfJj/Ddyi4g5jFBaDvimyOA02tg8M5hWHn1L6y/uYEjkGlhTO4Rcrn+1v/w55WV6Lv1J9SZ2zBHzYGOGWMioqfXxIUd7sCxAsDhgo75/OMEXKxrNUvZv3TKftH3UFIvwtafY+Hk5GT++LXBmiui99AR2iRFgCKQ5xH4iMhN5ZnVET8tAd029eTIzIbbGzMUuNaCmAjeTXc2Y/bpefhy2VeoMr2aQ80nxB+l4x+dcP/l/Xe6pAZtGoKy4ys4fCz1fm+EqcdnYMOtjRxpISTRGs+0rsk7BGfyWXhuCWrNqZerNThUc+PopaoXYduwKhZy49USKy6yjm6F1kcRoAh8DAh8ROQmelIlzkTy59VVIMQmLQGb2T1SbuF/i9Hw9885B1lHaABIHUSjFDUxFhP3TX1nq+5B8kM0W9SSc+h15DiqzarJ+Sttvrs1XY1YRjgTLc66m+vRa0tfkDlztBnQUWOl5MbRS1XzGqt+DLGQG29Cbt5vGKGjh0jrowhQBN4RAh8JuSEh1+1XfYO5Z8z+NRkJ18yebbyzGSMPjEHirNoONZ0Q81S9BY1w9N7JHJ/8a89uoc3S9oiaFMM5+zpK4MdOqYyOqzthy71t2SKPAvZEe7Pq6mq0X/kNp21zVP8cWQ8lN45epsrnmPtVIQu5Kfs9tt9WOroVWh9FgCLwMSDwkZCbipPjMOHoZGy7v/2thC4RvsQ/h2hwGv3eFHFTqjjMV4VEFJWfFI0vl7TDrRe3c2z1PWQeofXiDig3MRpVHZjPp9K0qqg5qx6mHJvGmZYEopLd7//d3oRFF5ai5fLWuZLgUHLj4CVqkFzGqJqFLeQmoTf+faR3cCu0OooAReCjQOAjIDckaueLJc0x7+zvIAIzu8LWuhwxnYw68Buqz6zt8MR3MVMrodmiVvjn1r8OX4JH7h5Hxz87gZA9h2oxZlTnNEAEk+ya/KzxFa433t2MATsGcyY7R/bXEXVRcuPg5akXncGQShbNjXfLsbjAmLLUivbeLvRvXg4JX32N/p2qo1xEBCpW6481h18j3Xgr+QOsHz8E0ZGRiIgoi159x2DZpP6IKVMN3604iZd625LaO3+jb7NyqMq1UdXcRvUBWH80Of020ui9QaWAiGEgkqmQ3uiMGiXksnSInUaCU9uG4YsvIhAREYG4Bu2w9r/HNnUpb57EgMbRiIiojB/mX4HYaigGu3GZu6jGmRVDUaNsBKr3WYw7Uvue6fHinyloUqMcmnX7Ad2aEczKod5Xc3D6QTr95Co2Qal4jfM75mNip/pIjCB9roKvJ23Hi4yKpYGbcMukloFhGLCSTLR6Jg0u/NkLCVXj0KnPd2hfh7RdCe36b8BDiVAb+Tbh5ZH/oW0V8vxzDN/2EtaJCPTWfwjFdMnYOvkbREdEoOWEXRCnNxaDDDd2r0CbGjW5uarVtg/23s/YSd4yPq3QWobfBtkT7PyzMxJrmNdD7XZ9sd96gEYZDi/ujYQyEYho1BVbnlulw9droJDKIJO/3/N/Mhxgdh9+BOSGJIkjeWwcRWyI4CXkhnx329AzR8LDoybHcg61v+0aj5eyV9md3ZRyCq0CE/ZORp25DRzqYyOQBOIzlDinNv64vIJzIhbIydt+b72/HUN3DeeSKr6rrNHCmDL7puQmZXk55kLHHMdPUQVTNDdxPRbhQRb2d/2LUxj9uV9KuZRoKycnFCnbBEtPSVORD+2rk5jTOgpF8/GRWVyEVj58mp//27cV/ryQnDIw/YuTGNHIN802ikY1x7LTslRtpBS2ujCI72PlN3UQ4OKCoCpNsebiUxtBSl5VPd6D8d80RGLVgVh+8AU0VuUV4iuY0SEaroWs++2EgiEtsPTsS57gGHFj4y+IFKLOGk3EbSmpxIQHR+Zh0IBfseLwS+hS6tXj8tpBiP1UqPMTtJpzEiorfqM4tQRNIz9NY/wFENh0OE4+s9SWUq3yJU5vGo0mDTxQtHAB27L5QzF48y3orNpIKZfBhe7ZXvzWugpcXFzgW+YLTNp6DVai2qqkEY/W/4yy7sKYrL8LoXKvlUhKGaASB8e2gxuPl2f39eBEvVGJ81vGo/fAqdh3Q2Gp2yDC3t86IFBYK4U9MWDbM8tz4cqYjPXD68O5sC1uReO648AT61kVCgC6Z/sxvk0luLi4wadMV0zYfMNm/i1vmq/ESQcwpF4ACn9iPT4nFI/vgb2PefL3/Ch+qls8Bf9eW14Cqte4e2YDZvX5GrVj41ClemvM3XYbaisSbN9Wnvv7YyA3k+IxZPcwLn/N2wpboTwxTZHonp93DcsRckMEa9y0KoiaEIMfVnbFzee38ESU9MbLS6QQ4ebzm5i0fwoqTSeZmCs5VGMjEACSz6bG7DpYevEPh5ikBJyJf9P047PQYMEXuS5yipKbN16OGRdQvtiK9kU+4Tfh/Kjx00o8SetXs001BtzYNAShgiBP4zumy++4by17DQy2jaiJQvy7+YsFoUxEGFyty/q1xMoLwi9sA65v/BnB1s/trmO7LsID6zZs+mj5Q3VvJ74PtQiixuP2wSYeTJeEpT/E4zO+fvcvF+I1X1wvOoUx34ejAP+smH8FlA3wRBH+76DvFuOxyvzy9Y1DEcXfL9pmNp4ZAfGJSajnbW67WFxP7H1oZo6SS0vRyM/SJ0IOC7aYjseCPDcx2DCwIYrx9VmTR/O1M75eeMqGDGkf38LCbjXgYV3GJQhlokrCrZi5rfihf0OS6fxasIPqCSa29U4R0lzbxcPw9aZT0NjXo7uJ3xqURj7r9q2v85XCqIMv+cqV+GdMW/jwz0sP3sURwWt/dUeFwua++n8+AwK/ubN9KGKLWuNVAKH9NluRRVKtHBcWdEbxFMLoBOcShVGII9P50HnV3dRkWJWEye187MZXCf02XobafnyEBL/YhM71XFPe9wyLQaSHCz7lx1Ht171mYvT8EPrUdubey5/fEz3m/g9T+tZPGa8wn59U+gWXMlGGWc1G7r/8CMhNhQmxGLRjiEPJDRG+xPwy5fgMM7mZkTNZdYlGhDhDx0yuhM8XNsXqc2tx4sEp/PfoPK6/uIEkSRI0eg3Irz+ZVo7br+/gwuNLOPXwNI7cO4reG/pxBInUkZOHYpJ+1p7ZwOHkRsg/9P36LjmicRLIWXa+Kblx8PYmu70CjVN+4Xuj08zDkGfWhvYFVvctnbLBO3lWQIfukzHl+88RxG/yn5btgA3XLbu24tpGNA/khZNrJHrPPY7rV05gXFWLYClcsz8OC8xK+xx/9SllacOrIr7+cTImf9cYJYU2ynXExhuWNtLrtkl6AzPaeqXUVfOXrXhtJbjYw3NRK4VouKLpovN8VVpcWPAdQnhh6VHtB6w7/ABXVo9CbRd+LL6dsfclqcyA83/2QQjft4oDNuPehT34Id5aIHuj9+qr0CmfY3qz4JT+CIKuYGhvHGLN5Mf4/B/0ru2W8k6B0k0wtO9kDGpQEc58G16tpuEmb8pSJJ3B+MQKKeTRqbAfEpp0waRNJ3HlyBQ0K2PuR+zPWyG2Gnt6mAn3H6/4Aa5WZEHoq1Pojzj0zFYToro4H7XDBf+tT+BR6XuM6jsW31YI5PuVD7EDt/NaHxbbhjWDCxlLvoJoMeccHh2ah9rCGuHGGIGZ58RQvTqBHrFmopDSvlN+BNSeijtCRwG8OjIBCS68xib/Z0jsMxWbl/+ExJL54OSUD9G/7ILWTmuV9FdXuKU1vpAuOPDE3mwkx65BiSmEs1SLkdh1PgnHJ3+DSJ6QucaPwnXSp1dH0K+uCzd/BQoEoHykHUHk57DU96uQlAWCbjXM3H35oZObV43X0gAAIABJREFUWYncOUaDdwx96wgeQZsgfBNyM/XEzBwlN4LQJeSB+A4RX5moSbGoPLU6Gv3eBN+v6YrJ+6Zh/oHfMXL3GJAMv9Wn1Ub0lEqcc7JwGGZOH4hJNDd15zTC0ovLHaq5IViTyKueW/s43E9IwDa735TcOHhrE52ehUqFyOZPhF8p9FpyDum5MghNq5P2o4u/ILQLIKrfRnDKC9MV/Fyev18gGiO23DKbbHQS/D0ihhdwn6Bcl2V4ylVmwtl5LVIEeGSn6bjJay7UT/ais1UbFQdsMv8iNl7CwLJCGzH4ddttG78XoY+230qcWtwV3rxAKdFuFh4IdhXVYyzrEZeitQloOBqXJYIEFGNjrzpmrU1kK6y/xgvz1/+id/XP+H4nYv4VQge1OD7nW5Tg22g4cAp+/rxiytgEoRzYfQX2LP4BYXYmDfK8QMF6WMYD8GTXeFQtLmDsgXar7nFDUl9YgoZe/P0SbbH5CZktBXaPq5cyBifnWHRbtBcPeB+Xx1tGIZ7T3Ligw8KzNtoeW5zs/hKdQY+a3viEjKlACVRs0xVd6wiEsyzGHbU2C2lxamo7BBU09y1fkWiMOmXG6+7KXijDa11co4bhPGeGeYpVfWojP6m7UBF0HDMXXWM9U+FVddTf2DmulmVsPL4EL/fgztjLmf4AKG/h12bBvIatIPy/moIbGoDZPR4x7ub1HTV0py25kZxDn7q+5jIFnFGhdRd0qyuMLxHzLgv6OwGXB5hRK4zrY8Fa/XBKUEJdXYxG4eY2inu3ww7Sp1dH0a9uiVTjKVq+MboNGI2Rw3vgx2FjsOe2oKoT2sjj3x86uZmZiAoT4zjzEcm7IhCTt/0mJilCbiYfnfZOyI21ACZ5XziNzrQEkNBrotWpSA6gnFyJM2VVmvHuz2ci5KbO7AZY5mByQ0LCl15ajrarOjg0r5A1ntm9puTGwXvfy92/wFv45Vo4DiM230qturdp04D7Wwek+EoE1u6OfQ95XY/mFf7qE8pv6BEYuPoyV1L/8gA686YZp8IVMHyzQEhUuLK0U4oAqNTjd9znmJUB9zb/lGKyCqrTAwce8UJA8xIregp5eSIxaO3lTPpr7vyzI7NRlzfNOMX+hOMvzD+X5dc2oG2IQCKiMPqQtR1aj5dnDmD+hMVYcM4s6ExPnmH7wuGIKc1rCApEYfIJIs1k2DHm8xTzhF9wAIo6CeY+oX4nOLmFI8y7AArY+B2Zn+cvXAmzzhGaKMGWXxuhMC/Iq3RZintKnnA9PYi+tYrymDXFumcKyJ5uQ3svoa1wfDvvuJVPkQg7RjU3E0vPFlh7XWADNpOa5h8v/u6PUi5moe1eujsOiLWQnJqNMj7uKF3jN5x9wtvjSGnlFYxuWdZMFD4pjDYTj0DE+5Jo/5uH+rzwd/XvgyNkKLpbmPZtRbMJq0B+BASXREEr4mImg/nh5FUK4Wn68DihRFBrbOKn68HWIShXND+HSyH3WphPuOCrLehXzd1MoJxC8MsuWwfwmyt/RBBP7N3CumKfWAvpmTko5+eOUjVm4Bpj73ymwsM9WzB10jKsu2/W6qhv38fKSd8j0NuMU1HvxlhLmPurY+hXz5bcuId+g5U3BL8rQ6Y/ItKclNx+8yMgN+Tkac7nxpHkhvjc3FyPn3fnnM9NVoUuITvvO9EdIVuJM2tj6SXH+9xMOToddec1pD432dhL8tTxC8839UMhQYvgXAMT9z3OZMhq/DuuNi9cvdF+yiGkiADtK6wfIGgrCPG4xtX1asfgFKJSJP57bLvH20UMMuwdnZhCbmK7zYP5kQoHx9bk7/ug47QjFt8KzUus6VeBf1YGg9ddyRK5MSQdRN+aZjOBU8EYTD8pBqDGoektUJQXqgWqDU87UsxowqP/FqHzt9GICguHa/HP4CSQkwLRmHqaqIFE2Di0VspYBE2NU8HPUKTwp2n6oXxSqjr6De+GZqXNQtmpoDuG7VcAqvuY1j6ArysWU04IKgIAz4/gpwaC0GyO/72UgrmxEDVSiEEg+q++ZOUQa4Dk8SksHz4KS7ecgdwgaKUymWawWN+jJlzIOPMXR5VfDpgLmJR4eOc2Hr5ImXXz/fvb8XUVszaroHMLbLH4hcNwYSkaRZqFv1vJfjhKSmiuYMxXEanwKlC4KD771M4Rmh+bc9XWGPFzS8R7mesq7BuNBWSJaW9gbNsITsOUL18RRA3cBPbZbkz40g2F+Xn6JKovjr6ysv8Y72JG2wpmMvapC9rMvMgDosSju7fw8IW9SYp/TL70Olw6+BtatqiAssEhKFbk05T1UNSnCdY/B/DyCPrW4dcb6X8xb/z8P6t5tKrug7r8GMjNlHgunJicIfW2GhuhPDlvahnRKPzZkdOiZJWIfKjvEXJDzuxaeH6xQ81SW+9tx4i9ozjtVG7DjmpuHLwTPt7QC0UEchPSFL+fJkI/g386EZZ/z5sPCsVi6EYrrwfJPUxryYeV5yuHIRtvchWdndqAF+75UabtOFwWNPGal1jUQfClyIcqPRfhEfm1b2Sw7DsPs+ArHI9hm+6mdMgkuYPJzfnornzlMfR/17NEbqC5i9mdo/lf8fnQceU9aES38Vstnlg4eePbRadTmWzUr65gTr+68Bd8OVJIBK+NEciNicH6wdVthXXhkui98TQubhyFeEE7xpfP94kvmi65Cp36AoYK/jeffoZBu5XQvziNn6qZBbhT4LfYfFuwoQHKq+vRoQz/rGArbHyugeb1QfQuLWiH8qFQsYroOGwRjtx7CUHhg6yhlIKz8fkedKpq9lMq7FwXi29nIOxBHKfnonFJcx8+qzYGV5WWEKCnO4ehiqf5mXvYQHD5UpUXMap1uA1e+XwTMOP4dRye+i0CCwjjMX/nd4/FwH0vYXy1FU0rmMldQe/SmH8DUJ1fiMa8r07BIhXQc9wktK/mwpuonOBUOBrDtty0MV8abvyFLyuY11Fh78ZYZVYZpow/vQvZ7X/xS4couBXl58BuPRBys/EVoL+9EV+Xt7zj/fkE3M3M3pteo3np/kdAbojgrTe/Eeaemc+dDyUQlOx+E43N+lsb0HtLX873Jaf9WYhWhpiaSPRUhcmxiJocg/KTyCea+5BkfOQj/E2ekczD5L2YqZW5sgSDnCQHAga9t/bjQsEFR+DsYkzKkTrIKe39/h6Q6/xtCJaU3Dh0ozPizKymfDSJEwqU/QqrLmfsoGtSnMcv8cU4oZQ/pDHmnbaYOTSv/kUfISrJoyHmnSAxSRr81TXATCry+aH9+INm/xwSGyM6iT7lhTD0Img+8m9wsVLK/zA01mx6yR/WBPPPWIS75uVB9BTMSJ6NMO9YVn8Na/Hfgm4pvi7+3Zfj5on5qMoLp8KlOmD9DctYCMzq5NMY/UW5FAGcr3gAohProHblsvAqwgtfYpY6rQB0T7DgO1thHfzVQnBeKc8OoEcla21EfpSI7YkTxJqnvoAhLfhynxbHsAMs2Gvr0JInA4UbjMDZFxaikHRwOmoJUUNxA3CSOylDjhvLeyPeQzBNmftWqHgldB23BP9efPO8Fs/3jkJV3hxUvOwQXLBT1MCgxOvnQmSbCdfX/4xonsD5dlsJ3i+ai4D6b/73COc0KPnh/eV8cDP24rCtT0qBQkj8eQ+nodOemYuGwdbkpiAiv5xmdh5+tg1fRJsdrQv6RGHZPQ0uLe6e4mTu5JQfBYRwcScnfOJaAd0XXgRxP9I8f41kfoqf7x2NRA9zGyW+mI5HVkod7r+YPBkvkmx9bqR3t+GHGEv6g0JepVCldh3UiA6CM+9rVNSnMTa8APQ316M978RNtHhNZp61MhU69D9x7qrsIyA3RBARv5The0eChBZn5RDHjIQyOfeInHTdaEET7oTwnCINhNSQHD0xU+KRMC0RDRZ8jk5/dUa3dT3w4/pe6Lm+D3pt6MN9W657c8+6re2Bzqt/RNPFLZEwPRHxUxMQM6USKs907IGf1mPnnIrnNcSkI1PfWntD5ojkEpp4ZArqL2icK7VjlNw4dCuzJTfFq3fFnkcZN6CT7MZ3JYpwAr9gbFtsssrqzZ6bi2ieLOSP/hbb7hGh/BjTPucjRfKXQY8/zX44pJWHW35EaAHh162Z3HB6I+lOdHIxmzgKxXfEZivlEHN2NioIbcR0wrbb9lIp/f6rri5H8zIkmicf3Mt+i2G9Enji8hnqDl6DlxYOAehYbB/VyBzN4+SEwuE1MX7NEXA04cFmfCs4Tn9SAwtvaAHlHUxuxWubuP75YPg+3uFWehHj21pFR+X/FPVmXjB3VH4OQ1vwTqyfFsXQA8/x5MQcVOPHGPTNLNxM4VxqnFzYJSWcuHjb2XiUEtqmw9Xtc9Ah0SqKja+jsFcjDJ7+Dx5JrQeYPk6AHmfmd0UYR0jyoezQHRbTI1dMivOzB6Jp/TaYc5LYYAw4OacLAvn2EkftgVxoyvgcy3vW5iOM8qHcL3u4Ggz3d6BLZcEp2wkFi8dj8S2+0KMd+CbBYtLJ5xyIHptfmDv8ZCua8OTmU/8o/Hn2Obb/2igNfx0n+EU3xm/rL/Ch2SfQv94XaN5rGUdkrizrgUieBJX5eRvUNtY6Kf4Z/R0a1myK6Xv5nDequ5jTMSrFp8q9Umss2XONI+rq4+OQ6GsmSsX92mO3lJCbDeggOL7nc8WgbUk2mqOM0M/Tzz4SckM0F02XtOCOBiBC820IDoneGbpnOJeR16EakVmJINFNZSZEIXJcFKLGx+LblZ0xbtdUrDz+F5exWKyWwGSyWfxpLj+jyQS1Rodzj85j1am/MP/w7/j+r65cMrwy46IQOaE8KkyJdbivDnFsbrm0Dbbc2/JWGJOEi39eWYUvFjXnNFbWJCq3XFNyk+bSy+5NW3JTrFoWyI14dwrxKBjzFTamkBsjjk2slqLliGw3Gdc4JdB9TG0skJty6P2X2VQFwz2MqiP4jhDBYEVuJDvxrbM5pLhQXAdsSiE3BhyZUNXSRvspuCqYuLICgfYOJrepyAnC/E4uKCpEIxWPx4hN922Ej/rBHnSP5p2Gg4gvEhHi5n+qyyvQIsAszPJ92gZbyA988QUMqWm+x/nbhPfFEcEvRX0bs7tEp/S7QME4LL7OO+O+Pop+Dc345CsUjmnnkpF0YnaKRinw65m4IWT2VdzGzA5CUsPP0GzygdQ5a579h+VjfkGHaMFnR+iTJ76acwjSLJlGFNg/ui28OLKSH01nnLT4PBFf2ePTUJN3NPb9dh20MOH03C4p2pPqI3dDxvMU/aMd+CFBMD36od/mBxyIyosr0CbFlOYEtzoz8FDYY5MPo2tdS/9dQ9tgN5+YyHRrFRqUNa+NoiGfY+fl+1jWKy4FW4K9V1R9/DhqHg7eEEysz7G6WyXzOy4RmHvhGQ6MapZCuBpPOWZD3tQ3FuHzkmYtWPGKo0CMorLTC9CQj977pMKXWHvF4kz9bOcwxPHO6q6BP+Es8Ze+YaW5KdAAS68JWi5hFX2g3x8JuSECsdK0BDRf1gqrrq3OdrZiYiaZdXIu6s5v6DChS0xO5SZWRKmxZdFiaWssPLEEK06vwrozG3Dv9QMY3yAVREar9AHzEOvP/A+rTq/G8tMr0XfTAC6SLHJ8eYflkCHh6jXn1MHYf8dj+4O/QXyTMtKCpfVsw+3/gfhH9d7cH7GTKzucgDmKHFFyk9Fqy8azc/9v7yrAqlja8KEswEDCDrwWiIRiEoJiXjuwsLn2b1+7sJGwu7ATsK+F2N2FooJFCaJ0v/8zu7N7zgGU8KjE8Dz77LI7O/HOd+Z79/u+mVnZUXRLaVj+g/PEZ5Acj5jISASHhOCNvz++JCeLERtpMbcw2Uiw3NjD8w0tNO0ZZhoLs3gqYuCq61RhRGLbALqWjVJJWE9Yi1dxgfhvcjuUUxasNlJyw7ulbmJiPcFy0x9evD4EUp9gRn2+bImkMgatvimnlLJufgoeru4H/eKCwufPZZsPwcmPgqmBz+W973I0p3Efev3W8a4UEg7kdwZLuxtBmz5TUuuOI4TcfH2AaS2k+VYYthmfBA9fykfsmdRStC6UaLEMbxJ4TR52eRVal+fjfpSLNsOml7GIeOKBDqX5vKo6rIQ/zSfm+V50LkPL0LTC6qvBPCFLjMLb6z446y9dmjDp9X0cdJ2IlvUFMiSBsvFo+Hyk09l/CFYszs7rRafOK6HOlOPSmT3hdzG9XXl+erhEFX+NPIxkpOH5nokwpJhYzDvLrzYM4PXhGTAV8K4+CGeCeP9WzMOd6FVHwEsJjRb4iDKGxIeY28mAEpaiqD34gLj20stdo2FA3XKlawzEpbBQeM9oLVpUanWfgYt+su6kOFxzG4rqRXiM1at3g3fQZ5yf15VO21dCa+drUmKb9AarHc1Qglp1ylsvB0H50ZZRqEktU/VmnBXRi76xC+Os9cW1b8pUGUfJzT70FtqnbIm196V9I75cEC8KEbkhcSENlzfBgH1DsOnBFm4qd3ZjQ4i1h+xz5OSziNsWoeHypj8Vw0IsPoQI1F9sBrtV7bH/7kGcfnoGz4Ppx+RvkLXPMeHw8buIU89OY+bJ2ai30JQjbD9rjTJzbgTLFbYYtHcoH+fk78nFz2RGZGTvkb4g0+s33d+CIXuGwdz5909pzwnxYeRGkUKaloyrLu1FcqOiqYs6Zk3RtIEZTOrXh6GhIWrVrIn6DRqgYbuJ8CYxKWlxOP5vQ07xKKnXwdildxGbEI0Tc+1QTsIrkNKmfeAts4eD3w4HUbGrldRCTdM60KOzWJTk3FJHwYWQpH2F92QzWoYBxjnfR2xCFI7NaimWodXAAUfpar85gST5xVa0rMXHDPEzmpRg1tcFrwSrAc0s4OxCmFJlVkLPGr0mz8Hgf2xh/peudKE88lylEVY9SkRaxENMsxaUtRYGrLuBGCHPxLfYOKqJGODaYdVtut5KEu5uHi0qTZXiXXAoOA2pUY8xtz3v4iqq3RFbz4YgNvIpnLtVE1dGNnBYhRcxPCELf7IL9uXLQc/EHAM2H8btb4k8UUj9hiubxqKWFq1X5X7wfiP6sX4AWyoebhlO42QkKFajF7zfkcDlB1gxxAjqlMQoazTB4qv8tKjE53vR3YC3dmj99T/4vk7Al5cnMMJMWyQerRf4QFhCKOaBB3rWpvVSronZZ2TcNt9uYHwbfkkBpaJaGH1UiBmKgveEtuIyBDq1JuB+Sgrees+EEY330arrAE//GKQkJiAh8j12TB0E/eJC0LgGzKec4IjXM4/RoltKx3AqvN8mICHuDQ7MbI9ydEE+SbEyGLnnPRc3dGv1ENEypVWjKwbNmoG+/ZvCpJKsLEmgUb4rvMPTuaWUDbDQh7rVfoB6gXhUiMgNUVyE4DRwboyu23tiyeVlnNIlxIUoVXKQdVXIcYAc9B55Tu4tvLgUTZZb/tQWBoQ4EOXP1WNJYyw8vRjPgn4fofmezEbGR8LVxx3WK1qBxM6QOpIA5pwoeyFtU3dLkB3CydYRIzzHwOPpbs5FxeFKMKUYi/9T3AnR2f1sLwbsHgzjxQ3yZJyN0EZOltwsYOJihfvHywJXVADfIoo5zkuAB7bf66oc3c83U8HjLrvAqJJ6ptOUecUvKGv+XPOf7dzGixFXl8KIzrBSLVoWlSpXQkmq8CQl62HEnsdywZPJYTcwgU4Tls23fPW+GDnMlH6hF0fHWd7itgcfLyyCIS1DjSujIjSFQNFS9TFm/1O5MrLdQ2kBcGtXh86aIqvjVkQPl2sZ8koI8ME4K3nFJa27svR9iQTtVj5GYugjzLAR8KqIsXueSK1Kcc+x3KEebedfmH/mA08+0sLgOaOduJ5NkQbTcY/jHjHwdestxvtolC6PShV1RIKoUrcHtt8R3BypeH/OCbUpEZOoFINWhUqoXLkyKletjqq6wqwhZRg7bsKbaIFx/Rix5GcH0MdECPZWRslylVG5fFmRoKmUbozhm/zE4HCkvsGmoY1oG1VRRq8yKuiWFGWrRKspuPFJag+PfbhTxi3VAK63OFrLVyr0PAZa8tY+5dJW8PCjcVUpz+HcXVgGQIIq3TaCUIa0b3cwt6chtSZJUEy7At/+CnpSIqqmiTo9XfCABgMlPz8IhwbChrFFoKlXGZUr6UGdypiKhjYcN3iJbr/wm5vQnbrDpHIg9LdAnsiChNoY7hkBhF3CSEvByqgCm4U+MtPzf4x9vn5ayMgNp5Rcm3NWEwv3Fujt0R+LLy/lrAWb72/ltg8g+yMR68HG+5s5C88Cn8Vot6EjSHpi+ZFVcDm5Ju+SRfd6bu6N1T5r8eTTMySmpI/8/3PSlJyagtCoMOy9tR+9NvWFzWo7bj+qnLRRNi0JiG7mbs0FQv9zcBS3KzvBlRwEYwFncna+6gLHgyO4FZYbuTTN88SGtJNZbhQoq8FnJqOS8JUqKEfuXAwlSmhCU72E3MqwxTovxysuxiUcRxd2g76O/OwcjXJG6LX0rOhCkFY1Fe8vrECH+vrQLVUUxcqUR00jB+y++Q5nl7akClET3ead4GdLkRcTQuDt1BXVtWVnGUmgWd4IfZzPISehNtJ68FcvPHqjhuAqKWaOOaczn3H16akXhnVuCsMqpaFZvCh0dWvApElHjJw2GyNbV+TrrVoOg3f5AbHB2D5CcKU0wqpL/BrMXImJAdgwlipl46nwDaLTqpM+Yc9MO9r+YujifgFRgv4PuYmFA81RTpiVxfWLKvRqtYfTUTHQics+LeYdDszrDrOaVaEuTOuX6U/18rVh03ceHgRkxyUloJWGgJPz0NFMV47ISTS0od96EBZffJdBWSc+OYghdn+hlEBCuTpooFqzf7Dnvgx5IUWE3MC0tnSPpmI9cfy94MMj8Us3MbYtb7nS6bgOb4RqRz3C7N509lqJCvifTDR7XPAlLOvbDFVKyxANUn7RUvjL+G9McfOGP3UF8i1MQ+B/C9ClgV6GBRW19K2xyPOR6Frj06fg6cXN6NGiPmpW0IB68eKoULEOGtj2xrQ5U9DNmAZHa5tg9vkIICUQG0cJazUpo/b0E4iT93wKQBescyEkN4ICJm4hYqVo5m7FEZcW7q3Qal1b2K1vx+2e3dy9BZq7W4FYIggxIemFd3NyJu+TKdxNXC0ww3MWohOyY439s2KWlJKEKwFXOYJTd2F9mOdyKjmxVDV0acpZqsg6OM3drNFipR2HMcHa2r0lmrtbc8HZxJpFMCbnnOD7p9IycqNQGX2FXcuHwd7enjtGjRoFJ6f5mDt3HTZt9oDHls3YMGkSxnDPh2OL71upNQJJeHzcHROG8u/a95kOj/PPIaOiMtQ0OfIxTu9ZjbUHL8Cfi8+NwqERdalyr4VRm9Nt/ZCWiEfHXDF+iFDGDHhc+HEZGQrN7Eb0fRxwGcS1eczUvXj7o3CI1K8Ivn0Ie7ZvwtnzzxFDWVXw9VWYaG+P8a5n8IEG6QbdOoCJA+0xdPp2fAiX1WTJ8L+7DiPs+8Pp8Ds5jD4HXMbMUX0xfO46+Mekm/kVHYxzmyZjSF++/YOGu+KMn+CiydiwBP878Fi3FP0H8G2z798X/ec7w8M3IJ2izvju9+7EvDuNZQv78TLSvx8m7DmOx+mqKftuQvBT7Fs2DH04memHsdO24164NPhWmjYJz06twrDe9pjschoxAoHhEkTjxvH5GGg/GuuvSJcBIDusv7lzBKMH2WPq6kOilU/MMykEtw4uxyyKl/3ggfh38yG8+MEssdj3Z+Hu+jf+ItPCNSvA2mEFLgbKVUbMnrtICIK/7y54bN+Ba9feI5nr+1g8PzILw+ztMX/HXQhhzDEvbmC+oz3sJzjj+I/ylC8hf/9XiMmNoBSJAv7RkVtlS0iN2fJG0J9XCw4eg7D3/n7EJv7MZ97vFbU0pGL//YMYs388t3knR9DcLHJFPIgV50cYk2ckjdAn+eHMyM3vlcefL+3TLXitP4w7mRGIN3thW4kPKlaq3BZrrgmulp8vluXAEMgeAgl4eHgCzMjGqWVqwP7fdTh06i2Ss+e9y14RhSkVIze/TKGSDS67bu4Bd5+V+PBFxjKcz+SLuM4IybHf0S/XcTj5gazktI6M3OQrQY7D1XmtoCPRQG3bIVh65I046yYp6CKWdqxDrTYSVO88D/d/ZPbJV+1mlc0/CHzDxq5SOSTxNMqlG8DpyAtpPFH+acyfrykjN7+E3Jg4N+Ty9X5y9M/3sYJq8Cb8Lbpu6AGDRcb5IiYmp2Qlp+kZuVGQYP2ebCKxY0BNMahUUqYumlrbwMbGBk2NKoizaCTlzeB0/KOMy+v31I6VwhAgCES8fQ5fHx/4+BzBvD7mnLwWbTQZV0N/4J5i0GWOQCEmN8TdxLlKXPhp2STeI7ODxOVwbpNsxIKQPE2dzdF2zd849uhUngoYzlwAcnb3TegbdNvUi5txll13nYAxwTEzfIV7Is75xD3FyE3OZOcPp07F17ML0VVfC8XT7a3EzThRKgrN6g0waf8LmT2Q/nCVWfGFGoH3nv/CkAREVx2M04GZxQoVaniybnwBJzckjoMoTzKtmTucG6PBssYwXdaIC/Ali/FZudvC2rUld7RwawnbFW1g7doKlsttYelsC+uVrdBiTSsu8JVMIzdb1phT7kKeRMmT+BpSlskScwz0GIrA8CyWjs+6Z/Jsis/Rn3H2xTk0WNaE27dKaDsJuhYxJjg7N+YCsS1X2nCBydYczq04bG3dW8PWneDcEhbONrBY3oJbP8hmjZ04XZ/DmfYb6cPskqmcWmBym56Rmzwrot+rWAoSIh7j0NoZaNu2HYyNjfmjYyf0nb8Nl/1jpIu3fS8Ldp8h8EsQSMW34CCEf6XTZ1M+w3NmV27xQtV2i/BCWBn6l5RdQDMtgOSGkAyyTovJ0oacsrVe3RLtNnZExy1d8ffGzuiwrgvare8IxwMj4HLVnduSYe2dDVhzex3IecfjnVh3ZwPcb67Emuvrsfzap42YAAAgAElEQVSKK5wvu2Di8X+5vZrar+3E5UPyI/k2cWvOLcZHNqscsW80/ELkZ0cWRMmJio/CyP1jYbDYGIbETbW8GVqvb4+OW7rg701d0GFdZ3Ta1BWdt3TndvVefs0VLlfdsOHeJmy4txlbHmzH9sceWHtnPdyuroDLFTeuH5wvu2LA3iHosKkL2q/rxPUZwdl2bWuOjJoubcStpkxIVG5JiaLeY+SmIEo2axND4I8gEIS1nVqgVZcR2LB9GxZN644KZL0m9UoYu/N+Jksa/JFK5q9CCxi5EawpZJG+Xh79MHi/IxZcXIxtjzy4jRiFDRnJwnzi4XeA2yaAbBWQ6SGbluxL9WI/tygdSUsU9Nij4/H3pq4Yd2QSPkXS/enylxTkqrZBX4Mx57gT+m5zwD8HRnGEkGwqSjBWJM77Xx6EyzU3jPOaiL4eA2C/sy/ab+zErRmkKKKSm3wYucmV2LCXGAIMgYwIhOKckyOqF5OupaRawwKj157F52ztwZUxx0J/pwCQG2KpIaTGZGkDtF3fASOOjMa2xztx+JUntwv4Ab9DPLEhijfdIbv8f1bXnNJO9z5HkPz2w8v/KCIThEUFCpdUPfz8CB7Pd3GrOKfHl/yfFa7pn2eWB1nNmOw3JRyrbq3lLET1F5nBZEnDPxLgzMhN4ZJz1lqGwC9GIBZ3Tx/HqlWrsGrdVnjdIdstsL9cI5CPyQ3vfuLjOrpt74Vpp2di5c3VnJIlpCO90vwV/+98thtHXx3Dp29B2dqtO9f9lIdfDIsJg9crb25D0l+Bcfo8CfkhZIe4tKadmol/Do0CWXCRuCGJTOTGCpObdxi5ycNCyarGEGAIFHIE8im54QJMl1tgrPd4LLnsjI33tsDztTe32zexsKRXiL/q/+1PPXD1w7VCLkRAWMxneL70AiF7vwrr9PmSvb+83hzlynO9vgLTT89CUxd+NenfEXzMyE2hF3sGAEOAIZBnEchn5IZMKyYuqMbOzTHl5DQuRuaIvxe3yWV65fer/9/1bA/2Pz8I/8/+ebZ7f2fFzgacg8fTXb+N3Aj9S6x0RAYOvTqCf09OR3NXa856w8nJL7TkMHLzO6WLlcUQYAgwBHKCQD4iN8RaQ9wHJJjUyWcRF3/xu9xPgiKVPRNFfvL1KaQkCxvM5QT4gpf20vvLIIRv9/N9v53gkH4R4ntIkPe4YxNhuaIFN338V1lxGLkpeDLMWsQQYAgUFATyCbkhC7w1cbHApJP/ijOaBGUmSzh+5zUhN2fenikokvDT7Xgc+hh7n+/D7ud7/wi5EQgOicchM9lITE63bb24zVFzE1OT1TuM3Py0yLAMGAIMAYbAL0Ign5Abo8Wm6LKpOw77e3KK63eSmO+VRcjNuYDzv6hj8l+232K/4fDLI5z15nuY/a77JO7q4MvDcL++EmQRQcHqlxVhyclzRm7yn4yyGjMEGAKFBYG8Tm5cLbgZMOQLfPGlpdwsmd+lILMqZ+fT3TgXeKGwSEqW7YxNisXhl57Y+WzPH7PcyPYZP03/APruHgDz5bxLMyfkJau0jNxkKRIsAUOAIcAQ+EMI5HFyQwKILVa04KZ4e/p75QmlKShQRm7kZTYmMSZPkRvST8Q9RVae7ri5q8LdU4zcyPc/+y8nCKQlIyE+HvGJLGAvJ7CxtAyBbCOQD8iNpasNtj7cjgMvDzJyk+2O/f0J8yK5IQSHzKKae96Jc00pch0cRm5+v4wpvMTUmFB8DAzEu7BfszFhWsJnLv/A4GiINCblE3zW9oBx1Yqo2KQ7drwJQ5rCW8YylCIQh4igQAQGhiCKbt0kfZbXrpIQGUrqGoj378IQx1Ynzn0H5XVy49IMvXb0wfbHO/OUS4ooTWa5kRe7vExuyOKO5s5NFbrIHyM38v2f//5LeQ+vmRbQVVODRpMxuBwi0g+FtCUh8gF2TGwE3WJqUKvZB54vo/l8Q65hsl1JcLuRSyRoOOsk24lcIYhnkklqNJ4dGAMrfTWoFa0Dxw3XEZuaSbo8cCs14hO8V05GG8OiUFNTQxlNY4zdcgOfk/JA5fJjFfIwuSFf2SQQdKHvEpAtFAR3UF45M3IjL/B5ldyQLRsIuWnqZqXQncUZuZHv/1z9lxz+EeeO7Mbu3acREJKrLHL/0seT6Nu4FE8yilfBgksxuc8rkzdDLq+AbWmJSGIG7aALYoVexeTWWuJ9jX6bEZnnLQqZNDA/3Ip/g6V2RUWsa/ZywqPYn6h4UiKeXT6G3bv34tr9z4qzuH3zx5ohLVBEIpUXQn6LWo/H9dCfqG9hfjUfkJvFl5f9kUX6siJRjNzI/3DyLLl5eRgrb61B8xXWjNzId9mf/i8JDzdOQUVuQC+KthPPIuI3flXH3V6LdjWVOMVXokxPHA5S7CdyypuTcGxSjFesSjqY7E33Cgq7ganttEWFW3fCYUQr1mj0pzs275SfFofjU40o1kpo7LgW/j/RzTGvz6K3Dk9AKjSYjsvvfoYpCTAl4cnqwShXhBIbnbIwqFIB2qXroL3TUXxSRBFCUYXpnA/IzaJLSxm5yQcyychNEcBXAcd5CfDAViE9LlFILr8sk2icmt4Z2vRrtYTVfDz/CcWT02q+PjIF5hq8QiltNhP3ExQb+ZL06iiGNKRWA+XW2PLsC1fF5DenMLyx1Jpgu+A8fk3ET04RKYDpU6PhObEuJTfa6OV0Bt9+opkh91bBSrCulGqJNdcVYG4M8cVYCx0oSyRQUzfE2P0+eHb3Jq76PsF76sn8iSoX3lcZucm1u4tZbuR/NozcKIDYEHKUP8hNKlJSUrhDXgxy9t/DrSNQW4UnGDodViDjPsh8Obk16KSm8nVMzcBbEnB5+QBUpYpKb6gHcqNH0tK+lz8Q+2gP7OvQr3GVrtgXwKvV+KeH0N+Q3pdI0Hv9QwicLo1gmk0IhbJTMjaOy4HL6zvPslmEXLJUUrcMOMolyfIfsT+yTPn9BBnbxfdBSmbAJX/DjiFlKLmpDIdllxH/3ayzlun4gKPoX5n2XbnO8HgU9d3chAdCP32vK957TYOpOp9n6SbT8ShBeDOzcyr4/k4D1x/f7ZCc/W5+nFdm9UjL9m9f6POfFJ3MKvHje4zcMHLzYwnJ9lNGbgoFuUlF5Mv/4DS5Cf6qqQ99/doY7LQVAfHZH7rSUhMQFfUN8fEJuLt1NAw5cqMEvf7r8PbtBwS+eIG30YlI+eaPdeNsoK+vD/ORi/FQZuZIckw0Ir9EIio6c02QHBmAY1sGoWkzUkd9NOs2AidehcsIczTOzOsFPY7cKMFm0QVEx3xFSEgIQkLC8DlaoBsyr8hcpsV+xqWDE9CqJZ+/Scte2H37nVwMRvTD3ehVm1dayoZj4RvMB9Z8vrkRHfQEclMLTj4kqCIVfocmwK6ePur1WYI7Yd/HMy0uHFcOTUZrO75sY5vu8LgZAJEApiXhqed8tKqvD32zv7HyQaC05ikJiI6MxJfIqOwTleQvOOMxFGb6+tC3mwnPYCk9+BL2FLvd58FtozdCf2B+SvryGofX94V5I77OVr3G4mzAV2m9snWVhIeHZ6ENqYeFPXbe+4bIV4cw/p/6XB/XMh6MtUcDIBe+lPwF2wZRF2ARY0zc+1yuj/hikxH+7DhmjTOHfg1Sv7r4Z8kufBQteSmIjYlCTGwsvvgdw+C/aN8Z9MbOq4EI8X+OpyGREJPTtqTFhuPyoYmwa0VlxLYndt0KFPspJSESrwOPYXpvY5SkJFtFQxfVa9Tg2lPPshO2XPVDEu3Y1KhX2DC6OepYt8ao4R1gYUjy7YCZ6+4gTux8IPXzE7gOb8blYTnJHc9lSF9STBT3u4mOEVBKxRuvtWhF8qrZDYvPy9q1UpAo85sTuigt6i22/dsetf7SR9+VlxEvU7aQhpwTPz/HnpU9YNaAb3/L/pPh+zE3nxCyuebgmpEbRm5yIC4/SsrITYEnNzG4e3AWbMpJXSrcjB+lMmgyxgPBmfOMdDKTigCfRWhpa41+AwehvXE9lKIDu1KR4tBUV4d6CXVYjdmJB1e2wboKVSQVjLH1JZAQ+gzXj6/GhM52aFjPBLbtxsD7QaSoMEhhEe/OYFKL8lBTFggEfy5uPATH3wpBw0HYO74VH8CppIJGnYZhaKfG0NDQgIaGHqq0GYfVj4LT1Z3/Nyr8DhZ3qwtNVfn8Vat1xpY7oaLy/OTrhpZCQHHHZXgdyb//wdcNNiXpu8W74XBQHMLuLYe1mpBfTUw7/CJTC050xH0s61kPJcW0/DuqVTpgw80gvuzo11jlUE2M6WnvegMxyV/x5v4RbJw2DHamJjA2aYUZ6y4jIvE7mkm25UEXMdpGk+anAptlV7mncf5eGGilA1VlCZRVisJhR2bEIQ1hr49hbDMdqCkJ7ePPmuajcPaDlCjJFpnpdcpNTK5ZltajBIzMrGBqJA3MJrKoUsUSLhco0CSTuOdY1LI0/055Gyy+GJYu6yjc2DkZFjpFRLx4mdZBiyn7EUGUe9gZjOpvi7+79IB9h3aoIciVShGUUNeARokS0KndCfvfSLOOCr+LpT0MM8pI1U7YfD8CKUnB2PlPA6irF4FyOly48ulvokTrabjHNScSR8c3hwq9L5tGolEFjpseihapyPPzUa8slYsaFtgbAMQFPcJlL3eM7WALs3qmsOs8CaefE6tTJA4Nt0VxLl9V1Jn2H9+IhDD4bJ8KxwnuuPJWpo8SPmD3SDvRlSwpUwNzL8gSIvJ6KoKeHoBjg1JQTVffspYTcSU0E8YkhU5xV4zcMHKjIGli5KYgk5vUFDw6PRx1tKiCUtFDHaP6qKqqyisFLVPM/S+94shMshLhM6eJvCJJNwCSgbtmn1W45bsVLarx5WlVs8TCPfsx1q5KugG+OOr/sw8CZYn9dAhDbAU3hAR6tcxhqFtGnIXSaNpJ6n4Kxr7xduJ9OWUh1MfIHqdexolkhbQmKfwypveuAiWapnS1BjCqrIsS9P9qg7bgfRxvdfl0yQ2tKLkp3XcN3tGP1hees2BM06sYTYTvk+uY0q6EHCb1Rnvgo/BxTWFMCr+G2f2ri2WXrGKG+lX0oE7zqtJ/Pd4TvRHvD/d+VWl+mug+azPcnfqjVnolWrEfvN8IyGXWV/Re3BMs7m0klltpghcSo17AvXMduTqXbr8SH5PlLU4xH3ajT3MNmk4JFeqYw0C7FNS4OivDcu55ZIsTk6qkXcfEagK5oXIoUUbZWvoiBhJJUZj2XY3XQhBu3AssbsWTG2X9tlh1U8aNlJKEu0cH4a9SNC+1CjAwqofKylSm9ZrB5VY8Um8tQm0hDcU6g7yoN8TmlzxeSeFXMLNPVRGvUlUbyPVTzRFb8ezFXnTIJC+9qgZo1LgJbG1t0aKFNexnb8fbOCAt+ADs1Png9wxlSyQoadgXx2j4T8TZ2TDUJW1Shm6dNli6bw9GWJaX6yuJRBNNJpwi7A9HhrdCaVIXpRJotvQ2gFj4unRDNVq/WvZb8YHr1iTc3jIYNagbma+HBsznnpP7uPgWsBFdzIQPIFVUMjBH3TKalOgUQ9tl10Q37A+k7ucf5Qtys4zbAZxslJmXDrID9vl3Pj/fBwUkh7ikOBx55YVdz/fmqX4ii/itur2WzZb6GTlLjryLSUZUCZSqDofFp/H4lT/Wta1IFVU5dJ5zTt4lkGmBKXhzcg6sqmpyX4uyX3a62vqwaN8B7dsPxIrD7xH1dDWacvENSihVsjpqVFNPN0CT+hSH/ZrHtNwonJpkIZr4a3Wdh/8efMLN5YNgWJyve2nTWXhI6pUagPWOTeSIklIFY/Qb1h1WNQQrhQTmTj5IEI0bCbi9oi8q0y/3ci1G4sj193i6ayasBOVXYRjO0i/TNyec0LgYX279cXsRwnm6knB/5/9QnSoONZshWNTPBsUFa4Cg8MzH4+on2S/cRNxdMwDVqLVI19IRh66+w7N982EjWIfKDcaZiDQgOQArHapTrHRRt2YFKKUnNhIJyrRywt2IdAwq0z77gB0jW1DlVBQ1JuzGrb0jUUWoKz2XKN0LR0Jl3Xlf4TmqAYpxz1VQz34Jzj8OwpWF9qhZlMdFt8kCPM+0zExufv0PQ6pKiatEUgZmDktw4uEtbHK0hYqgdOt0wraHfLtSY25iihG/ppCqcQ/sfyHNNzH0KsbU4ush0aqJYa7n8fTlc7i30OaCeyWSKujrehcJwVcwvU1VlC2iTGWdf0e9SBmYWLRE+86dMXjkPnzisk7EnVX9UIXWpZz1CBy+9h7P9syFNZURlSqOOP7yGnbOGIuRfdujYdXifF8p/QUnrzsIDv2MpKQkxMdLLSYvt3RDcaF9xcqjWQ8nuEwaDctS9DehWQtj9r3lahB5bi6MOLenMrRKV0f1KvLEmSclWhi8/RWAUGwbaMH3UTFtDN3pB/+jM2BCLT9cWlVz7AhIwjc/T3Stlc7CJSkGw24bIbVxRmD3gLr0d1UUDQeugO+zIFyY8TeqcrPBlFGlpQv4mkr74pdc5QNys/SKMw77HwG3V9CLA3nmTHa/vvDu4i/plvyYaUJyArz8vTlLWF7qqyP+Xlh9ey2arWDr3ORarmI/7kF7TklpoaXTSQiG/8fr2kKdG3SLoPnATXiXrRJi8O76SRzd5ow+Znp0YFdB3/nHEfDlC75ERCMlCUi4uhyNheBNQZEqa+Cv1kMxbbYTZs8Zi4muu/BCtIoHYIVtTS6/orbjcUswJD3bjHY1lbn7Gro9cCSCmGCewam31PKgWrQJpp95jFTE4b33LDStwn+9F6k3GXeiBJIRgQP/WPGKr35veL+i94P/wz90yreSshXWP+JNNE/2TEIdWm+buafoNPdoXFszEFr0vlL1SigvUZYjWZxC0eyC3S8ElAmokTg8ypYnGIY9cfgFJRFhPhhtQZWjpDnWPksAkt5htUhuqPKWSKCsb4kB45ywYO54jJ01F/vvBENo2Y+77T22jbDi61ikBBqNX4jJxjp8vwn9IpFAtVRtLLsmmExIjv5Y0rgKj3ubaXhAcCd/D1bBphpvhShdqR9OCPfp4++d0gL3o3NFKfGs0mwifGkYVdqDFairzvexpIwFnE5/4LJJifoPQ8rwBKBM8wE4xd/mnn19sw0tSf2VyqHDsgtiQPkdNysU4chgcdiM2AViEIl/dR1nPffCrU9jsd2GbcbjwutgRERFISZKIHWRODSiBY9VvV7wekkRDjuP4c3osgASS2x4Qs14Edcws4OwLEBX7HsvJTRSHD5hVeuKoozoNp+AK1yyNBwYVAfFuLpqwWbsERD0o0VyI+17iWopGLQfjumz52Pm7LGYsuoAtW75waWnKdcm1dK6GDbfDb3+EupJ3y+qiXbLTuHABEOxDjxBIs+VUMVsEm6I1X6C2QZ8e8p2dcIz+ttMvL4IjSrw+enW+gcXZAxo0nYq+CoPkxuycWFj1+bo6dEbgw8Mw6D9Q/PUMWD/YAw/NArzTi3gjrmnnOTO5H76e+R/4Z7wXPhf9pnsPSGdcJZ9Jlxn9ky4R86y18I7wvlHz0gaIZ3sWfZayH/WybkYesARA/cPyVP9NOSAI3rv6oesNsLM6fNCtYhfSnwQrq7fBpct5+FH/AgJcXh90Qfj+taFKrUKmPV2h1+Oxqe3WOpQj1cWSqoY4yWwET6TmCsu6chNCZh2X4YbYkBrqpw5HIjH+3PH4e7igUMB/Ggb98If2xYORBU9up6NXmvsJPG1SX5Y3M9QVFQNh3uKyg0fTmIQJSvFSvSBd7jgOElC6G0frHfejq2P+WndKQHvcGjVJNTTp64MNRMsv05G9CTcWDuEBixL0NX1Cvjw2TCccGovZwHgFEWZymg5zAFWdQWFVA9O52UDlJMRdvciNjpvx6YHvEZPCfwAzzVTYVxTjW+HihGW3YwBEt9hzQB9sW0kfzX11lh+MwAx1GskGqOy1V88ueGsbCoq0K5WiXdjSEpCR0cPZelXvrJmWcw8IxswGoeA095wc9kJ7w+88o9++gKb5vVGBW2+nRqVOuKATLzzj6qTem81jHWpu0OpIvq4XRX7Pz7YC71LCc9qYMT629yzlLd78HcZXllXaumISzIx5cmxH+C7ZhtcPHzxhhh64mPx8vwZjOxZg1pulNBk8AbIhNLg7d5hIq4NRm7MZHZfMkLv+GCD83ZseUj7KeA9jqz5F0Y1aD+pGmPZlc9cU5NfH8UgM152lKoNxekPmURl++9A83I8QdOoZgbXC59Et86zLd2hxVnBNGA1YBcIT4w9P49abgRZ0kTTgatwX7SqpUpdrd9uYEJbXlaUi6ihQqUKGQmMkhpUdaqjmmCdlCG0RLbKmzjivBgbHgP/o4fg6rYHp+iK318fPcXqGV2gQ9/Xqtkbx6Smnh91+c89y+PkhigcM+dGMFnWMA8e5jBe2gB1F9eHweL6Gc6Z3SNphfTCc+F/2Wey94R0wln2mXCd2TPhHjnLXgvvCOcfPSNphHSyZ9lr4X3Dxca0j8zzXF8RGcopeckqfaEiN8IoEx/+AjtXdEEDszqoqqsLFTGwVQkN+64EMXRn+y/6Aeb2rMUrC6ViGH3gnaisSB5Rl5ahUSVhgJagtGF77MvOQjiJCbh3di46/W2IOlWqQr0EVSoSCUrotcNuMt888TkWipYbFTjulVFhrw6hbwNeURbXGoRT6V03ycnwv7YSDr2NYFCtOkppFINEcPuoNYDrLfJZGgef5b2gwSkCZXR1vQzuYzXhDTYMrS0qSP4LuBgM/z2GsNB7mNtFsIioYtAWwd0mg2hKCl7fXIOBfY1gUF0fpWXLVjHB8tuxQEIgVooxNwQ/NfRxvZtNK41MWcJl3GMstDcUY0j4OpdAQ/sNeP7iCPpZ6HLtUdbUw5xzsuSGzyAtIRa3Ts1A+3aGqF25CkoUp0RQIoFm5S44lHH+v1Cy3Dn16jJU1eb7UqmqFVbekBKBhIiTGFhKsDhUxiC3q1xAdvKjDbAoxb9TqeVwOXIjZB4X+hhblv8NM5PaqKKjDWUxUFwFzYZuQoCQEAm4v74v7TslNPxnDV4LvFdMQy+Sk/H6xhoMoDIi10+qZnC5xpOb2Md7pDPq2i+CX6R8zBLJLezoBFThXI+qMGi7XKY+wMvtDtDiXJ8asBq4myM3UWdmoR4Xc0P6XgnaZt3h/UZmypRsXcMvwbFlpXTyKEERzZJQV5P2E9/nfH7l2g7Dgkl2qF2a/2AoWbsl9r2WzRRIif+GK94TYGdngFqVKqN4MRWxjLK1+uHE71h1OR+Qm6yUDHtuoXDFzTDNGtNCRm7i8OjgYrSpXzKj1YFT4LkgNx8uYKwtncmiYoSll+VHvLcHRsBQiCdR1karWaezjOn55ncB0+zroRSNsZEOyjxJIuRmLwmO+HwNE+zoTBslYzhflZb92ccZLakJXd1yHp4K5g5CWYLuw3l4c+ipSwdruTIIublDnAOfcfBfa0oIKmDs7if813aUH9z7VBQHevKukk4b7OSCEN5h5VBj8Vm/DQ/kgm3jgx/CdbQVymlkpnQkkKiYwPVuAtK+PMZMW+qiIVYbk1Hw/ZkZKl9vY1pnIYaHx7Gs2QhcJF6zlDsYa8cHL2ckN2mIfPIfJnStBU0aeySHVQ7JTcKlRahelrRdCeWaDsA5mfXzYh6sQ2MRl+pwXHOTs07EnZsDPbqGjHH3pXgmxx1icG/3PNjWFYJd+bZJ65iO3KRG4fQcC9o/xdB+hidC5fLjFXxc0AO4jLBAOY3vyAhHbnhfXMjllbCjQfrKnZbhtWgBkZKF2yvaojxHuEqj+aQTMjKRirNzzKDJxWuVgo3jfo5Av97RFzXo4pQSlQrotPhipjPvuBJCL2BYC9lgYyWo1eqAnY/9cWpqB+imiwVTrdwKrneigbfb0bg67w5V/6sZPMRYplRE3PPCqA7VoCGsuJzO0sPITdbKhSlghtGflIFCRG7i8GTbeNQWv2glqFjPAnZt2qChvjo14UuQY7fUu3MYbU1jKFRMsfyavFvKf+8wGFBTtpJOLcw992NH/ddXnhhkIh2oi5Wrg+at28C2YQ2UpgNtCb3W2E3iLsKuYpwt3VdKuRN2i1olFmeX9IQOHZB1h+5EJA2niA2+hGl2UquLSplqaGTbBnbN6kGvBFWMxC11i8xA+owDU6ypIqyM8fue8gom7B5mtZRVokVhNPUYP403NRCbRzcT8ey/8aGoyOJCr2FWG2GlXQmUS1dFQ5s2sGteH+Wo8paoGGH57XikhT/CNGtpGaYTDuJnuA0+nseoFhQrErujVhFdNz+h2vcFXLrzMRuSdJabyKf70NtAsERJUKKCASxat4GNWTVxKntO3FIfDo1BJW4KfVE06LxBziUU6j0BJWmQskSzCeac4H1dMefmoCzFx7SHi4zbNAb31o2Avqh4lVC5vhVat2kD06rFKSnl3VJi8GtqFE7MbEr7tDg6zj4KeYkF4kKuYkZraSyXSumqMOdkxEgkWRJVYzhf4V1WwZfcYCu4ezosxivZMCsO4a/Y59iItwAWrYQem59KWQ+CsalrTX7Gn0pVdHO7zj17vrUX9GmblSsaYykfoCPznszlq0Po1UCweEmgVKQsujrf4hJ8+W86zEULkAQS5RJoNsIDQeTpy20wr84HKmvUtMBOSm7C725DJ336wcKR1/qwatMG1iaVoEHHD+aWYor7TypuVnbW8ldoyE1CoAfalaHWArVSaPHPMvi85mejXHEypGtkFIXFkC1yCkdmCM388v15jGlBd8dWMYHzVXlV8Xqfo0huNKpZY+ePfF6xr7Gybz3RqqTduBe2nHnGkYbE64thTS0xGuXtcYx8HYdexv9saNnKHbHLn498jP9wDsMbCQRJF4N23uetRYmfcXCqDTSpMixRpyWcD13n3ADw34/eNFZGqUgLbHyRCKR+xNZRVOlLKmHc3qd8DMhHX4xrKCUeEg0bbHkofK5/xrHZHXUTDqsAABw2SURBVOnsIglEcpMcAa9ZduIssOK1bLBk/1Vwjo0ATzjUo/mpWmLji2SkfXmI6S2EMorBfuU13iWWeS9keTfplRcGNpQqQI3aQ+DDhxwB8XcxowNP+JRkyU30cyzrWkuM39Br3g87LrzkrFcxF2eiMd2fqXS1ATiVzYBiv+29UZ6zyGmi2dB9PPZc7RNxYa41iglWhlp/Y9N9PuYq6Mg4aFErnkmP5RAMDNF+G2FTgk6tLqoNuzHuuBzIRyKdn16dzgxTh+3o3bwyJ+WkRuHkrGYiufl7lrc8uUkKh+eMVlIZqW2LZQev8fV8exh96arUSmrW2ED7PPiSu7gWUtk+qxGYwav3FivsjHgcy9TAZGG+N6nPNx8MqK3DEzEtA4z15OdrPdtmL5KbMnXa49APovzj729BpzpSS2Cpyu1whFrEUp55oI2BEKwugWo5E8zlzHUAnm9DI30+Dkj9rybYQabBxzzCnFZ8ADmxflW2HYo9l/nFJb+cHAOjMrxM6hmMwMUff6dkKZPZSsDcUsyl45a1ImdkJyNGhYTcJOHyglb8YmSqZVBv+Fq8FkMd0nBkVC26VowW2o/zokGz2Rp6gGyTGyWUrzcJN74X3wDgy/W1aF2RHzxVTXrgwBNx+gY+nZiOhpr8szJV/gduCbroe5jZmQ7Eyp2x/wOJSYjC4UmmIokoZTYVN7lV3IDYV0cxsB5VAjVawt2Xj5kgLY26swEdyvP5qxS1hxf5KE/0h0tvIZahCibs5yc8x732hANdu4coAJ2OS/HsmxDe+xnH5nSiZJGQm0ccIUoIOIlhxjRuqHoLOJ+X+mNiHm5DJxqXpKTWA56EH359gGkiuTHCnBP+crFM2ewdMVn0/e3oLkyZlkhQf6yndH+msAsY3IJ3s/FuKX7dnHBfZ1jTVZiLmveDtzBrCEDg4XEwopYu3ZpTwNsJxOK+c5GAE/82pIHMurCbe1bqaom/h0nm2mJMUJXWU3CDztJ5sqm3aLUz7ekGfimaeJybaYmihAypaaPh/7YhUJwRn4C9gytT61k5dJ1+ShpongW5ifM/jiFGtJ/0beDCrTzNNyfm/hb8TQm2cpGeOEQDh4N8peTGdNwehIj1EGB4IyU3pfUx6ag0Ejfs+DhUL8O7vjRrdca+t/zMLCm5UUb1xrNx/wdT4sIuLoUtrReJzarRa4eUNL73RkczYV0hJVRuOAo3KPlKvOUO00p8W7UNe+K/KCDi/HyYUwKjYemIszKB4i93DKHT/5VQ2WQuHgnN+5VnRm4YuWHkJlcyUEjITQDc7GryX7JaBph6nk71TY3AvQ3D0bRcCapUyqDd/7zEKeLZGrM4ciN1SwlBlsK7sm4pPYOR8M3wVSukTMa9LaNRk1pVDKedFh7g29UdGGNRjQb2SlC68lhcJk9T/LC0P90tWsUSG++H4dH+/6EaJUFkjRPH3ffFINyAs4vRmFoGyg/cwltNCId5cgzz/64DLfpMpWgveBLek/gabn2Fr9ji6Lf2FmcBSnjrjYH6PBEi5MZmznGQpWm4v+R32Dq2uWjt6LeBd/0EXVqOZjR/vX7rREtC8rOTWNjFAGXp+idKat1xhJKbqaJbqiamHnkhtoOWlKNTsO8K2AnuCaXqmE6nWXOZvPFEb3O+D5U1dTD7LCGVabixaoi4CJzZPF+xvAifTRjeuLK46KFOzcnZJDffsG+4KbWK6MJuzjkxz3dH/kHtEoL1QRud5p0VV+t9tqWfSG5qtJsIzmOIV1hsUZUnMHqmcLpC/Y7JYbixaiAa6AhWKj10mXZKavXKxC0lpbhA4IVlaEL7qZyDdO2XpKcnsLCTAbRoPykX6ZEpuan/v8zIzRfsHtKQJ7ylamDKCaHEbzg4rAlKcoHsajDsIy3vqeiWUkKVhpNxU8rzRcyEi/BLzmgpBO2raqLDugfCI+DbJYy2oDKsUhrN/z1L3aSpuL2iFypRV29F0//hLlJxc1kfVOB+gyqwWH5XzCf0zGoMMC1PLZKE3MyRkpuUtzi7aQR6dOuG7oOW4lSAAk06jNzkSrExS0ZGS0Zhw6SQkJuXWNqMLuWvVhoGtuPhOGMQ7KwNUEUuSFQVjfqvwWvBCCEObT+4eE9ibqhrSKkkxh95L2dheLPvH9EtpVXTHkc5Z39m+SXi9jpHcVG50lU7ot+0KejV2xz1KtBFzijxUS/XCfs+pQGJz7CAzpZSVi4Gy9Z1UUNXCMItCpsR2/AmTjrD5PWpeeKqwiV0rdF9wgz0H2QBk2pa1IXBExYltSZY9TAeiH8NV9FyI4HphEMc8UsKPCZDbrThuOWOdEfw8LuY01lwiRHLDU9uPlxYBDNa/+I6lug6fgb6D7GESbWyohuOC4JVMceKBwlIi3gk45bSxfBt96VlZAZfFvcC/1sECxrDoWIwEhf51Qi5tyLIlz9di6hoyWZY/4Rglowry/ujPK2zVo1uGDB9Mnr0bAADPYE48HiVrNITnqQ/svz7hv0iuVFF5RZ94RMUgY/3VqONsRAjI4GkggVcr0gV5NNNfVBSiLcy64FDr0hZzzHPhAZ1F9GCUZtJcJzugJaWdVFRnP1H6lcUFo5b8U6oHrHciDE3ymg8cgPeylha3p5ZAFOxn6zQjfTT4Ez6SbUx3G/yvrggX2nMjXoXF7yWVl1E5O3+4ahEXGsk5qXLdnyIicGj/ZPRSJNiWboG5p+jpioAUsuNBHr1h+CM4EIUc5RefPZdBltq8VTTNMeK29J8EHwKfRrx61CpltHHvMsCSwrBtj6N6KrQKqjedDECkYxL87rTbRmUoFunNwbNmIBuXU1RV4dasyg22rUH4jSpU9o77J36tzReTaKMel0WgHoUpZXM7RUjN4zcMMtNrmSgkJCbZNxY1RmVhIBZOkBxypTMxFERCAGZldMLR/xzMBLFPIZTdzoVXCKB1QIfudlQ0ZcWw7gcJQ2l/sJEbz6mIGMJaYi864Fe9TNbiZUs0qYiuiwkamXg6PkVKa8Oozfd1FJoC38uBtN+M3FDNKfwpcW/OYf/WVEilg4DiUQVKsJUcIkE7Vc+BmIDsUZmIT2ljsu4rRFSA7zQhyoTicQEc05KAYt74YUB4m7hVTDtOB/KmvzOFxNtpAG98vVVkSu7tet9ICYQK/tKZ2TVdNyKzJZPyYhj5nc+nF0KC2EvrE7OcnEhT3aOhiENFC1WcQR8owm7TcPna+vQua40XkOuzsL2BgTHYnoYeVBmZb3Mq8AtCOhqW1u6XYaSEkrq6kGnjKziLA3bmccgevlI3KvHAHHvMklFayy5SEhFMi45t4Hed2bzFJGR6WKNBuKk6F5JwMPN/UVZ0mozBdeDBeYDJAT4YIIQQ5ZBRtL1k/MNrqWfL7uhhTCzSa0dPOQWbqRgBJ/GIANB9kpAp1w5aBWn8UISTTSccQSy+9aSQOCadAaWko4RZp3hg5czg/bLZWe0oG4pVY2W2PZKxvf79hDa0tWd1at2k65NE38Dk62E2XNFYDL8EGfRCbvogtb6wrYL/O9W7HdlmZljJatj2oUk4ONRdBfXdeLTlzEeA5kZ/plVOfv3GLnJlWIrbFYK1t6MlqpCQm7IWBKCg6smwsJYH5XKFoWmpg7q1GmMFgOnwH1Ob3Gp+Qrt/4VvNtcs4UeoeNxZP1Jcxbf6hJNygzQ+XcDAphX4AE712hi0/0cRxWnwu7oDfVqbwaBySW4DzsqV66GJnQNmOc1ALzNKfHTMMN83CqnvfDG5rdRKQgZhrWoG6DZuPb63lM7Hp94Y3s0C9auXQUn14ihfvjbMrXpg/Ox5GNWa5lWkMv7ZQ5YyTMBDj7GoSElP0R4b8TEFSAu5jEmNBGtSY6y6+FEcrCOf7oc9tYIoaQ/CYX/p1JmgF8cxsocljKtroZR6cZQrXwvmFt3wv9nzMbYdje1Rq4Ahu14AaVG46NJPdP1oDtiAn7H2xz3fB4cavPLR7rMVIWLMFfD2+Cw059wtKqg9/aTM7tQpeHJxM3q2NEGdSprQVNdA1apGaNp2EOYumIouRrwSVCrfFIt8pDFEIhgZLvywzLKWvKVKjkBowLDjXFxLZ6UgbsC+wuJ5uu2x4ibFNO0TdruMRbP61VFBqyhKltSFgUETtBoyDStmdROtTlW7zsF1GYthpP8hDNCmxMJsPM69oy4tWt+g58cworu0nzgZseyOcbPnY3RrKstqFTFs52PujaSAsxhjI5BAE7jdkA+qF2B44z0XzWrriDPpiLwqqVeE+bD1eJF+e7DAU+hhQmNlyphgtLfIzoTspOfA0xjShN9SoUj5EbgursZNfvZnYN+If1Z7yCFp8PTnKxjehu5dplsPTheEOKAk3Du9Bl2s6qFWBQ1oqmuiWjVjNOswDAsWTEKbmjxuqtVbYtWdZCD0CqZ2kJJwtbJmGLTykuhSlFYyl1eM3DBywyw3uZKBQkRu6OAS9gBXjm7GvgOn8JYGLwLP4DXfAQ6OM3DsgYxJO7vjUawfTiwcBQeH6dhxK0a6cip9//3ZPRg+wAHDVnriiezK/t/LPykUAdf2Yc+uXbhx8yNSOc9SPF4dm4/RDg5YtOu+GPQc6u+D2eOGwMHBAQPnLcThOwHZiE2JQshdT+zftR0XfV8hgX7oBl9bjSkODpi6+iKChQDOKH/sXTYMDg5jseq/YOoaSsJb360Y7uCAUfN24v1nqesLKWG4tH0mBjk4Yumxd9xS+vLNjELYPS8c2LUdPhdfIp6SjNBb6zDVwQFTVp6HsB1VashbbJ46FA4j52D30y/ZaJd8SXL/Jb7H1dWT4OAwBvvOhsi5DhHrh1OLRsNhggtO0FWI5d8NwuvLe7Bn1x7cvhNEjDpkWg2eHZmFEQ4OcN7/RNz0VO69DP+8hLMVJTdqJVG9oS16trNEs2bNYdG2Lfov3IprwqQzuXfT8PrUEq6P/7fkP7xMTwRC7sHXezP2HzyDQDpbCqkPcXCWAxxGzMPpp+kDveLw/thSODoMwMxtD78zxT4Kofc8+X7yfQVhi6iQG2s4Gfl31QUEid2egld3NmLsAAc4TNuNl98E4ZFrBPdP2KMTcJ3qwLWFyJTz9kvc1hAZUwJvTmzFkAEOGLn+JL+ieGaJyL20ONzxXIZhDg5YsOUaUuTcyhHwOTADQwbNwr5HYoVJwBqeXdmDkUMGYMnuc9KAa6GMuA/wu7gLe3btw717Aln7iod7/oWjgwNWeL0U3aTfHh7HrOGkTYOw0vO54ogNqQsjN7lSbMySkdGSUdgwKXzkRhi82Jkh8NsRkCE3mrXgsPM5kBCKT5+CESKwh99eJ1ZgnkaAkRtGbpjlJlcywMhNnh7ZWOUKFgIvpW4plfJou/RKBitfwWova81PI8DITa4UW2GzUrD2ZrRUMXLz06MPy4AhkF0EZCw3Em20nH7651xt2S2Wpcu/CDByw8gNs9zkSgYYucm/wx6reb5D4Cv2DKtP1ysqgQY91uGdbBhIvmsPq/AvR4CRm1wpNmbJyGjJKGyYMHLzy0cnVgBDQIrAw1V20KSzz7RNOuNYdmaQS19nV4UNAUZuGLlhlptcyQAjN4VtsGTt/bMIvDqG9rX41ZDVmg7EqezMIP+zNWal/0kEGLnJlWIrbFYK1t6MlipGbv7kwMXKLpQIvD7lgSlTpmHJsbvitPdCCQRrdNYIMHLDyA2z3ORKBhi5yXp4YSkYAgwBhsCfQYCRm1wpNmbJyGjJKGyYMHLzZ4YsVipDgCHAEMgaAUZuGLlhlptcyQAjN1kPLywFQ4AhwBD4MwgwcpMrxVbYrBSsvRktVYzc/Jkhi5XKEGAIMASyRoCRG0ZumOUmVzLAyE3WwwtLwRBgCDAE/gwCjNzkSrExS0ZGS0Zhw4SRmz8zZLFSGQIMAYZA1ggwcsPIDbPc5EoGGLnJenhhKRgCDAGGwJ9BgJGbXCm2wmalYO3NaKli5ObPDFmsVIYAQ4AhkDUCjNwwcsMsN7mSAUZush5eWAqGAEOAIfBnEGDkJleKjVkyMloyChsmjNz8mSGLlcoQYAgwBLJGgJEbRm6Y5SZXMsDITdbDC0vBEGAIMAT+DAKM3ORKsRU2KwVrb0ZLFSM3f2bIYqUyBBgCDIGsEWDkhpEbZrnJlQwwcpP18MJSMAQYAgyBP4MAIze5UmyFxZLR2K058tvxu/qGkZs/M2SxUhkCDAGGQNYIMHLDyM0PLDemSxrBaIEpjBc3gNFCU+6ov7gB6jmZov4iMxiRY4Ep6i/mz1yaRWaoR+6RZ+Qd4Tn3vhnE94U8uecNuPvGS+h5cQOuTJJW7p7s8yV8GvJcSGOy1ByNXZv/lj5l5Cbr4YWlYAgwBBgCfwYBRm5+iyL8XdYERZVj7tIUVqtssfveXjx8/wiPPj7izuT64cdHeEDOH+ghXJMzvf7uc/pOps8/kHIec/mSs+w1KVO8x10L/0vPpD7HHp2AxfIWaOTa7Jf3KyM3f2bIYqUyBBgCDIGsEWDk5pcrQUURjt+ZT0OXJmixuhXuBd/PWobyUIp34e9g5doS5i6M3JBukeShvmFVYQgwBBgCvw8BRm4YucnELSWQm2vvr/8+WVRASS+C/GDlYotGjNxwaDJyowChYlkwBBgC+RABRm4YuSlA5MYvxA/W7q2Y5YYORYzc5MMxmVWZIcAQUAACjNwwclOAyM3L0FewXWUHEjP0q914LOZGAeMPy4IhwBBgCPwSBBi5+eVK8Fcr2V+Rf351S/mFvITNSmK5YeSGjBfMcvNLRk2WKUOAIZDnEWDkhpGbAmS5eRHsBys3FnMjjDuM3AhIsDNDgCFQuBBg5IaRmwJEbvwIuWGzpcQxjJEbEQp2wRBgCBQqBBi5YeSmIJGbkJdosYK5pYQxjJEbAQl2ZggwBAoXAgoiN49PaqG+izXMXK3QwNWSHfkcA+PlTdF8lR2ufryXr34PL0LfobmbHUyWN/vlMmjmaglDZ2vcO14WuKIC+BZRzHFeAjywVQjujNwoBEaWCUOAIZDvEFAQuXl+qgxsXRujlWsj2Lk3QusVjdHavRHs3My5g1xz/5N7rubcwd1b0ZhL34rcczPn0pB3SR5cOjf+PT4v4Z45Wq+g+bk1Av8u+b8xVy5XJpef7Lt8mXYkP6FumdTju/UV6ubeGCQPaZkkP9JOoW6yZWbSfrl3BYzouxxuQrtk8ZC/J+DLYUTKFepG6pEec1o3ufpyaYS6CfXl28W3vxFsXRvg7zWWuPbqIBD3Eoj1y/tHvD/8A8/g7xUWaOXWUNrPbuZ8f6WXS9L/6e4RnAS55GTuu3LJv2vt1gSPT2gxcpPvBj5WYYYAQ6BgI6AIcnNJDdEXiuO6lzaue5bFDe+yuHlUGze9tXHDqyx3kGtyjzy7QdJ40jT0Hveel/w9Ll1m94T8xXe1+DJImbJlyKYj9UhfN6EesnX7Xn1JPWTSXffUkrbze2WStgr5ydRNDiPybvq6CfdkyuTaRfMS8OWwFPKXqVu2yvxO3bh3yTPvsrh1TAdhV42Ae42Bu43y/nG/KWJvmuDOcV35vvEqiwz9lR5zKqukbzjZFeSXyEhmMkjeP6qN60d18O18ceCSmmKsNsT6wyw3BXvMZa1jCDAEfgMCiiA3ZEAmgzsxzbOjYGFwUQJcyEeHj+T3469IYsPIzW8Y9FgRDAGGQMFHQFHkRlHxBiwfxVkAGJb5E0tmuSn44y5rIUOAIfCLEWDkJn8qQEZcCm6/MXLziwc9lj1DgCFQ8BFg5KbgKklGgPJn33LkxkYhYw+bLaUQGFkmDAGGQL5DgJGb/KkAGXEpuP1GyM19S4UMJYzcKARGlglDgCGQ7xBg5KbgKklGgPJf315UQapvcSS9mqWQoYSRG4XAyDJhCDAE8h0CjNzkPwXISEvB7bOLEiRfqYCvIQ8VMpQwcqMQGFkmDAGGQL5DgJGbgqsoGQnKf317UYKkq9URER6kkKGEkRuFwMgyYQgwBPIdAozc5D8FyEhLAe0zVcBXFdHPZ+Bz+BeFDCWM3CgERpYJQ4AhkO8QYOSmgCpKBe1zxIjU75MPsmDilTKIDvfDt+h4hQwljNwoBEaWCUOAIZDvEAg7BJyTAL4KXD6eKcTfpxAZ1gUEaxWkXdJA7NNJ+PZNMVYbMhYxcpPvRmRWYYYAQ0ARCCRH+SHhekPAR7mAKAlmsVDY7tSMOP2m34Qa4CNB9KMx+BQcjshvcYr4aXN5MHKjMChZRgwBhkB+QiAmGYh84sRv1udLfP6MHDAMmAz8PhngiU3ydQOEvruDj8FR+Po1UmFDCCM3CoOSZcQQYAjkJwQSEpPx9XMgUh525jdIZO4pRvAYwf19MnBRGbiqjbi3GxD+JQ7h4RH49u0bkpKSFDKMMHKjEBhZJgwBhkB+QyAtLQ0x8akIDnqPmIfDARLU6MtcVL/vy51ZSQon1mq8tfR+C6TFByI1JRGpaUBqaiqio6MRERGhkKGEkRuFwMgyYQgwBPIjArGxsfgYFIGg4BAk3O3IW3AuEJLDFC/DgMmAwmXAR8L9xlKuVkXc+z1ISzdoEHLz+fPndHdz9y8jN7nDjb3FEGAIFAAECLn59OkTF8wYFBSEuIdDkXrLmAtyVPjAzggTI42FWQZ8JEi9oof4e90Q/sYTnyOiMowghNyEh4dnuJ+bG4zc5AY19g5DgCFQIBDgLDcfP3IE5+OnIASFpyI+8hXS7pjypnPypcnF4rDp4ozsMUtOzmVAjXf3npcg6YYpIl7vw6eQL3j/KQKfMyExzHJTIIZV1giGAEPgTyKQmJjIBTASgiM94vA1Kh4R7y/h63NXJN1qyltxiKvqohJwUYUdDAMmA1nKgBL/u/GRIOWGAaIeT0ZUyB3EJACxcfHc7y0mJgaRkZFyBwkoTkhIUMiwwCw3CoGRZcIQYAjkNwTI4Prli/yiYSTImPj8PwR9wYewNIS+u42vAV5I/bAOabeMgIuq9GAkhxE9JgMZZYD8PlSQetMAMU/GI/z1foQFXuF+T1HplrAhs6I+fvwod3z9+lVhwwgjNwqDkmXEEGAI5CcEyOyMlJSUDFUm98jAm5yUhMQUICkNXOBjWvw7IOYJOxgGTAaykAEyCyo5KQGJqeB/Q0kp3Gwo2R8b+ZBITk6WOzL7Pcq+k5NrRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkeAkZs830WsggwBhgBDgCHAEGAI5AQBRm5yghZLyxBgCDAEGAIMAYZAnkfg/+qCPUK/ptiYAAAAAElFTkSuQmCC" /><br />
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<span style="font-family: "ar cena"; font-size: 20.0pt; line-height: 115%;">OBS: Se você
ainda não fez a conta no educar e acessou a plataforma entre em contato comigo
: 51-993313636<o:p></o:p></span></div>
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<span style="font-family: "ar cena"; font-size: 20.0pt; line-height: 115%;">ATIVIDADE 10 <o:p></o:p></span></div>
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<span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">1-Link da atividade no blog ( você deve ir lá e comentar seu nome )<o:p></o:p></span></div>
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<span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">2- As expressões abaixo são monômios? (responda sim ou não)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">X²<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">-3<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">X+y<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">2xy<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">X²z<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">f)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">Abc<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">g)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">A –c<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">h)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">A² =x<o:p></o:p></span></div>
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<span style="font-family: "ar cena"; font-size: 12.0pt; line-height: 115%;">(após concluir tire uma foto e envie
por e-mail – liafigasatividades@gmail.com)<o:p></o:p></span></div>
<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com14tag:blogger.com,1999:blog-1214999243318485479.post-54496531261683490282020-06-20T08:37:00.000-07:002020-06-20T08:37:28.595-07:00Como usar o Gogle Sala de Aula como aluno ?Para meus alunos do Odila e do Paraíba e a todos os alunos do RS.<br />
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Acho que estas orientações podem ajudar vocês !!<br />
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<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-20444725884109514702020-06-20T08:20:00.002-07:002020-06-20T08:20:46.900-07:00Odila- Turmas 108 e 109ATIVIDADE 02<br />
mês de junho de 2020<br />
<br />
As atividades devem ser enviadas para o e-mail : liafigasatividades@gmail.com<br />
<br />
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" 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AGORA É COM VOCÊ !!</div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.5pt; line-height: 115%;">RESOLVA AS EQUAÇÕES DE 2º GRAU</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 15.0pt; line-height: 115%;">1) x² -5x + 6 = 0 </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 15.0pt; line-height: 115%;">2) x² -8x + 12 = 0 </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 15.0pt; line-height: 115%;">3) x² + 2x -8 = 0 </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 15.0pt; line-height: 115%;">4) x² -5x + 8 = 0 </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 15.0pt; line-height: 115%;">5) 2x² -8x + 8 = 0<span style="mso-spacerun: yes;">
</span>Bons Estudos !!</span></div>
Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-43654272634045957532020-06-20T08:18:00.001-07:002020-06-20T08:18:14.785-07:00Odila- turmas 108 e 109 ATIVIDADE 01<br />
mês de junho de 2020<br />
<br />
As atividades devem ser enviadas para o e-mail : liafigasatividades@gmail.com<br />
<br />
<br />
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<div class="MsoNormal">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%;">Olá , para esta atividade vamos resolver estas equações de 1° grau.</span></div>
<div class="MsoNormal">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Resolva as seguintes equações do 1°grau:</span></div>
<div class="MsoNormal">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Arial;">a) 5x + 2 = 12</span></div>
<div class="MsoNormal">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Arial;">b) 3(x + 1) = 2 (x + 4)</span></div>
<div class="MsoNormal">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Arial;">c) x2+ 23x = -1112</span></div>
<div class="MsoNormal">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Arial;">d) 2x - 32= 23</span></div>
<div class="MsoNormal">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Arial;">e) 43x = 12</span></div>
<div class="MsoNormal">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Arial;">f) (x -1) = 5(x + 1)</span></div>
<div class="MsoNormal">
<br /></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Arial;">Bons
Estudos !! </span><span style="font-family: "AR CENA"; font-size: 18.0pt; line-height: 115%;"></span></div>
Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-39963675983311976142020-06-12T15:43:00.003-07:002020-06-12T15:43:51.078-07:00ODILA EDUCA PELAS ONDAS DO RÁDIO !!<div class="style-scope ytd-expander" id="content">
<div class="style-scope ytd-video-secondary-info-renderer" id="description" style="text-align: center;">
<span class="style-scope yt-formatted-string" dir="auto">Com muito orgulho , compartilho com vocês este projeto lindo da Escola Odila, onde eu leciono a noite..
Estreia nesta segunda, 1º de Junho, uma série de programetes chamados "Odila Educa Pelas Ondas do Rádio".
O projeto é uma iniciativa da equipe diretiva do Colégio Estadual Odila Gay da Fonseca, vizinha e parceira da rádio, que no momento de pandemia trará suas aulas para as ondas do rádio.
As professoras e professores de diversas matérias darão orientações, dicas de estudo e resumos de conteúdos para os alunos em casa poderem continuar aprendendo durante a quarentena.
As "audio aulas" irão ao ar na programação todos os dias, em diferentes horários com as matérias.
Também haverá um banco de dados online onde os alunos poderão acessar os audios para ouvir a qualquer momento. </span></div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
<span class="style-scope yt-formatted-string" dir="auto"> BLOG DA RÁDIO</span></div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
<span class="style-scope yt-formatted-string" dir="auto"> </span></div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
<span class="style-scope yt-formatted-string" dir="auto"> </span><a class="yt-simple-endpoint style-scope yt-formatted-string" dir="auto" href="https://www.youtube.com/redirect?v=XWR_4APwjFw&event=video_description&q=http%3A%2F%2Fwww.ipanemacomunitaria.com.br%2F2020%2F06%2Festreia-nesta-segunda-odila-educa-pelas.html%3Fm%3D1%26fbclid%3DIwAR07vALX0eA8CbrYXcLrF8rGrZzXEdOtIrkCvfGofz8H9n5A7w42guYsaLo&redir_token=bY4XYX-iBESoPPc8dwjMi7Yj8vd8MTU5MjA4ODEwNEAxNTkyMDAxNzA0" rel="nofollow" spellcheck="false" target="_blank">http://www.ipanemacomunitaria.com.br/...</a><span class="style-scope yt-formatted-string" dir="auto"> </span></div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
<span class="style-scope yt-formatted-string" dir="auto"> </span></div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
<span class="style-scope yt-formatted-string" dir="auto">FACEBOOK DA ESCOLA .</span></div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
<span class="style-scope yt-formatted-string" dir="auto"> </span></div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
<span class="style-scope yt-formatted-string" dir="auto"> </span><a class="yt-simple-endpoint style-scope yt-formatted-string" dir="auto" href="https://www.youtube.com/redirect?v=XWR_4APwjFw&event=video_description&q=https%3A%2F%2Fwww.facebook.com%2Fcolegioodila&redir_token=bY4XYX-iBESoPPc8dwjMi7Yj8vd8MTU5MjA4ODEwNEAxNTkyMDAxNzA0" rel="nofollow" spellcheck="false" target="_blank">https://www.facebook.com/colegioodila</a></div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
</div>
<div class="style-scope ytd-video-secondary-info-renderer" id="description">
</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/XWR_4APwjFw/0.jpg" src="https://www.youtube.com/embed/XWR_4APwjFw?feature=player_embedded" frameborder="0" allowfullscreen></iframe>..</div>
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Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-20796191459025206092020-05-29T17:08:00.002-07:002020-05-29T17:08:40.407-07:0020 mil inscritos no meu canal !!<div style="text-align: center;">
Passando aqui no blog, só para agradecer a todos vocês que me acompanham ....</div>
<br />
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</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQQultwYtm1RXlhsryNYf1eVHPwK2_pKkLTPZGgLMq3CwB4enz4NkRiG8H_aZCicgcJSiZR3OVQIKXValPJtW1sJSRvQP_is8dCxIXC12xugyVvsLbwj73XC2vQrcVTla5q6AhoVW0cQc/s1600/Slide1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQQultwYtm1RXlhsryNYf1eVHPwK2_pKkLTPZGgLMq3CwB4enz4NkRiG8H_aZCicgcJSiZR3OVQIKXValPJtW1sJSRvQP_is8dCxIXC12xugyVvsLbwj73XC2vQrcVTla5q6AhoVW0cQc/s320/Slide1.JPG" width="320" />..</a></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Abaixo tem um vídeo para agradecer todos vcs !!!</div>
<div class="separator" style="clear: both; text-align: center;">
OBRIGADA !!!</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /><iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/aFbKmT7fqY4/0.jpg" src="https://www.youtube.com/embed/aFbKmT7fqY4?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-72514104201378829622020-05-11T17:05:00.001-07:002020-05-11T17:07:36.279-07:00DOBRADURAS E MATEMÁTICA<div style="text-align: center;">
Que tal aprender matemática brincando ??</div>
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</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIFRLkeL8T_6Qq6IDnnI62fNMjUNGxutV1LGRmlh33bOjAIFw-EZ8CEHyCs3ZCYOp3Sy_ac_x6FzLtSkKQweVNOHOPnoE81inAfuEf3Qcu01XbfgVQF2k4vaJdxCcz7o8T4z4H_32A93I/s1600/FOTO+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="364" data-original-width="646" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIFRLkeL8T_6Qq6IDnnI62fNMjUNGxutV1LGRmlh33bOjAIFw-EZ8CEHyCs3ZCYOp3Sy_ac_x6FzLtSkKQweVNOHOPnoE81inAfuEf3Qcu01XbfgVQF2k4vaJdxCcz7o8T4z4H_32A93I/s320/FOTO+1.jpg" width="320" />...</a></div>
<div class="separator" style="clear: both; text-align: center;">
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CLICA NA IMAGEM ABAIXO E SE DIVIRTA..</div>
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<a href="https://bit.ly/2yXxmLe" target="_blank"><img alt="https://bit.ly/2yXxmLe" border="0" data-original-height="354" data-original-width="642" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoMtUeZdNtsFrJwR5k89G-MFRoZKoJ0Nvq9ZZc2vW1H8F5QPfDnYZQvhSvqsBKQQh47m3hkJZSz72H5H4oRrFRwYL9fsHfgvgndi73nZEu8roeoPwQjGwjtGbiWSrWFN6Mz9_ix9uyyoI/s320/FOTO+2.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_zr46tMfox-OHw4O52yueXMFEOEtSbkGhDLhB_kPGCPACjSdZ8tvGoMA1ACqGkjIaUGLVawu4qCXMxS0WQD-CQiGF-tURCqRXF_WVLsrL05V2QKHIGu65yER1lEeUZW41tYuTiKWP6No/s1600/propaganda.mp4" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-54274316100074690152020-05-04T08:45:00.003-07:002020-05-04T08:45:40.273-07:005° aula online dos alunos do ODILABom dia!<br />
<br />
Vamos a nossa quinta aula online.<br />
<br />
Nesta aula você deverá pesquisar na internet um problema de matemática sobre algum assunto abaixo:<br />
<br />
*equação de 1° grau<br />
*equação de 2° grau<br />
<br />
Após escolher uma, coloque o exercício em uma folha , com as explicações passo a passo.<br />
Esta folha será entregue na volta as aulas.<br />
<br />
Beijinhos e até a próxima ... Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-65130324687303339902020-04-24T17:30:00.001-07:002020-04-24T17:30:16.651-07:002° AULA ONLINE - B31,B32 , C11 E CJBoa noite galerinha linda do meu coração !!!<br />
<br />
Vamos a segunda aula online ....<br />
<br />
1° TAREFA ( Assistir os vídeos abaixo)<br />
<br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/MHtQMQisC-w/0.jpg" src="https://www.youtube.com/embed/MHtQMQisC-w?feature=player_embedded" frameborder="0" allowfullscreen></iframe>...</div>
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2°TAREFA ( Copiar os exercícios abaixo e resolver)</div>
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BONS ESTUDOS !! </div>
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<span style="font-family: serif; font-size: 20px; left: 200.8px; top: 784.4px; transform: scaleX(0.997906);"><br /></span><span style="font-family: serif; font-size: 20.0474px; left: 587.621px; top: 917.341px; transform: scaleX(1.00072);"></span>Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com2tag:blogger.com,1999:blog-1214999243318485479.post-49489571882141663862020-04-22T05:27:00.004-07:002020-06-20T06:36:54.615-07:009° AULA ONLINE- turmas 84/85/86Bem vindos a mais uma aula, para que eu consiga ver sua participação
lembrem de deixar aqui embaixo seu nome ou sua turma ou deixe seu nome e
sua turma embaixo do vídeo no youtube.<br />
<br />
Estou acompanhando o desenvolvimento de vocês .<br />
<br />
Conteúdo : <br />
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MONÔMIO OU TERMO ALGÉBRICO </div>
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1° ATIVIDADE</div>
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Assistir o vídeo abaixo</div>
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2°ATIVIDADE</div>
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Ler com atenção o conteúdo do livro e fazer os exercícios do livro</div>
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páginas 107/108/109/110 </div>
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3°ATIVIDADE </div>
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Colocar seu nome e turma aqui embaixo no blog ou lá no vídeo que vc já assistiu ...</div>
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BONS ESTUDOS</div>
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ATIVIDADE DA SEMANA </div>
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22/05 á 30/05</div>
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Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com9tag:blogger.com,1999:blog-1214999243318485479.post-25795692099594726922020-04-22T05:21:00.002-07:002020-06-11T15:48:39.152-07:008° AULA ONLINE - turmas 84/85/86Bem vindos a mais uma aula, para que eu consiga ver sua participação
lembrem de deixar aqui embaixo seu nome ou sua turma ou deixe seu nome e
sua turma embaixo do vídeo no youtube.<br />
<br />
Estou acompanhando o desenvolvimento de vocês .<br />
<br />
Conteúdo : <br />
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VALOR NÚMERICO DE UMA EXPRESSÃO ALGÉBRICA</div>
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1° ATIVIDADE</div>
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Assistir os vídeos abaixo</div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/IF-coepHL9w/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/IF-coepHL9w?feature=player_embedded" width="320"></iframe>..</div>
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<br /></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Mg2uJMzZKgA/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/Mg2uJMzZKgA?feature=player_embedded" width="320"></iframe></div>
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2° ATIVIDADE </div>
<br />
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Ler com atenção o conteúdo do livro e fazer os exercícios do livro</div>
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páginas 104/105/106</div>
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3°ATIVIDADE </div>
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Colocar seu nome e turma aqui embaixo no blog ou lá no vídeo que vc já assistiu ...</div>
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BONS ESTUDOS</div>
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ATIVIDADE DA SEMANA </div>
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15/06 á 19/06 </div>
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Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com27tag:blogger.com,1999:blog-1214999243318485479.post-31011672064857572692020-04-22T05:12:00.004-07:002020-05-31T14:44:06.526-07:007° AULA ONLINE - TURMAS 84/85/86Bem vindos a mais uma aula, para que eu consiga ver sua participação
lembrem de deixar aqui embaixo seu nome ou sua turma ou deixe seu nome e
sua turma embaixo do vídeo no youtube.<br />
<br />
Estou acompanhando o desenvolvimento de vocês .<br />
<br />
Conteúdo : <br />
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RAIZ QUADRaADA EXATA DE UM NÚMERO RACIONAL NÃO NEGATIVO</div>
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<br />
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1° ATIVIDADE</div>
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Assista o vídeo abaixo </div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i9.ytimg.com/vi/wV8JRmjYcfw/default.jpg?sqp=COzlgPUF&rs=AOn4CLBbgFEb6zdbwX5Ibpg6HpzvBF3Ptg" frameborder="0" height="266" src="https://www.youtube.com/embed/wV8JRmjYcfw?feature=player_embedded" width="320"></iframe>..</div>
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2° ATIVIDADE</div>
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<br /></div>
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Ler com atenção o conteúdo do livro e fazer os exercícios do livro</div>
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páginas 50 E 51</div>
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<br /></div>
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3°ATIVIDADE </div>
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</div>
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Colocar seu nome e turma aqui embaixo no blog ou lá no vídeo que vc já assistiu ...</div>
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<br /></div>
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4° ATIVIDADE</div>
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<a href="https://forms.gle/V8ePbsn93sZMKNkT6" target="_blank">CLIQUE AQUI PARA FAZER A AVALIAÇÃO </a></div>
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BONS ESTUDOS</div>
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ATIVIDADE DA SEMANA </div>
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04/06 A 15/06</div>
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<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com30tag:blogger.com,1999:blog-1214999243318485479.post-3031856413031123482020-04-22T05:03:00.002-07:002020-04-22T05:03:31.250-07:006° AULA ONLINE - turmas 84/85/86Bem vindos a mais uma aula, para que eu consiga ver sua participação lembrem de deixar aqui embaixo seu nome ou sua turma ou deixe seu nome e sua turma embaixo do vídeo no youtube.<br />
<br />
Estou acompanhando o desenvolvimento de vocês .<br />
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1° ATIVIDADE </div>
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Assistir o vídeo abaixo :</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i9.ytimg.com/vi/OAtnR9ORyxM/default.jpg?sqp=CJThgPUF&rs=AOn4CLAO10cEwUJ-Q8wnQu2mBQ2QullDBA" src="https://www.youtube.com/embed/OAtnR9ORyxM?feature=player_embedded" frameborder="0" allowfullscreen></iframe>...</div>
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<br /></div>
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2° ATIVIDADE </div>
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Ler com atenção o conteúdo do livro e fazer os exercícios do livro</div>
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páginas 48 e 49 </div>
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<br /></div>
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3° ATIVIDADE </div>
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Colocar seu nome e turma embaixo aqui no blog ou lá no vídeo que vc já assistiu ...</div>
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BONS ESTUDOS ...</div>
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AULA DA SEMANA </div>
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<br /></div>
<br />
<br />
<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com20tag:blogger.com,1999:blog-1214999243318485479.post-64053933813772863452020-04-20T09:23:00.002-07:002020-04-26T06:59:49.344-07:00AULA AO VIVO NO YOUTUBE <div style="text-align: center;">
Olá galerinha linda do meu coração !!!!</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
AULA para as turmas: 81.82.83.84.85 e 86 da Escala Paraíba .</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.youtube.com/watch?v=CTD4Ch3v43Y&feature=youtu.be" target="_blank"><img alt="https://www.youtube.com/watch?v=CTD4Ch3v43Y&feature=youtu.be" border="0" data-original-height="426" data-original-width="734" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKzhcrq2C4gIn8IZbb2Gu4vfzTZItNA9Xymn9nSDVYRKbTRrp0spDLrsd42gp4Sr4TwENE_FPDDuJKwutX9NflPGWbHOHPYeKQqkn3gO0BD2ObwqAkLa45kCMq2-Jf9aXXBqgKw99CVJQ/s320/DIVULGA%25C3%2587%25C3%2583O+NO+FACEBOOK.jpg" width="320" /></a></div>
<div style="text-align: center;">
</div>
<br />
<br />
<br />
<div style="text-align: center;">
Após assistir a aula copie no caderno os exercícios abaixo e resolva :</div>
<br />
<br />
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1)
Um celular custava R$ 300,00. Seu preço foi aumentado em 12%. Qual o seu novo
preço?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2)
Um televisor custava R$ 2100,00. Seu preço foi aumentado em 8%. Qual o seu novo
preço?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3)
Um automóvel custava R$ 45000,00. Seu preço foi aumentado em 4%. Qual o novo
preço?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4)
Uma bicicleta custava R$ 400,00. Seu preço foi aumentado em 11%. Qual o novo
preço?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5)
Uma casa estava sendo vendida por R$ 70000,00. Seu preço foi aumentado em 18%.
Qual o novo preço?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6)
Pedro comprou um Notebook que custava R$ 1600,00. Como pagou a vista recebeu um
desconto de 6%. Qual foi o preço pago peloNotebook?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">7) João comprou um par de tênis de R$ 200,00. Como
pagou a vista recebeu um desconto de 10%. Qual foi o preço pago pelo par de
tênis?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">8) Maria comprou um vestido de R$ 300,00. Como
pagou a vista recebeu um desconto de 12%. Qual foi o preço pago pelo vestido?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">9) Numa
pesquisa realizada pelo jornal Folha de São Paulo, com 3300 alunos, sobre
Problemas de saúde em Jovens escolares, foi constato que 27% dos jovens tem
problemas de obesidade e 35% sofrem de hipertensão. Calcule o número de jovens
com problemas de hipertensão e obesidade.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">10) Comprei
uma bicicleta por R$ 500,00. Revendi com um lucro de 15%. Quanto ganhei?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11)
Uma compra foi efetuada no valor de R$ 1.500,00. Obteve-se um desconto de 5%.
Qual foi o valor pago em reais?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12)
Um carro,que custava R$ 12.000,00, sofreu uma valorização (acréscimo) de 12%
sobre o seu preço. Quanto ele passou a custar?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">13)
Nas 8ª séries estão matriculados neste ano de 2011 , 400 alunos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">a)
40% são meninas. Quantos são os meninos?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">b)
70% temcabelos castanhos, 20% tem cabelos pretos e o restante tem cabelos
loiros. Quantos tem cabelos castanhos? E pretos ? E loiros ?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">c)
15% usam óculos. Quantos não usam óculos?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d)
55% fazem aniversário no primeiro semestre. Quantos fazem aniversário no 2º
semestre?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">e)
65% dos alunos vem de carro, 10% de ônibus, 20% de VAN e o restante vem a pé
para escola. Quantos vem de carro? E de ônibus? E de VAN? E a pé?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">f)
30 % torcem para o Mixto, 25% torcem para o Operário, 18% torcem para o Dom
Bosco, 12% torcem para o Grêmio Jaciara e o restante torce para o
Cuiabá.Quantos alunos torcem para cada um dos times?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">g)
28 % preferem a cor azul, 22 % preferem o preto, 19% preferem o rosa, 11%
preferem o amarelo e o restante outras cores. Quantos alunos gostam de cada uma
das cores?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">14)Em
um colégio 38% dos alunos são meninos e as meninas são 155. Quantos alunos têm
esse colégio? </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">15)
Em uma cidade 6% dos habitantes são analfabetos. Os habitantes que sabem ler
são 5 170 pessoas. Quantos indivíduos moram nessa cidade? </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">16)
Na indústria Metalustro S.A. trabalham 323 homens. As mulheres constituem 66%
dos trabalhadores. Qual é o total de trabalhadores dessa fábrica?</span><br />
<br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">GABARITO </span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1) R$ 336,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2) R$ 2268,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3) R$ 46800,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4) R$ 444,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5) R$ 82600,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6) R$ 1504,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7) R$ 180,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8) R$ 264,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">9) OBESIDADE 891</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> HIPERTENSÃO 1155</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10) R$ 575,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11) R$ 1425,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12) R$13440,00</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">13. </span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A) 240</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">B) 280CASTANHOS, 80 PRETOS E 40 LOIROS</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">C)340</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">D)180</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">E) CARRAO 260, ÔNIBUS 40, VAN 80 E A PÉ 20</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">F) MIXTO 120, OPERÁRIO 100, DONBOSCO 72, GRÊMIO JACIARA 48, CUIABA 60</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">G) AZUL 112, PRETO 88, ROSA, 76, AMARELO 44 E OUTROS 80</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">14)250</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">15) 5500</span><br />
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">16)950 </span></div>
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<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-33099193586414539322020-04-14T15:10:00.000-07:002020-04-14T15:10:15.260-07:003°AULA ONLINE PARA OS ALUNOS DO ODILA<div style="text-align: center;">
Boa noite !!!</div>
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Então chegou o dia de nossa terceira aula ...</div>
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PRIMEIRO PASSO : Assista o vídeo abaixo</div>
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<a href="https://docs.google.com/forms/d/e/1FAIpQLSeIjuuFcuB1L0xI0NEZCnRQZuNnY-FBO16E_vdDMJauUK39aA/viewform?usp=sf_link" target="_blank">SEGUNDO PASSO : Clique neste link para responder o questionário.</a><br />
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BOA AULA !! BONS ESTUDOS !! Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-55010011860475518482020-04-09T18:38:00.003-07:002020-04-09T18:38:35.450-07:001° AULA ONLINE PARA AS TURMAS 81/82/83 do ParaíbaOlá !!<br />
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Estou muito feliz de orientar vocês nestas aulas onlines.<br />
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Para a primeira aula, preparei uma revisão então vamos lá !!<br />
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1° ATIVIDADE - Assista os vídeos abaixo :<br />
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" 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/iu3bJWa9pR+wFbFoTY3YVK8lZFfstg0npA3fzmoHoLWAuukUr5V43qfhtXLnhTOTf7u9rIqmtFs7J8aWBAYOc7l/MFgB/uzGAx9Uc8PoB6OV5joLxZeXSeV4D7zd7HwByylSnhfZ0L+3JsKzuHgSrHWwjcPO8JhwDbqj6morx8tY8/jPjtvZr9z5XvkarpqlCPePUdUneTmPlDxVME+uEDTPVVlol2/q2sNBfvlUIa2cGJxzUpdO0uZMpi4JrwuIh2w03twe7q22pUmeel5QFBZsdnN6Gdx2bF/O1jZF6kcHPHbMn/6z/9HeIPP0a8Yr0C8+/xwmxDB5UteL6DkbLj8M1r2tHi6yrvvrN2xO7dam5nhj672bLQ+iMQCSEycBEfJe9VDGwDihVEzxb5isLXvQJibE4gXNa6jMxk5f/Z39efIbM4g/HxOM5Ho4iU9X1TGbzvf1vOuc8FocgALn6UxL0ag6sq2a+MXSrAVQYbnZyAoLTlxPEL63iKf/cVELh0C6sp/xpb95KYGr+KiwNR9PaU9tMsnIsdbLi1PlccvpVXq8xjX3o+6vdWsWuUQLQe9J6PY2Yxg6dKo8asFnXP61B80Lo9vMrOqGolrlABr7kOgf3mxtlyZ1cOylrzKvKbgWwyVugXr/X04nx8Botug/VacI1Uyj9vAfbbsHKhCoVzM99mlb5tK2GVz8X7tnEBgV1h6qt8lebJdzlea0CnNTFHxRsslfvNzqejay55xkonjzLJTCdHmW4dr+b9kPXfABBgW2b+8srHlW9gCm9MRCChCAYufoTkPbfB7wHukarpql6PyL/ewr3kFMavXsRAtLdsHINbQOD2dheVZVqt2dnswKwYpVY8O732UXtmogDbakiZ563FAcEBbvtceOzmW79ddw7w6t1j3H5xCzcffly9Mt/CgMAtLxT7Wrr1G1ZY1MyxcePlnzF75WcVA320nvcdA338FERW4Re6jq+q/saK4h2v+8xCtjzaN/ByZdQxEEtDT28UAxevYmZxHZ+pvCEIsi3jJf48ewU/6ykfVNSD9ysGutVIE7fCoiMCAo/Ko8vx+AoIFKdgO3o0WzKgORSJIno+jqnkXdwZL3tjpTJtpo/jsI/9wuf7CHpvHT1ZxvXzkYrBXqEzV3wOBrYrXrU/tVuTquRFr797LExmV+IK3YbsN2rlXZdc89sRnixfx/lI+UDhEM5ccQwqb9E18lf+VRNkv40qF6rze26F7oG1PoXjbVxAoDb1p2I5Xmua5Yq/B7jfqi7eV/2eKw8I/KSF+ZsQrn9VPaWCbMv8jfczvvK6Gnj551lc+VlP2SQB5gKCxUHLAe6Rmosi+q1HHOHR7AVHGRxCJBrF+fgUknfvYHyg8rlaEaiVJoLC9Xf7e42GGedvLnxeoytosG3VX+Z5a3FA8LiOaUYDfB6mSt8StDkgKB2YU97Pz/5tGO//ahzj41U+bgsN5Y+xt3WvZIxCse+l3ToQhueyB3a/+xpvCAD7NZZ941rdCMpby+yMrMUw/XVly7zSa+m6tmVO2XYvOYX4+8WCr7IftptODwjcXnW7H4+vgGBjzEw/j1afEnoaibCZB0eWK1uQK87Zzn+ur5jL2K02Ht0UzEPVHMde371lTge3iJmrF4uzuJQNynZnF/j9+EW1ffpa/MseyDoG90Y6/wFBobuBFQDYrXvD5X21qlbIrKlEF2dw9WJxRpfCoPIWX6Pq5V81QfbbmoDA77nZ927/L2oc/2fr1rVoXEBg92kemKt516qX47VayT0DAoX7rYEBgf3GwnttIbulvfYbgiDbMvOX9zO+Wi+B/PGe+SY37phFqDCJQ4B7xMcq6X7qEXo6Yb7dioxguWKqV/fnaqCAwOtNZsV52OMWPLq2AsXnZM0bqM5tBS7zvDEgaGlAAMdMIYLI2EZJ1wvzAVml0l7CnHlmb+tbl0EkeTy62V9SmNr9LSse+vbW0gkz4xVeK1epxFoDjMITmzCs13zlr4ztB4V7gWbPaKL20PG7LUM/RG5vC9+6zZ/+6KY5OMqzYuXUqAe/S39Th8q+sI0KCDxem9rdS1THENiVdq9uPa++w/rWHnLH+WJB5lEhrDxn+3W/RxCjZ/Eg8xS5Qx1GjbEMxbxbPH+1eyuP41wOTzMuA4eNAyzHa3TRKLAf2lUKfN/sPsBugx9RbOX3ExAUBtINYWHfzpve/eEL1yh/bM4S5TJBvXGwjLizu0bTr5Fa+VeN2n6B5gcEaudml49eZXsleyyIW0CgVjYX7nOPboR69gEyT80Z0ZSfCXYXRY9B9xX9wYPcbw0MCGqNpyj0V/dsqHEIsC07f7l3PywbQ2DoOMztYevbbOV1yz/Czf7S4EH5HvEREPipR9iNBu552z6nOgKCQjnlMTuP3d2uOJDOyqfeaWFfh9rd6FS31bgyz8vpDgjKK/MBVkeOv1CZccjftKNHK3Grpbp0ZobCdFyja67z2B49WXcsNlMcyOM2gKp8TnG7z577aP0jrMTLpw2s1qpt/S08iZnJMCqmj0T1m8LIzhWmJFN5Le13W3Zw4zrIrmZFxalxD367wj26Vpb4xjam+6VJAYF7f0w7/6nPMmTnCbdWCAPb0/3FwttOH7eKgusMIcX8XDHbg/OYJzMo9oN3mf0DgLE9bc2IUSzk1e4t+zwr8zVQO7h2KgwKc5lpBzDw8lv/C9p4z8JUnHXEX0BQvEeGZ2Yw7HWveLWmlU3zZyoftNjsa6RW/lWjtl+gFQGB0rnZM8C4zVQCwHj5bdmCU3b+HkBFw/7RihXY+QwICoMy3d6Y2c8Vs8Kj/kyoMoORYwYYZ3mofL81MiAozDzkPrNa4bnvZ1axANuy09c59XNhc5nJ0hmWCtfNbRrcyoqq8j3iJyDwUY+oNkC4MHNSPQFBtZnznLO3Oc7DnkmschYjOJ7n/qY2V9tW48o8L6c6IKiozJ+QgADYx9Kw9YqnpBC351DWcHbsy+IAxvwxnn5pz91erIwVbvLIJSS/tlbWgwH92TJGIuUVt2KlP3Ipia9fW9/Wn2HZXkCnJFio3s2lOL2eRwXBjqy1GKbtYzN0PCvMr+t9o1dQ3ZaRwaR1/peSX8M6VfNcR6w5jVvaZcgxvVhkBMvWSpv5118jeSlizmfuJyCwW+N+uVxSeFSddlRCuDBrpYGh45mdjwKuQ+BcWyDpvBbLVt/gyBg2dBRbrCWCkWVrNV3k8doxP3lF5cCeY1k7i7EvHb/52hqLoMUwb7+etyuUXt+tKODV7q39peHCfOlfPrMHbOXx+utp6xj9dBmC442gmRftAXuG/iO+Ttpzr/vcVmFAmSNfGzqeLY8UBwf6DAiKFQ7xfMBUPjztcstMw2f2wz//Gl9PW/PLOyojzb5GauVfNWr7bUWXIbVzc87VnsTX9gBDQ8ePjrURnIG2XXHWYtPWs8CA/uxLjJ0tzu/vt2uTc22Bwr2Sf42vrb7fWmzeTKcAz4TCuDtHOjjL8YoGEtX7rZEBARwVda/y0aOC70Z1W8V1CJz3p/N+c+YZA5lJR54pPiSL5Ylz3RfVe8RXQFC7HmG/BXI+N5F/XVxXQgTlb8LVAgLHBBLOcspRplXcz4WKemk5mH/9NWYvhLwr+G4Ut9W4Ms/diR1U3JSAAI9x8+HHSkFBcwICFG+Y8hbRo0eFjFDxqVhlz0B2/oLrCn4iEVwqXxXTc5VRQejcDWy6jmnwuLHs6QvFZU5z80SQHnPbl7nK5Mu1hGdrUSO2Zbis0Gt/IpeWXFvSKjXwwW9ksXQpUnk8kUtYWjNbx2oGBIX5xqWkJcA7IBjA6JhL/ghdqFjR0P9Kxd4r+ErkkmPVSO+8Gbowi0ePrPxf9gbBaxVG0c5ismylTe/veqwIq3RveeU592Opxni5glGX1Ua9rkXVbWWXSipPhTydSOCX5Xm16kO5OCe35+tytzdSRy6roFof7ewkKhcMb+Y1Uiz/qlHabyvGEKiW7S4rIxc+IVwoX539aBOTZyuvo3Z2EpvW6qz+xzp4rXhbnieCPBMMZJfKV4M20yCR+GVl/oTi/dbggKBq+ei6WnA1atuyBxXfXJh0VJa98jAAI4t5rzxfUpZbVO4RnwFBzXqE5zGaefqRSzcp1YAAAI42XdJMNMQSo2WzDBV+gBsuK7CLaOi97Ld+EWRbDSzzXJzcaUcb8Ln5tnzvB8i8SOH2C3MtglfvzHUJbu/cMqcsLfn9LR9dSsq9wfpn5uAat3FvpQxk/33KHIjz67t4WvK3PF5vrWNxxh6sM4PF9a1CS3e5/OstrC/OWN+dQvJupth657Jf/VkGd5PWvmcWsb71GpWbts/lM7iPd9SR+d04xsf/CWnP1k0DB9/fQ3LKPI+p5D1s2SfxZh2fjY9j/J8foOIyNWpb+dfYWl/EzLj9m7vIPFOZnusH3CkZjOf80x3PAY5v1j/zyAN5vN6yz2EKyXvWNbWO3zmw9Ic77vnIOPgey3a++Ndv8d8e+3MWivm9jJWXHPusOJ3K/Xmfh3PqQDt/Vq6rATj3bea1YvpbaVuR92FNVfprDIqg/xdmfvacc7nkGtfK+4DavVV2r9S4D6sydDzL3C3k3/GpJO5mnilOg2tv6wDf30tiytrOva3XyLvlVfu+8CqMdv9gbuOL8i5IFiuPVwx4Lj8XzzLE0tRrpFr+VeN3v40uF6ocUT1le63vGzqeZezrMoNFOz9a56BynPax3rP3PZXE3Yzb/PbBngnGwfeFbRd+45U/C+fm436reo9Uuc6wy0z356OhP0PmrnWP1lNuKGzLzF/m8TjTa2axWp4py/M1yyWf90itsqfATz0ij71M8Tlecj5WHvj13eJTpNp1qZpn8nvFZ5r9rKp6HqVpoV6/CL6txpV5pdqwMJm1psDOLdy01gy4/fYAr6xFyF69MyvtlS35HyP+8BZuvjBXE67uwKrwu/8t41yt+GFxpeKbL1LIOFYrDr5iMVF7VW0l6QTb0+iTn+GT7wI+RYmIiMi31gcEHl69q1aJL+OosLt/mn64RCdapwcEbx/8M65+0AtNQrgwX99rUCIiIqruxAQERNQ4nR4QAACMbzD1PwTSPwPF3gtERESkgAEB0SlUtR/lCffVVBTRaBQRayaaWJJvCIiIiJqJAQERnSi7fygO4l2uNliViIiIGoIBARERERFRF2NAQERERETUxRgQEBERERF1MQYERERERERdjAEBEREREVEX6+KA4Dm++DCKaHQKX7Vyr198iGg0iqlW7pSIiIiIyEMXBwS7SA4KRBJIt3KvyUGICBKt3CkRERERkYcuDggM6Ic55HLHLZ3n3NAPkcvlcMzJ1YmIiIjoBOjigICIiIiIiE5hQGDg4PtlzFy9iIFoFNFoFOfjU0jefwbdcH7PbQzBV5iKRhGd+gowDvDNwhTi5+1tzGD5+wMY5bsDAOSxdz+JKcc+By5exczy9zgo+4HXGALj4Hssz1zFxQHz99HzcUwl7+OZ7r5HIiIiIqJGOGUBgYFsMgZNBKL1oDcaRTQaQUgEIoLQhc+xW/iu2xiCNBIikPg0ZmMaREKIRKOIRkIQEYiEcOHz3bJdZjF/wfp7KGJW5h371GJJZB11ercxBEY2iZgmENHQ02sGBJGQWNu8gPJdEhERERE1yukKCHaTGBSBDH6KJ84++vkn+HRQIBLGZKbwZe+AQARabBrfFJr3DRysJRARgYQnkXFseme2HyKCSGKt9G1A/gnmYhpENCTSxT9UBgT2cQzi09KDxpNPze+GJ517JCIiIiJqnNMVEKQTEBH0TW9X/MnQj8u6DFULCPpQuYks5gbMinuy0GKfwWRYIBLHil55OHblfzC5W/F/xYDA2mffNCp2aeg4ZpchIiIiImqi0xUQ2G8ItF5cnr2Hrb1qMwhVCwjcpiI1sDZaHhCY/68f69bYAnPmor2tddxNTuHDs5qPgMA+Dg29l2dxb2uPMxARERERUcucroDAOYbA/oQiOB+fwWKmfFBxlYBgMAm3bvvphFtAkMfel+cil9sAACAASURBVDdw8Wc9pfsVgab5CQicYwjsTwiR83HMLGY4qJiIiIiImuqUBQSm/F4GizcuYqAwGNiqoPeOIX1kf6sRAYGOjeu9ZiAQiuB8fBwziymkMk9xqBs+uwwVDhqZxRu4OFAckCzW246x4kETERERETXUqQwInPLHe9havoEPes3W+vDEptW9pwEBgd1FKTyKNZc6u1JAUHrQ2Ntaxo0PrGAjPIFNviggIiIioiY4VQHB07u/xnj8PH6z4VJ73p5GX0llvwEBgTWIWUbXXNYn0LE64qPL0NO7+PV4HOd/s+GyjW1M97l1UyIiIiIiaoxTFRDoqyPQRKDFV1DeYH+0Ejf/lkg37g1BZhJhEUj/NLbLavNHaWua0loBgb6KEU0gWhwrlQeNuCYQLYE03xAQERERUROcqoAARhbJmNkqHzp3Dcm7KaRSKSze+AC9mkC0GJKFVcIaEBAYGUxGpGx/i7hx8QxCouHs+fcRFoE2tlHYRmWXIcdA6NA5XEveRSqVQmrR7uakIZbMFt8ePP8CH0bLV1gmIiIiIgrmdAUEAHD0CMkrZ0oH5oqGnvevYblk4a/GzDJkvFzD9XOlg5dDZy7ixtpLGG+WMFy2PfcxBEd4lLyCMyEp2Y7W8z6uLT8pnTrVHrfgOjUqEREREZGa0xcQ2Awdh7kccrmcx7z+5poBuZxzrYI8jnM55A51l/78QP44h1zuEG4zgZp/yyFXsjNre459GPqhj2Mq347beVVbY4GIiIiIyJ/TGxAQEREREVFNDAiIiIiIiLoYAwIiIiIioi7GgICIiIiIqIsxICAiIiIi6mIMCIiIiIiIuhgDAiIiIiKiLsaAgIiIiIioizEgOMXe/dfXSKW+xUu3VdaUHeHJegp/fHzQiI3VR8/iQSqFB1nd908OHv8RqfUnOGriYZU7erKO1B8foy0pZuj4cWsdqVQKqcxTHLqtpldFY/MOERERnWQMCE4zfQNjEcHgXNZ15WUVR+kEIjKI5G5DjqyeI0E6EYGIYFDlYHbnEdPCGF1rUUhwlEYioniMDWHg5dp1nAsJRBwfrQd/O/vIf0DUwLxDREREJxsDglPuaCUOTfoxvV1Hte5oDaNhQWQy0/bKoXk+oh4QwMD2dD9Ei2Ol6THBEdZGw5DIJDItTjB9YwwREUjoHK4vb2Evl8Pe1jLGzmoQ0RBL+q/gNyTvEBER0YnHgODU28Fsv0AbXsJ+oN8byExG6qhI68g+SCGV+g6vAu3fYXceMU0QDocDBAQA9FWMaM0PbIzMJCKiIR4w8nj1XQqp1AMo9Iiy7CI5KBCJYLI8ErGCOtFGsOp7u/XmHSIiIuoEDAg6Uh7HuafIpFK++ojvLwxBJIyJzQDV4P0FDIkgPLEZsBJtV1ITSAf6vcXIIhnTIJEE0suJYAEBDGxOhCEyhIWm1XD3sTAkkPAEgiQ3AKQTAgnUPcsc57GY/AMqf2pgbVQgomFsw/8W68o7RERE1BEYEHSYo0dJXO7VSvuHi0AkhHM3Nt37iL9ZwrAItJFVqDY678z2QySMyUzQI25EQGAgOzcIkQjGNnQgHTQgAJCZRFgE/bM7gY+mqp1Z9IsgHDzB6ggIqnmDpWFRv5YqeefVd2aAWvMT5O0HERERNQsDgk5idZkR7SzGrP7hudwetu7N4lLEbP0dce0P8hzzMYHIMJbeqOxwG9N9AtESSAduIK4/IDC74Di6+tQTEGADY5pAwpMIXmX3tj3dBxENieAJ1pSA4Oj//Rr9IgHGNSjkHeu61P6chMHpREREZGNA0DHs7i7ufdONtVGICDSP/iCZSbPf/eiaQm3w+TxiIpDhJfiOI6wpQYutwf+Gq30CkSF8UtZS/J2fQQXWbD0yOIesfeh1BQR2S/kA5rIBfl5VkMDrFb4rS5dPhgQifbj6b6X/rzLNKgDg6AnWU4uYiZ9DSAQSuoDZR+rjGnznHb4hICIi6kgMCDqGOTh3ceZ3yJRXpvLH2Fv8pdn6mnBvh3+zNAwRwYBKLdiqeHsFGa52kxj01Uos8DhUB2u2Hi2GZNZRGa0rIAgYHPmSRkIEoo3Bf4pZv/HxUT7fshb7vstzuL+XVzyngHmHiIiIOgYDgk5j6HiWWcTM+Dji56OIRkKlFUevWrZdOaxdCy/YTQ6qV0Qb+IZgf2kYmmiIzZftv86AINB5+duwGQwNJl0G9Xpp3huCd//1BE9zOeT2tnBv9pI5HanWi+sbis3zAfIOERERdQ4GBB3EeLmCUceAYq2nF9GBi7g6s4j1z6q/IWhZQFC5lWBjCN78Hpc0gfyPX+F35V1OPhkyW7yv/pv5b199jxxHdKICgkrNGVTsWMNB9fj85h12GSIiIupIDAg6hl2x1hCb/ho/lk8zWqvS1mkBgULXI9WW624NCGCsYVQCXAu/eYeDiomIiDoSA4JOYQ/w9ZgdR1+JV6202X/vm972vUt7oHI9U2gGDggMHYe5HHJun7u/Mvu0/+O35r+P1frFmzMBCeIrDW6mtivcdc5gFDggMHQc5p4i8+1L9zUjAgYEvvMO3xAQERF1JAYEncJufe6bRkW1zMhibrB6a3mgSnB2DgMikPiK8voFRW+w/tk4xsfv4IfA2yhT1xgCHStxs49+zdioZDyEn5WWs5gbEIjEUU+s8cOdcYyPf4Z1pSliUVgzwGtV6UKXoaEFpZWHmxZAERER0YnAgKBjZDAZLnYZep0HAAP6s/uYvRQpdsdwrbzbU22qrkNg7VNp1pwWqCsgsM7JTyt+Sbclf63q5gxGaqsBN46OjTEzL2ixf8D9Z7r5piD/GluLo+jVBKL9T8xuq8yuFDTvEBERUadgQNBBjtJjZqWurE+21juKlZdr5vSVbm8Q9BXEA7QMF9c+qGel4iaoJyDYnkafCMITm+7dapwCBATG5gTCdXezqoORxdLlXvNNQPkndA43NhXXIQicd4iIiKhTMCDoMMbB97iXnML4+DjGp5K4t/UaZg96u2vOP+PB29LfmH3AvVYxrmFnFv1+K9Ct8sMdjI+P4zPlPjV295d+zO74+PKbdXw2Pm6mte8uTzuY7RdIeAKbbUswA/qzDO7a+WR8BovrW9ZbJTV15R0iIiLqCAwITr19LAwJpH8aSj1FCnSsjmgQbQQdXyc0NjERFmjxFaiv1+ufvjoC7VRUouvNO0RERNQJGBCccmYXljAS6Toqp7vziGlNmKazxfYXhlo05eUu5mNa3dOPtltD8g4RERGdeAwITjVzys/w6FqdLeIGsskYtPAo1prZtN5MehqJsGBwLtuSrk9GNomYFsZoxyZYo/IOERERnXQMCE6x//5uEb8e/19QHUfqysji36fGMf0fPzZgY633439MY3zq35FtWdcXA9l/n8L49H+gE1OsoXmHiIiITjQGBEREREREXYwBARERERFRF2NAQERERETUxRgQEBERERF1MQYERERERERdjAEBEREREVEXY0DQQZ5/8SGi0SimvvL3/XeZT/Dz6C/weSNWxzIy+O1AFPE7+w3YmJs89u4n8dHFAUSjUUQHLuLqzDK+P/A/T+j+nTiiA7/BRgvX0dr//RVEf/4JMu9at88KR6u4ppAvAADvMvjk51H8oiGZg4iIiDoZA4IOspschIggkfb7iyOsxDVosWSd8+/r2BiLQCKTyDRjHn8ji/kLIYgIROtBbzSK3h7N+ncM0498ToZvbGO6XxBJpFuzmNbuPGKahuGlZgVJPhhZJGOaYr4wHa3EoWkxJFu3OAMRERGdQAwIOoh6QABgN4lBqa/SamQmEREN8ZXmVLP3F4YgItBic3iSt/83j73lEURElAIRPZ1AWCKYbErk4rSPpWEN0j+N7XbVp/NPsHApYgZOAQICezVibXgJbQxpiIiIqM0YEHSQQAEBdKyOaJBwAulAXWnMSqP0z2InyM9reoOlYYFIH6a3vf4WxmTG7/Z2MNsvkMEkmtkZxgw8NIystrB/UoGBg2+SuNxrvhnQtGBvCABAXx2BJmEkgmUOIiIiOgUYEHSQYkBg4OD7Zdyw+tsPXPwIyft7yHv8zticQFgEQwvq7cD1/NafagGBjpW4akBgv3EIY2KzWU33+1gYEkh4Ak3bRRXPP78ATQQiIVyYfYRHgQJFi7GJibBAhhb4loCIiKhLMSDoIHZAMDRidqXRenoRjUYQsrqMREZW8NKtgmpX+pRb+a23CzKIZBOb249W4tAqugwZOFhLmF2GVLvl7C9gSATayCqa0u69M4t+EWiJNNrRW2g3GUPP+9fx5V7e+ncdAQEMbE6EIdKP2ZqZ4zm++DBqDvqu9VEa4UxERETtxICgg9gVPxENselvYE/AYxx8g+mYZv7/vFvN3W5pd2uFr8JII6EJpG8aKj9Tl8eT5Ws4FyoOKo5GQhDR0PvBDP5TYaYh0zam+wQicaw0ISKwr0O8GRv3wcjnSwKR+gICQF+JQ0TQVzNzWN3HxMcn6MEQERFRyzEg6CB2xU+Lr1TOomO1ikt4Em69a7JzAxARDC+98b/D7Wn0iUBG15rbEm68xNr199GjVc4yFDpzBQtPvDpDeW4Qa6PqXY38sYOrAcxlG73tYOoNCJCdw4AIZHgJCrmDiIiITgkGBB2kesv0c8zHvCuqxtooRARhhRqy/5bjehwhnYhYXZ6WsefsMvSfkzirmVOPur74qCJQAORLc98+BFF3QGCsYbRKMElERESnGwOCDmJW/Ly7/aQTVaafTCeUu3LYFc3BZg4gsPrje40TsKckDU9sKr2laN6xp5EQgUgCJ6VTTN0BwQk8JyIiImodBgQdxKz4eQ/wbWVA8Dd/8ze+P69fv/bch/0WwvPNxZslDItABuag0kPnJAUE//Iv/+I7rT799FPlI2pdQMBBxURERKcRA4IOUr3iV2PgcICA4Pl8zLNS/Ze//MX356effqq5jwGvDvkBu7M0LyDYwJimFhD89NNPSumlqnUBAQcVExERnUYMCDpI1UquPSOQlkDapW9Ntcq9p40xc777ZlbuMpMIS5V58O2BzYoDXjfGgi/WVZ09VqO5U7GqqDsgeD6PmDR/MTciIiI6mRgQdJDCtKPhUayVTDOUx5NPzb9FJjOufe3NCrLirDt2d51mVhSNbUz3C0QiSKTL5k4yskha06nGVyrmVarCrrQPo/aY4q8wVejq8iG+eF5765nJMEQ0JNwirzaoOyCwAj+VAedERER0ejAg6CBmxS+MSESDhM7hWvIuUqlF3Pig12zJjyRQXqc2WTPjeLw9qLJHq4tIc2fUMbJJxDRz5d1z8RksplJILd7AB71mK38kka6cZrUafQVx34GM3V3Gf6u/kU5Aa/rsS/7VGxBsT/edqACHiIiIWosBQQcpDCp+8gQLl60gQMyK9JkrSTzyqjVbM/moztQDFGf5afYiXPm9L3H9/R7HOQkkdAZXksUF2PzSV0egiWBowbUTUhn1gKCw8nPTF2zzp76AYAez/QIJT2CT8QAREVFXYkDQQQz9ELncIXTD+e8cjmus27Uz2w+RfszuBNipnkYiXKWPf6Plj5HL5ZA71AMuhqZjdUSDaCNY9RXD5HGcy5n7dKRtLfbbmokTUIv2mw9cWcFif6DMQURERKcBA4LTzqrQhxNpBG3jNyu/AQOKVttNYrDZaycAhXTVRlYDp2v76UgnwpBwAunOPQkiIiKqEwOCU243OQjRhrFUT/O+NfD35Fd+rQpuZBKZFjTcH63EoXVKoORmN4lB0TBcV+YgIiKiTseA4DQ7WkFca0yFz9ieRr9EMNmKmnZArT/GI6zENWjDS63pTtVQnXzsRERE1EgMCE4xs2/5MYJ0LXfZGvTDHHKBOqq3Rv64nrEHgXeqNPbgxDB0HAYdd0BERESnCgMCIiIiIqIuxoCAiIiIiKiLMSAgIiIiIupiDAiIiIiIiLoYAwIiIiIioi7GgICIiIiIqIsxIDil9u/EER34DTYatZKYkcFvB6KI32nDrPX5PdxPTiF+PopoNIrz8Skk7+8pTafa8PTwycj8FgPROFqdbMbB91ieieN8NIpodAAXr87gy2cqU7Lu4048ioHfbJzwxeiIiIioXgwITitrdeFIIo2jujemY2Ms0rIVgJ2MlysYiQhEBKL1oDcaRSRk/jtyaQlZv8fT0PTwSd/AWEQQmcy0dG2Eo/QYejUzjUKRKKLRCEIiEAnhwnzW97HYC70l0i1LMSIiImoDBgSnmJ5OINyAlXuNzCQioiG+0uKKoVWJFxFERpaxZ78SMA7wzXQMmggiY/5bsBuVHv4YyExGIFocLU22oxXENYFoMUx/c1Co/BsHa0hEBKJ0/jrSiXBbAkEiIiJqHQYEp9oOZvsFMpjEbuBt7CI5KJD+WewE+v1zfPFhFNHoFL5S/KWRTkATgQzOubwJOMJKXIPIEBZ8d8dpRHr4tJvEoAj6Z4OlWlBvf38JIoK+m48q3gTY6akl0v7fWOzMol8Eg8mmpxgRERG1CQOCDpTfu4/kVFn/8D33HvX7C0MQCWNiM1gTr7E5gbAIhvzXustYAYUkkFb8ZXZuACKCgbms69/fLA1DRBCbf+57m6rp8fyLDxGNmmMXolN+QxoDmxNhxWClgQwdult2sIIUtYBoHwtDAglPIGAWIiIiohOOAUFHMZCdv2D1B7f6h/f2mK3oXv3D9xcwJAJtZDXA4FAdqyMaRAYRvIE4eECQmQxDRBBfcT9yY20UIgJtbMP/RhXTYzc5aI5fEIEkfJ6BvooRrUVvIhQcLf/STC+VNwSwgygNI6u1Usx+G+Tj4zu4IiIiomZjQNBBzL78AolcwsKTYhNw/skcYpp4VNy3Md0nEInDo15dZYdpJDSB9E1jO/BRBw8Ins/HzO4v0+57357uU6uom79SSo8gAYHdNcfruFvPwME3s7gQEoj0Y3pbsal/exp9IpD4So0gyr7WPj5K14yIiIiaiQFBx7Bb68NIpCurZWYrrltfbwNrowKRMCYziru0K4Kja/5blJ9/gQ9LWoN70aOZbzAiZa3ENRuJrdZ80WJIlg0iMA6+xGjYqlwqtcSrpYehHyKXy5mfY38TndqByuhau/vYvMH//VUUvT2aNUtTDNOPAoxwNtYwKgIJT0I1CxEREdHJx4CgY2xgTBOIjMK1npk/hld91e6LP7z0RmmP+kq8agu9K7ufuo9P7UZiA9mkOZuQaL344MYiUqkU7iav4VxIEInFzIBleAkqZxY0PfzRsRIXiPSh/S8Iskhe6EXUMVVr6MyVkrdLfrczNyAQGUZTkoyIiIjaigFBp3g+j5hya7jJ7vaiOlNM0N+VbSVwlyFTHk+WzQCgEEyEzuBK8hGO7OBDsftJY87Lc+vW+dYz7qIZ8niycMnscqY8FepJPSciIiJqBAYEnSLQDDH2Tzs5ILDlcZzLIZc7Lq5QnE5ARBBW7At10gKCTz/9FO+9956vz9///d/XcWx2tzPVtyN+z4mDiomIiDoRA4JOoa8gHrAfd9AKsD2o92QEBJXsvvqqXX+aGxA8x3xMvTX9p59+8v2pR7Bz9xsQcFAxERFRJ2JA0DGsRbW8KmW7n+MX5+MY/9dv8d9lf9oY03z22a/4odl/v67KWx0Bwd49/PriAAb+6dvKvxVWMVaf6z9wepyQ7Vfzw51xXL14Hr91XVrYXh9Bbe2G4viVxgd1RERE1H4MCDqI3bobHl1DaRfwPDYnIhDXBcTsFusAA0LfLGE4YDelIgP6YVlXH7/s+fzDo1grOeHiYONwIq24voJaegRZmMxeMK0dq/vas01psWTF6s6F6Wm1YSypBFH2+BXFwdtERETUGRgQdBIji2TMbH0OnbuG5N0UUqlF3PigF5pHJbDQ1ShQpd5u3Q+whkFDFCv+Wu8HuLFYer4SSSCtOoumYnoEWpjMHu9Rc97+JnDmkTMXrTS7i+S1963pXyMYWX2ltEl7tql2BDhERETUfAwIOk1+D19etyt39ieEc9eW4TabpL46As31zYE/douz12rBzXeER8krOBMqPd8zV5IIMqW+anoECgiwj4WhNgZSrnnEnHI0+c2B0irFxYHI6l2ziIiIqDMwIOhUho7DXA653CF0zxqeVZnTRrAatGKqp5EIC2RoAe2tD9qzDFU731rU0yPIwmQAoKcTCNcRiDWGnWY5HAZNNKvbljay2vq3HURERNQSDAhOM6vrSr1dPcxW8n7M7jTouNqlQenhc2dmd6v+WXRyspnXnusPEBERnWYMCE4tHelEGBKZhOuEMyqsGX06u5W4genhk7E9jX7RMBL49UybWW+HIpMZxW5GRERE1EkYEJxSZmU0gskG1X4bvb1Wa8/xG9ie7m9pENI4nXzsREREpIIBwSmVP84hd6g3sGXXmj5UoR/9SdL49PDJGuvReclmjj8IPPaAiIiIOgYDAiIiIiKiLsaAgIiIiIioizEgICIiIiLqYgwIiIiIiIi6GAMCIiIiIqIuxoCAiIiIiKiLMSA4Lb6aQjQaRXTqq8J/vct8gp9Hf4HPG7HKrJHBbweiiN/Zb8DGFOX3cD/5ES4ORBGNRnE+PoXk/T34ncmzoemgYv/3uBL9OT7JvGvxjoH83n0kP7qIgWgU0eh5xKeSuL/nO8WQ+eTniP7ic3CBYiIiotOPAcFpkU5ARCCJtOM/j7AS16DFksjWNZ28jo2xSFsWqTKy87gQEogItJ5eRKMRhEQgoqF3LI0jX1tpVDqo2MV8TIM2vITWhlAGsvMXCmnU0xtFNBIy84bWi7G0vxTD0QrimoZYMstViomIiE45BgSnhWtAAGA3iUHRMLwUvFpqZCYREQ3xFZ+VyUY5SiMREYhEMLJcfCNgHKxZ/x9GIq3721YD0kHF/tIwNOnH9HZrq9NH6QQiIpDICJYLbwQMHKxZ/x9OwH+SDUK0YbQoyYiIiKhNGBCcFl4BAXSsjmhKFcFSu0gOCqR/FjsNOEwVO7P9EBH0T29XtFLrqyPQRKAl0j5bsOtNBwV6GomwQBtZRbN3VWoHs/0CcQ1ErPMXDYm0zyBFX8WIJggn0i0+DyIiImolBgQdx8DBNwv46OIAotEoBi7ewJd7+SoBAWBsTiAsgqEF9abeen5bn21M9wlE4lhxq40aOg5zh9AVGuCVz8UelxGNIvrhF3jucz/7C0MQCWNis8Wdbban0ScCia+4VuAN/RC5Q12hC5CBzYkwRIbQ8stPRERELcOAoKMcIT3WC00EIiFEolH09mhm3/DELz0DAhibmAgHaeW3W5UHkWz16NI3SxgWgcTmfVfEa1JNBzvIEoEMJn0OsLVa6bUE/DbEN8qbpWGICGLzDUuxQhDVP1s7xb6aihYDqGofheCKiIiImo8BQQc5Womb3WTOTuI/D+zaZh57yyNm/3CvgAA6VuICkT5Mbyvs0EgjoQmkbxoqP2sIu7U7kQaQx96XM7haeCvyERa+OQgw2FUxHYIEBLtJDFZppW+m7ek+iAjMJNvDlzNXrZmZBnDxowV8cxAgQtFXEBd/eSCdkGJ6Vfv4Dq6IiIioFRgQdAyrL79r/3C7a4dXQABk5wYgIhheeuN/l3alfHSt9TPN2JXx0TnMXwgVZ8zp7bHekKjMMlSklA75Y+RyOfPjs6uNvhKHiGBgLqt4ZPWzK+Sjc9bMTFoPeu23SKqzDBVkMTcgEBmGStYhIiKizsGAoFPYXWi8Wmo3xsyKskdAYKyNQkQQnsz43qVdue1Teq3QIM7W+ZIZc5yzDKnPGhQkHVTYrfRx14EPzeVsoY+MLKOYZI5ZhpRnDTKwNmrO6NSkJCMiIqI2Y0DQKeyuKMNLcG2otf/uERBUG3TsvctBiAgGWz6AAI6AwH3qTmN7Gv1Bup8ESAe1zUux206LFQKC/mlUJpmB7en+QNeznedEREREzceAoFPYFX6v7jsnJCD4q7/6K7z33nu+Pg8fPvTekN1dybPvehoJEYgkoFRPPWEBwV/+8hff6fXee+9V3Zb9dsLzjU7Ac/d7ThxUTERE1JkYEHQKu8Lv1SLehIDg+XxMOSD46aeflD6eanWROqEBwcaYptya3pD0QnGWoXYFBBxUTERE1JkYEHSMDCbD4jknvN3f36uyF6RyX2tcQnPZg6g9pjzdX8CQz9lvnAKlwwnaflU1gkZzfQTVMSHPMR+rch2IiIio4zEg6CD2yr2RRNnsOkdpa5Ctd+XdbLlWHBhqt9K3qUV3f2nYnGZ1eBEvS/pJHSGdiASqeCulQ5CFyTKTCCutoNxI+1gaNlcjHl58Wbr/Qh5RrdhvYEwTSHgSHFNMRER0OjEg6CRGFsmY2SUldO4akndTSC3ewAe9GkTTqrTmW6v+Ki+WZbfSe6wW3HS7+P0ls+IfOnMRNxZTSN1N4tq5EEQEWiyJrNL5KKZDkHUI2rl2AwDs/h6XIubCdWcu3sBiKoW7yWs4FzJnZYols2qBijWWoz0BDhEREbUCA4JOk3+C5WvnEHL0yQ6duYKltTnvMQQ7s+gXQXhiU7lSZ3czacc0mgAA4wDfJK/gTMjZDz2Ec9eW8SRf++clVNMh0ErF9poQiovANZBx8A2SV86U5BEJncO15SdQT7J+iIQxsclwgIiI6LRiQNCp7EWzjq0qnqHj0PlvB7NS14/ZnQD70dNIhAUytAC1Gf8bLY/jXA653CH0gHVT5XQIsDAZgEJf/iABWEPZx69y7CV2MNsvkP5ZBMk6RERE1BkYEJx2VoU+nEgjaBu/Of1owIDipGhAOijsDOlEGKKNYLVNL1YaQU8nEJYwEukOPgkiIiKqiQHBKbebHAywOm0ZYxvT/QJtZLUFlenmaEg6qDhaQVwT9HdsFGWOH9GGl9r8ZoiIiIiajQHBaXa0grimYbgBtWBzZeAIJjMd2Je8gemgtts4tFYGIQ3UycdOREREahgQnGKGfohc7lh5IKnH1qAfuo9ROOkamw4qzHEPh0EHPbRN515rIiIiTARxGwAAANpJREFUUseAgIiIiIioizEgICIiIiLqYgwIiIiIiIi6GAMCIiIiIqIuxoCAiIiIiKiLMSAgIiIiIupiDAiIiIiIiLoYAwIiIiIioi7GgICIiIiIqIsxICAiIiIi6mIMCIiIiIiIuhgDAiIiIiKiLsaAgIiIiIioizEgICIiIiLqYgwIiIiIiIi6GAMCIiIiIqIuxoCAiIiIiKiLMSAgIiIiIupiDAiIiIiIiLoYAwIiIiIioi7GgICIiIiIqIsxICAiIiIi6mIMCIiIiIiIuhgDAiIiIiKiLvb/AQS836ne4ny6AAAAAElFTkSuQmCC" 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" 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<span style="color: lime;"><u><i><b>BONS ESTUDOS !! </b></i></u></span></div>
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<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-54385408921791138242020-04-09T18:16:00.000-07:002020-04-09T18:16:14.689-07:004° aula online para os alunos do ParaíbaOi, galerinha do meu coração!!!!<br />
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Nesta semana teremos três atividades.<br />
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1° ATIVIDADE - Assistir o vídeo abaixo.<br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i9.ytimg.com/vi/id7lwWtRawI/default.jpg?sqp=COCAv_QF&rs=AOn4CLAoz5Zyc836jwMf3vU2bQ5JNTtkEQ" src="https://www.youtube.com/embed/id7lwWtRawI?feature=player_embedded" frameborder="0" allowfullscreen></iframe>...</div>
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2° ATIVIDADE - Fazer no caderno as atividades das páginas 31 e 32</div>
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3° ATIVIDADE - Responder o questionário abaixo </div>
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<a href="https://forms.gle/teZ4nfKh7t7Z1qfSA" target="_blank">CLIQUE AQUI </a></div>
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<u><i><b><span style="color: purple;">BONS ESTUDOS !!!</span></b></i></u></div>
<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com1tag:blogger.com,1999:blog-1214999243318485479.post-86289446658325217332020-04-03T17:58:00.001-07:002020-04-04T09:32:10.833-07:00APRESENTAÇÃO DO MEU BLOG- Está em casa ? Vamos continuar estudando?<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/wXhywMO9iAk" width="480"></iframe><br />
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<span style="background-color: #f9f9f9; color: #030303; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">Não está fácil para ninguém com a escola fechada né ? </span></div>
<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249 , 249 , 249); border: 0px; color: #030303; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;">
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<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249 , 249 , 249); border: 0px; color: #030303; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;">As aulas no youtube nos ajudam né ? Mas as vezes fica difícil estudar sem a mediação do professor presencialmente, mas temos que seguir em frente e nunca deixar nossos estudos de lado.</span></div>
<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249 , 249 , 249); border: 0px; color: #030303; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;">
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<span class="style-scope yt-formatted-string" dir="auto" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; padding: 0px;">Por tanto, neste vídeo apresento meu blog </span><a class="yt-simple-endpoint style-scope yt-formatted-string" dir="auto" href="https://www.youtube.com/redirect?event=video_description&v=wXhywMO9iAk&redir_token=IvHZgueqCBsldgvBjfr8d6uJ5WZ8MTU4NjA5NTA3MUAxNTg2MDA4Njcx&q=http%3A%2F%2Fprofliafigas.blogspot.com%2F" rel="nofollow" spellcheck="false" style="cursor: pointer; display: inline-block; text-decoration-line: none;" target="_blank">http://profliafigas.blogspot.com/</a><span class="style-scope yt-formatted-string" dir="auto" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; padding: 0px;"> para vocês.</span></div>
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Este vídeo é em especial para os meus alunos das Escolas, Paraíba- CIEP, Odila Gay da Fontoura e Leocádia , mas para você que quer estudar em casa , aqui apresento algumas dicas legais....</div>
Espero que gostem .
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INSTAGRAM : @liafigas</div>
</span>Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com1tag:blogger.com,1999:blog-1214999243318485479.post-17740403571461679982020-04-03T17:17:00.000-07:002020-04-03T17:17:15.972-07:003°AULA ONLINE PARA OS ALUNOS DA ESCOLA PARAÍBA<div style="text-align: center;">
Olá queridos alunos tudo bem com vocês ?</div>
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Mais uma semana em casa, mas continuaremos firme e fortes estudando em casa.</div>
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Para está semana preparei uma aula especial para vocês.</div>
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ASSUNTO DA AULA : <u><b>DIZIMAS PERIÓDICAS</b></u></div>
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Após a explicação da aula no vídeo, vocês devem fazer as atividades do livro que estão nas páginas 29 e 30 .</div>
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beijinhos da prof° Lia e bons estudos..</div>
<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com1tag:blogger.com,1999:blog-1214999243318485479.post-18712570039536025652020-04-02T19:40:00.000-07:002020-04-02T19:40:16.576-07:00O QUE A PÁSCOA TEM A VER COM A MATEMÁTICA <!--[if gte mso 9]><xml>
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<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-size: 26.0pt; line-height: 115%;">Galerinha linda
do meu coração!!!!</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #604a7b; font-size: 26.0pt; line-height: 115%; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #604A7B; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: accent4; mso-themecolor: accent4; mso-themeshade: 191;">Vocês sabem o que a páscoa tem a ver com a matemática ?</span></i></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #c00000; font-size: 26.0pt; line-height: 115%;">Bora
assistir o vídeo e comentar aí galera!!!!</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
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Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-11034511526846184262020-04-02T19:32:00.001-07:002020-04-02T19:32:18.019-07:001° AULA ONLINE PARA OS ALUNOS DA ESCOLA LEOCÁDIA Olá queridos alunos tudo bem ?<br />
<br />
Primeiro quero dizer que estão com saudades...<br />
<br />
<div style="text-align: center;">
Segundo, vamos começar a estudar em casa ?</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
ESTA AULA É PARA OS ALUNOS DAS TURMAS </div>
<div style="text-align: center;">
<span style="color: red;"><b>B31,B32, C11 E CJ</b></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Assista o vídeo abaixo:</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/PPBzViTg-kY/0.jpg" src="https://www.youtube.com/embed/PPBzViTg-kY?feature=player_embedded" frameborder="0" allowfullscreen></iframe>...</div>
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Após, assistir o vídeo no seu caderno responda :</div>
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1. O que é um número capicua</div>
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2. Dê três exemplos de um número capicua ...</div>
<br />
<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-38203101158288346092020-04-02T19:07:00.000-07:002020-04-02T19:07:21.209-07:002° AULA ONLINE DOS 1°ANOS DA ESCOLA ODILA GAY DA FONTOURA. <br />
Estou com saudades e vocês? Bom galerinha o assunto da semana vai ser intervalos, ok ?<br />
<br />
1° vocês deverão assistir os vídeos abaixo.<br />
2° vamos fazer os exercícios abaixo.<br />
<br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/3UZhbF7jheU/0.jpg" src="https://www.youtube.com/embed/3UZhbF7jheU?feature=player_embedded" frameborder="0" allowfullscreen></iframe>oi</div>
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Agora copie no caderno e resolva.</div>
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<strong>1. </strong>Represente na reta numérica os seguintes intervalos:<br />
<strong>a) </strong><img alt="\{ x \in \mathbb{R} | -3< x < 5\}" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%5C%7B+x+%5Cin+%5Cmathbb%7BR%7D+%7C+-3%3C+x+%3C+5%5C%7D&bg=ffffff&fg=000&s=0" title="\{ x \in \mathbb{R} | -3< x < 5\}" /><br />
<strong>b) </strong><img alt="( - \infty , 35]" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%28+-+%5Cinfty+%2C+35%5D&bg=ffffff&fg=000&s=0" title="( - \infty , 35]" /><br />
<strong>c) </strong><img alt="\{ x \in \mathbb{R} | x \ge -2 \}" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%5C%7B+x+%5Cin+%5Cmathbb%7BR%7D+%7C+x+%5Cge+-2+%5C%7D&bg=ffffff&fg=000&s=0" title="\{ x \in \mathbb{R} | x \ge -2 \}" /><br />
<strong>d) </strong><img alt="( - \infty, + \infty)" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%28+-+%5Cinfty%2C+%2B+%5Cinfty%29&bg=ffffff&fg=000&s=0" title="( - \infty, + \infty)" /><br />
<strong>e)</strong> <img alt="\{ x \in \mathbb{R} | 0,2 \le x \le 8,5 \}" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%5C%7B+x+%5Cin+%5Cmathbb%7BR%7D+%7C+0%2C2+%5Cle+x+%5Cle+8%2C5+%5C%7D&bg=ffffff&fg=000&s=0" title="\{ x \in \mathbb{R} | 0,2 \le x \le 8,5 \}" /><br />
<strong>f) </strong><img alt="[ \frac{2}{3} , \frac{8}{5}]" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%5B+%5Cfrac%7B2%7D%7B3%7D+%2C+%5Cfrac%7B8%7D%7B5%7D%5D&bg=ffffff&fg=000&s=0" title="[ \frac{2}{3} , \frac{8}{5}]" /><br />
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<strong>2. </strong>O comprimento de uma circunferência de raio <img alt="r" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=r&bg=ffffff&fg=000&s=0" title="r" /> é dada por <img alt="C= 2. \pi . r" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=C%3D+2.+%5Cpi+.+r&bg=ffffff&fg=000&s=0" title="C= 2. \pi . r" />, e a área do círculo de raio <img alt="r" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=r&bg=ffffff&fg=000&s=0" title="r" /> é dada por <img alt="A= \pi. r^2" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=A%3D+%5Cpi.+r%5E2&bg=ffffff&fg=000&s=0" title="A= \pi. r^2" />. Dessa maneira, marque o intervalo a que pertencem os números que representam o comprimento de uma circunferência de raio <img alt="r= 0,5" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=r%3D+0%2C5&bg=ffffff&fg=000&s=0" title="r= 0,5" /> e área do círculo determinado por esta circunferência.</div>
<strong>a) </strong><img alt="(0,1)" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%280%2C1%29&bg=ffffff&fg=000&s=0" title="(0,1)" /> <strong>b)</strong> <img alt="[1, \frac{32}{10}]" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%5B1%2C+%5Cfrac%7B32%7D%7B10%7D%5D&bg=ffffff&fg=000&s=0" title="[1, \frac{32}{10}]" /> <strong>c) </strong><img alt="(\frac{99}{100}, 3]" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%28%5Cfrac%7B99%7D%7B100%7D%2C+3%5D&bg=ffffff&fg=000&s=0" title="(\frac{99}{100}, 3]" /> <strong>d)</strong> <img alt="(-1,4]" class="latex jetpack-lazy-image jetpack-lazy-image--handled" data-lazy-loaded="1" src="https://s0.wp.com/latex.php?latex=%28-1%2C4%5D&bg=ffffff&fg=000&s=0" title="(-1,4]" /><br />
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<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-3396357427028962742020-04-02T18:54:00.001-07:002020-04-02T18:54:24.613-07:001° AULA ONLINE DA DOS 1°ANOS DA ESCOLA ODILA GAY DA FONTOURA.<img alt="" src="data:image/png;base64,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/>Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0tag:blogger.com,1999:blog-1214999243318485479.post-40771923344899792442020-03-26T17:05:00.001-07:002020-03-29T16:28:09.334-07:002°AULA ONLINE DE MATEMÁTICA PARA OS 8°ANOS DA ESCOLA PARAÍBA<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #ffc000; font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">2°AULA ONLINE DE
MATEMÁTICA PARA OS 8°ANOS DA ESCOLA PARAÍBA</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">Olá queridos alunos !!!</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">Ainda estamos em casa, mas lembrem não
de férias , por tanto vamos a segunda atividade.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">As atividades que vocês terão que fazer
são do livro , páginas 38,39,40,41,42,43,44,45,46, e 47</span></div>
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<span style="font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">Os assuntos são : </span></div>
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<span style="font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">*Potência de um número racional.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">*Propriedades da potenciação.</span></div>
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<span style="font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">* Potência de base dez</span></div>
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<span style="font-family: "ar cena"; font-size: 14.0pt; line-height: 115%;">Para isto se vocês precisarem de ajuda
é só acessar estes vídeos abaixo</span>: </div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #ffc000; font-size: 22.0pt; line-height: 115%;">Bons estudos !!</span></i></b></div>
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<div class="separator" style="clear: both; text-align: center;">
</div>
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</div>
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/j5Ty7WuA6wE/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/j5Ty7WuA6wE?feature=player_embedded" width="320"></iframe><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/9dkfjG0QKvA/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/9dkfjG0QKvA?feature=player_embedded" width="320"></iframe></div>
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<br /></div>
Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com2tag:blogger.com,1999:blog-1214999243318485479.post-63363762131650578342020-03-17T15:14:00.003-07:002020-03-26T07:47:58.391-07:00Primeira aula online para meus alunos do 8°ano - Escola Paraíba- CIEP -2020<div style="text-align: center;">
<b>Boa noite !!!</b></div>
<div style="text-align: center;">
<b><br /></b></div>
<div style="text-align: center;">
<b>Queridos alunos , vou passar algumas atividades online para vocês . </b></div>
<div style="text-align: center;">
<b><br /></b></div>
<div style="text-align: center;">
<b>1° Assistam o vídeo sobre regra de três simples abaixo : </b></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/cWx3GEh-lQI/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/cWx3GEh-lQI?feature=player_embedded" width="320"></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
<b><br /></b></div>
<div class="separator" style="clear: both; text-align: center;">
<b>Depois de Assistir quero que façam os exercícios do livro :</b></div>
<div class="separator" style="clear: both; text-align: center;">
<b>páginas : 268,269</b></div>
<div class="separator" style="clear: both; text-align: center;">
<b><br /></b></div>
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<br /><iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/U6d-QWk4Ir8/0.jpg" src="https://www.youtube.com/embed/U6d-QWk4Ir8?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
<b><br /></b></div>
<div class="separator" style="clear: both; text-align: center;">
<b>Beijinhos com Lia Figas</b></div>
<br />Prof°Lia Figashttp://www.blogger.com/profile/17865182305690533121noreply@blogger.com0