<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7216067214068190905</id><updated>2024-09-17T00:59:36.538+02:00</updated><category term="Conocimiento del medio"/><category term="Matemáticas"/><category term="&quot;Gente Inteligente&quot;"/><category term="Gente Inteligente"/><category term="Lengua"/><category term="Ciencias sociales"/><title type='text'>El aula de sexto del Ruiz de Luna</title><subtitle type='html'>Subiremos al blog todo lo que nos interese de Matemáticas, Sociales y Natu de sexto.&#xa;Bueno, también algo de Lengua.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>82</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-8517860782018412811</id><published>2021-05-19T12:06:00.003+02:00</published><updated>2021-05-19T12:06:42.791+02:00</updated><title type='text'>Areas de figuras planos</title><content type='html'>&lt;p&gt;&amp;nbsp;Ponte a manipular las figuras y descubre las fórmulas&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.geogebra.org/m/NYST6Tq6&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;234&quot; 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QmLAAOf7f0rieBuQOCaI1oXEMUG0NiSOm6DSBGTk0G+QPWHGjEePlFcvmWGIrG+YXwCX8ZfMQcSW8hqQkY/hRhvieWEWIuaZ7OsoHe/jc3hKWdeoQ40JblWd9uox45OtycdHrPzCPl/J2EN+TmmPXhK1GZ8wLNFLJh5iTNSmxjQ3N0l52FryOYQNdYK3eStbw6vHjIcZhoQkkxT589xwxGvANNUcbxsSxwTRupA4JojWhsRxE8jF8bkv38Plg/sQcTITkNEe1os4wA03AhYlLhkO44rpe2ZuYVYg5lBLZiAhbvJxxfQ9whalZMIhzD+idjXCdhXCNiXOdn6D0Z42RGxqbv5RmouZgDATj1Fzm2TqEbUz84+4Q4sxswJxlxZnOw8iYG5j5h8urWQOEjQrEHNpEbQoELQqMGZRIOrQIGxTIszNQCJ2NSJ2NQIWBS50fYuxnjbEuGlH1K6WzcmMRS4bvkPIpuTnoEHIosC4S8t6PzvY+3FBdwgj3cwEJGRVYpyfgzAeCdjIBGS7kDgmiNaFxDFBtDYkjptALo4v738Pw4f2YWbwmGTqkfYakBjokh4HzUpM9LZjxmNAckDHzTRKBh9pbt4x2duBtFeP5AA3CnGXjDBSbj2CFiXGXe2SUUhSMuRg8yTcOkTtakz2suxyYqBLMhCRn1vQosSEq10y4RDmH4mBLskMJGJTYbKvs8KIpPx+0KLg52yQ9ifd+tKtW4cwzwrLz0Maz+cL9Cgw3dfJDUh0JZMTtx5ptx4TfV1UVrFNSBwTROtC4pggWhsSx03QqFvFrKipleqJjdIFefKa41m/rOZ4kLUzmx7owtxg9ZgsfxxzaMpMQGYra3z9JkT5BXlzx03ScbOy+l0xz3R/F+aOd1eds7iN2NRIevR1O1pk/Sbpgrxar0vcRm3l9dZiLfnjsE2FdIUJiPx56laxfUgcE0TrQuKYIFobEsdNsFUTECFsRZu2emYZWX95e7V6XSaivJVbI2OOuENctFe/E0XErmYiu0G3iohdLbVyq3s+djUSm5iAROwqJN3VHS3KulWQCciOQ+KYIFoXEscE0dqQOG6C7ZqACOG7MyYgjfscjztZVriRwUfUoWloFJLxGRF1aDbtcxxzaJDcdJ7aBh/yx426XlDmuDlIHBNE60LimCBaGxLHTbBVcSzso0NW5pBXKqUwVoxhpQWbtXKL2IXBxyat3DY1AaluCVd5XmGbColN3O8iVtWmJiARqxLTA9VjKlu51XPII3HcHCSOCaJ1IXFMEK0NieMmeBtMQOqVOoh5yATk3YbEMUG0LiSOCaK1IXHcBJU1x6M1TECyXODNiaywPJtbka2dHTQhbFNiqr8Tc4PdyPorsqc8wysE9Oxgd+niuYotxmuO5fOIdcUts33uYmMqzlmeXU4O6NhaNbK9Wb9JqjmeHTSVzVOepVYh6WlcVsF6IXeVXxRYkTmmbhXbg8QxQbQuJI4JorUhcdwEtUxA0oPHSu3KPDqkZMYXIYsS4852ZqYhWqPxlmesbRlreTbR244ZX6nNmZiDHdMldbRI8xZsog2bMN1IuXW89IK1cmOt03SSkYi4FaYbaY9Bds68dRo3/AjbmVGIvE2baEEnxrML+zq5EYleen0zHmZMkvLoWXlGf6f0OOXWS63oUl72OMzLM8R7IZ27R4+0R4fJfh3PHE9I7z/RGBLHBNG6kDgmiNaGxHETVJqAXPl2HyKOdmZiYVEy8w/zUUTtagTMCpzv+haXjYe5OYgSUYcGQYuCm16oELWqmKGGmRlfhKwqRGwqhO0qROxszohdjXNdBzFmbmPmIA5muBF1sDXi3HjkQtchXNQfxkRfOzMicWoQ6GlD3KlF0NKGuFODs50HEbQqEbKWjo85NdLjkE2FC/pDuGr6jj3mJiMhCzMDidhViNiUONf1LUZ7jiLu0EgGIUGLAnGnFmELMzA5036AGZpI70sbxp3tCFkU3BSlDRf1h3C1+wjGnVoEzEcRd2oRsqoQc3ATEKsKTiqr2BYkjgmidSFxTBCtDYnjJpCL40uSCUgPz5wapGxr0s0eR4Qxh88gmWCUzDDYrTDLSPMsrHxLe1htctimwrirHWmvESlP9VwJbt4x7mzHjM8omX6IOUQWOWxTYaq33lrMhERYVafl+ysyyGEray0nnycpZbtLNtTCZETMwe4bpLmDvNWdyCjL10x7yASkGUgcE0TrQuKYIFobEsdNsFUTkKzPiLlBVlM71cdasGX9RmmcqLmtrDmurF0uGXOoysZIa8lqlKMOPuZ4qZ5YqjmW1QGXzTNYvVbYppJqjqXzrKgbjvCSidkaxiXiNmxjnSjqmoAMdpd1q6iqty7rVkFlFVuFxDFBtC4kjgmitSFx3ATbMQHJ+IyI2dS8r3B9ExDmWle/g0TGZ0R8C2MmXVqph3HdDhJOLRIDuoZj4k6t1Hu43lrjLi1Sbl3d1yXmqdWJQv44ame9kBt1q6Cyiu1B4pggWhcSxwTR2pA4boLt9jkOWljJRKM+x+IiuUZ9jkWpQ6M+x2GbEpO9jY1CwlZVw37JGZ+RdZDYxOAjbFFKjn1157EoNu1zHLQoyARkhyFxTBCtC4ljgmhtSBw3wVbFccZnQsZvQNSuYaUFvlrC14SMz4SYQ8ME4qCxasyM14Cs34S4U8tsn+uI2rTXgLiTz+Ovnkfcjzu1zP2ugTiOOTRIevRlYr5MiHsNiDs0POPbwLGvjtOe/HHErkbaoydxvIOQOCaI1oXEMUG0NiSOm2CrZRUzXlZ3HDQrMNHbLpUfCOMPYfCR9bMMq8gu1yxR8Bmli/bqlkP4jIjYlJjgmeN6Y1iWurP+WrzdmxC19coqSpnj+mUVLCvc2AQkYFFguo6ZCJmANAeJY4JoXUgcE0RrQ+K4CWpljq+dtkoXmFUac8TtaqTceum5Wb7JL5gTNb5VBh8+I7L8uHGnFsmBLswdr7wgr3SR22RvO8tSD8r2SxfedfNaYTGmu+KcSxfkxZ1a6UK68tdTWneil3WYKFuLHy9fK+3Rl9aSnZOYK+bQYMajL3vvxLi5wW6eOaZuFduBxDFBtC4kjgmitSFx3ARVrdy+3YeU/xjSHj0SA7pSSzPeimz02FHEne3I+IxIDrAWb0nJeIONC1pYdnmGt2hL8k0Yc6Q8eoz0sB7ApVZxurI2bEm3DmGbEjGHlpmJDOiktmviNunWYaT7KOKu0jwJd+mcUx49pvu7ELIqMeFqR8pjYK9JZkySdOuQHNAhYG7DRF87O1b2upOy1z/WcxSTfR3S46RsLbH+WM9RTPZ2IOXWSe9fYoCtkRzowkSfjjLH24TEMUG0LiSOCaK1IXHcBHJxfPIf/wsuHfwYMVcH4k4Ngj1tiDu0CFgUGHcys4+rpu8xfOwoxl1ahLhxR9CqQtShQcSqRMxWMvSI2ph5RphvUbsaEW76cclwGEGzAlGbCjGHBkGLCnGnBmFuqBG0KDDu0iJoViLu0mLMrMC4U4uwmZ1LwMLMPi7oDyFoVSBsZcYcQbMCcWFIwo1MotzQI+JQI2xVIWpTISIMSuxqhCwKXDEexsixo4g51JKpBzM3UbM5uTFJxKZC0MzPzaJA1KHBaPdRjDu1CFpUGO7+HsPHhAkIez5gZvNFLEqE7Bq43v93JI63AYljgmhdSBwTRGtD4rgJ5OL48n5Wc5w93lMyv5CZe8x4DBjtOYpxFzPmEBbOKbcw5tAj4zUyYdvLsstye2hpvEePMXMbJlztkpmIZPcsDDXceoRtSsSdWmR8RmkNcU7CLjrQ08bOx2uUDETkxhsptw4BswKT3ChEbtghGYp49AhYFJjs75Dsq8U5zHhL6431HMUUt4Yuy2LL3ocxcxum+1ldstxkRLx/U/2UOd4uJI4JonUhcUwQrQ2J4ybYSrcKed1wnPfxlXdjKDMB8bMexqLmuF6XiXHeZaJyjLweWKo5rqhpFvW+GZ8R8Yqa48pzFj2MkwO6KuMPuVEIqzmu3WWiNA8ru6gcI1875tBI3SqyvnrdKqjmeDuQOCaI1oXEMUG0NiSOm+B1u1VUjdlCt4rMDnWrED2MN+1WYdm5bhXT1K1izyFxTBCtC4ljgmhtSBw3wbb6HPsMiNk1zEmubp/jUua4Vn9i0ed4XOpzXDtTu9U+x+Mubc3ew/KMb3wLfY7Ht9Ln2Fl7LepzvLuQOCaI1oXEMUG0NiSOm2Cr4vitdsiz7IxDXnALDnkBcsjbcUgcE0TrQuKYIFobEsdNsNWyiozPiIzXiJhdjWmeza01JutnjnTT/Z3I+uqXMcTFmAalDpO97Xyt+iUTMacWiQEdsjXKGMSt6LvcaK1xVzvLiDcoq4i7tEi5dQ3LKqK8JpvKKnYOEscE0bqQOCaI1obEcRPUNgGxMVOLChOQuUETQhYlpvo7ZWYZwgyjdMFc2MrGXDveDbnRhnzOiE2Fqf7OkgmIzHxDbFF7aYz84jdpHp9Rmufa8WN8nu6KuViWOjmgkx3LzjPrKxl0RGwqJGSva9YvxpRMQMJWJZIeXemiQGGEIjMgCVmV0gWLlRfszQ12I+k2wEnieFuQOCaI1oXEMUG0NiSOm0Auji8KExCfiRlqSCYWXexxfxeCFiUmetuR8vDn3XokuJmGGB+2KjHh0iLl0ZUZfJQMQwwI2VQYdzJjjqTMcCTBzT6mB7oQtqkQd2ox4zWUG2q4maEGW0vFTDeEaYebmXgk+POJ/i6ErSpM9HZI5yOZcohzc+vYBYJ8nukB2Tixlpu9rsRAFzf0kK0x0MVNP7oQNCsw2duOtFtf9ryYZ7y3kzLH24TEMUG0LiSOCaK1IXHcBHJxfP7L93Dl232Iutq5cQYTwgFzGzP7sChxyfgdhru/Z2YZViXGXe0IW5UI25QIc0OPC13fYuTYEUTsasQcWsTsakTs3CjErkbMocG5roMYM7chaldj3Kllc/W2I2RVcsMNBc53HcJF/WFM9LYjaG5jtxZmIhIwtyHu1OBs50GEbSqEbUqMu7QI25jZSMDcxh+rcEF/CFdN3yHu1CDqUCNsY+ce5eI7YlPhfNe3/Bh2DhGbCiGrUjIFiTk0ONN+ABGbChGbGjF+Dszso00yCbmoP4Th7iPSfnEbc6gRtioxZlVR5nibkDgmiNaFxDFBtDYkjptALo5HeFlF9oQZaY+et2fjphhe1u0h5tBguq+Tm2PwMdyYY4bX1oat7OK2jM/I9nPjj7RXL42J2FS85tjIjvcYpDmFCUfUoWHz8HOQzkd2G7apMN3fhYzXKJ2HmCPDx0Xsakz1lVqwCVMP+XxR3mGDnbNeZhjCDT+8ekTsaiQHdMy4hK8x4zUw22z+OMLPh5mb6KT3L8XPZ2pAT+J4m5A4JojWhcQxQbQ2JI6boNYFefJuFfKLzmZrdKKoHDc7aELYxmqO5xp0kIjYVJiq6FZRNp/fhJiDiVpRlywfVzZPf1fDteQ1x1VjfKLmWI3p/s4qo5DyeZRIuhu3cgtZ63fGoG4VzUHimCBaFxLHBNHakDhugsoL8kYO/6auCUjGZ0DEpmbiz1fqWVw+hnVskLLCVfMYpAz0ZF/9bhVprwExR/15xH2RyW7U0SJqVyNRp4OE1PXCrpYyx43GCGvoet0qwjZVzY4W8m4VlDneHiSOCaJ1IXFMEK0NieMm2KzPcUnccfc7K+sO0ajPscgcN+pzHLGrq/oTy+eb8RkRsYvscvVa5Rno0jzyTd4LOTGgq1qDZY75+VhVUmu5upljq7Jmn2P5nEFZtwrKHO8M76o4FmsUi0Vpq1y70ZitHE8Qu827LI63E2P1YnOrxxPEbkHiuAk2E8eVojZqKxeR1cJWnjmuISL5rcjCNjL4GHdpMd3A/W6G1wpPb2LwEXNoNnfRc2qR3MI8tYSv/HHEpiJxvMO8i+K45vzF8i/R7W5sgl09bYKo4l0Vx7sTowSx95A4boJaNcf1TECyPHs62dfR0AQkLOqJG5huiJrjRsYcMYfILtcvmRB9juutxcaoJXFcb61GpSDiNmxTIWuv/rMAACAASURBVOGuLr2QPxY1x1RWsXO8i+JYrFEsFpEv5rG4uohiA2Vb5P9tOh/oS5jYW95VcSzWKKKIXDGHV+uvNo3BLc1HQpnYY0gcN0GtzPG10zaW6ZSZgGR8zBQjYmfZ0zlukCEZc/jYxW2zg92sxnegC3PHhfGHqSxDPOs3Ie7Usgvpjh+TjDZm/aU5xQV5pXmEMUd32bnFnVokKuYpMxPhwjfl0ZdMPeQGH3xcnGeFxTlUriWy3YmBrqpzkD+O2NVIe/RVxihZnxFzg5Q5boZ3URwXi0Xk83kAwI0fbuDCxQt48OQBHj17xLaFR1hdX8XDpw/xcuUl7t69i8lUAukbc3jx8ie8WlnCgycPML8wj1v37yAeCmL91U9AESjweCaIveBNiuPdjNNisYh8gcXo7Xu3cPHKBTx88hD37t/Dw6cP8eDxA6ytruHu/Xt4/uI55h8/w/T0DM6cOYubN29jZWUZ9+bv4cGjB/jx1o+YTE5geXkZAMUosbeQOG4CuTi+tP89DB/ah7S/m5tgMBOL6f4uJLmpxViPAnGXVjK5EOPYxkwzghYlJlztJQOMgZLxhjgmYFYg7myX5pXPlXLrMdXfiYhNhQlXO9IeA6b7OyWjDbkBxxjvJSw/j5Rbz8bz9cM2bgIinbO+dE5uHab7uxDoaSs755TMBESce8iiwERve9lrKX+NXRjtaWNmIjITEOl1D+gw0dcJ5/t/SuJ4G+ymOJZncpZXl/HkxZMt/RTauBa4gGKh8VbI55HP5ZAv5HDuwjns/+oAzl84j/7+PjidDpiMRty4dR3ZH67h4dNHmBgfx9nLFzERC+LezRlEJmLwejzo7XXB5XRiLDiKjdw6ink292brb7oVeY6MslzEJuy2OK6M0aeLT7dUv7tTMVoo5HHh0nkcPHAQZ86ewYC7H04Hi9Ef7t5ANnsDDx88wcPH93Hh8kVo1VqMBQOYSE3A4x5Av4fF9GhgBKurKygUthGjNeqYCWK7kDhuArk4Pvfle7hykJmAxB0aJjy5IUfcqUHQqsQlw3e42n0EcaeWGXLYVAhaFIjaNQhZVQhblbhq+h5hizDSUDCTEKsSUbsaIasCEZsK5zqZCUiI7w9aFHwupbR2yKpkBhuOkpHGmLkNcacWAQs7p/NdBxGyKBCyKCXzj5hDg6BFgZhLi6BFgZBVgTFu5CHMSiJWJSJ2ZhgSsqlwUcdMQGJOfqxDjaBVyV63RYlxpxaXjd8hZFNKjwNmhfT+TPDHlw2HMXrsKDc2Yc+HrGztkEWBoF1NZRXbZLfEsZhDzJfP5fFq5VXZvm3XEm7zf2cBwPyzJ0ilZ3Dn0QPcunMX2blriMbiWFxeksYlUikkMxmsL73ASn4NTxae4fqNH3Dzx1u4dfcudiUPRZ9NYgvs5hdvzRhd3dsYLQJ49PQxEskUbt67hTuP7iGTnUU0FsdLWYxu5POYf/ITkqkMnjx9gfnHT/DD7Zu4M38PP965TZcDEG8MEsdNIBfHIwfex+ghZgIimW34ZC3YvAaErSp+kZyRmWD4jHxj5hsZ3jptur+67lZu5BGxqVjtMj9WzJP2MLORGZ8RUYcaE73tZXXAwgBEatMmNxPxlQxCZnwGac2wTcXqgP3l7eTk46I2Naa5UYj8HNKy8y/1MBa1xuy8Mz6D9Dgi69QxI3v/xPPTbj2VVWyTvcgcA0DqQQqBTAArq2tbmLR6DQDIo4jVpZd4+eguFufv4dX8fbycvyc9XuT3X87fw+L8fbyav4flpw+x8eIJ1hbmsbIwj/XnT5BfXMDSk4d48fAOXj66i9yLp1h//gSLTx5i6fEDLD99hNWfHmPtp8dYW5jHy0f38IKvIV/v1WO+/vw9vJI9Jx6/eHS3/Nzm72Hx4W0srywywU0ZK2IT9jJzPPNwBtHrUbxafMUPbDRp9RoAi9G1xedSHNTbFmW3K88eYf3FU6wuPMbqMxajuZcLWHrygMfQPSw+vo/lZw+x/uIplp89xMqzR1jj41cXHmPxUfm8m26P7mJt8XnZe0AQzUDiuAmqLsg7vK9ut4qsX7RF66pplpHhhhrRBp0o5BfATVW0civrROEzImpXNe5owddqNA+7+I/1OW7UiSLKBXTDzhiyMaLHs9jE45BViVSNtWa8BtatYsBAZRXbZDczx6L2L3k3id90/AZ//Ls/hvNML5ZXV/F86Tlu3LmJ5bVlAEWsrC8jX8ijUCxgZW0ZG4UcFh/fx493f5TOZ2N1GSPt/4DT//gezh34GMMHP8a5rz/E2a8/woVv9mFo/4cY+vojnN3/IYa/+QgXvvkYp7/6AOf5vtNf/hpDX3+Eywc+xNmvPpCOO/3lr3H6qw8w9NUHuPrNRzh/4COc/vLXOH/gYwx99QHOfPUBzh34GFcPfoRLBz+W1jj39UcY2s/Wv3JwHy4d+ABn9rN95w58jAvffIwz+z/ElQMf4tLBfTh7YB9O/t1/QvqMi703sveIIGqx25lj8flL3Uvhw64P8a8/+9foPm7C4quXeL78HNkfMlheX0Y+n8fK+gpy+RwrwVhbRq6Qw8NnD3H38d2yGA11/AMufPkeLh/4aEvbpa8/xMX9H+Di13zb/wEu7P81Lh34sDRGNu7S1x+y+1+Xjrm0xbXEduHL9zDZ1wmAZckpDolmIXHcBJUX5I0cqm8CkvUZEbapeeu0WgYfRmT8rIfxdJ0OEls2AeHdKqb763erEPNM9zXuViFMQDbrVpGo87oqs9SNulVsxQSEMsfbY7fEcaFQQKHI5jrsOox/+Zf/En/wH/8Af/bVn2EgOgBP3APNWQ3OpS4gPj6Bk9GT8E548fTFUzxbfIaVjVVkb2RxcuIk1jZWAQAbS4u4sv99RLq/RapPi6RLjYRLjVSvFhM2Ba7oDmDCrkTSpZGeS/ZqMOVQYsRwEJMOFRLiOSc7btzahqu6bzDpqDjOpUHcchQjhoNIujR8HQ2fU4uY5QhGjQcx7WRrJPhxCZcGUfMRjBrZOSbE804VZrwGXDq4D1GrUiqroM8o0Yjd/OIVMZov5GG8bMS/+uBf4Z/8X/8E//arfwvTVRP0V/Q4fOIwTk+eRmwqijOTZ9Az1oOFVwtYWFrA8voyrt+7jqGpIazKYvTi/vcR4zEq4iLVx2J0WHcAk3alFEsiRsetLNamHaqyOEz1sRgd1h3AlENZFmvJXhGj30r7xW2qT4uY5SgCpm/L9idcaqQHOhBQfYqg/mv2/uTzFIdE05A4boJKcdyoz7Fo5SZasJUyyhXZZVu5UUitPscl++hGfYVFVrh+NjdiU2Oqv3YmuyxzvEmf46hdjcRmJiA2FdlHvwF2NXNcZK2ahibP4t988W/w37/33+E9/Xs4MX4ClzOXEbkZwfC1YSR/TGPi5iR8MS9eLr3E6sYq8oU8bj+8h9jNGNY3WCnGxvIrjBzah0mXBnMnzcgOdiM72I3Z48cw4zdhqq8TMz4jZo8fKz03eAwzPhOmB3SYHTwmjRe3aZ+Rm9h0lx93nB030ddZNl46zmtEwq3n4yuPMyLh1pUf5zfhxlknAsrPMNXbzt5j+jmX2IS9EMcAcCJ+An/y+Z/gjz74I/ym+ze4mL6Iq9mrCP8QxtW5q8jcy2Dq1hTOJM5gcWVRitFHC48wd3MWa7IYvXLwN5jq1VbFaMbfjan+Lsz4TGWxlh08hoyfxVq2RozO+EyY6u/EjN+07RhN8hiVH3ftlAUR3VcId3/L3p8m3lOCEJA4boKa4vikpabwFeUHb5MJyIzX0DImIFk/EyskjrfHbtYcs9IBYPHVEq4mrqLnlBm3nt7awqTVawBAbuUVhg9+jHG7EtnB7qoa90R/l2SzXvnLQoLX6Vf9iuLR8+NktfLScwYkB8p/qZAfl+S/YtSaM1nRj3vGo8e10zaMtv0NplztlDkmtsRelFUUi0Wsra3hTPQM9Cf1uLdwbwuTVq8BsBi9cvBjTDhUNWNUxEWtGE3ViSfpuRoxKj+uZowOVMf27PFjCHf+I4ljYkcgcdwEVTXHdUxARFlFyCKywrXLKrJ+k5RdblQOIeyjs/7u2mUMPmYfPbnZPMI+ut48/CJCYR9ddx6ranMTEG4f3aisQthHU1nFzrGbmWP2+ec9VNfW8BO/ACaXz0n1xfItX8hXXQVfKJbqATeWX2H422pxnPUZkXTrEOV9sMu+QP0mJAd0CNuUyMg+o6KOfaq/E2GrsuYXb3JAh4hNVfVZzfpNmOrrQMSmlNaQH5fo70LEpir7vMvF8YTIHIM+o0Rj9uKCPBFfqyurePb8GQAgX8iXYrSwvRi98k21OBYxGnOoq/8Q9ZuQcvNY85sgLsKWx2jErqr5B6x0XJ0YjdY4riSOD7L3gMQx8RqQOG6CWpnja7ysQhhkZH3sYrtZvxFRuwYpmVmGMOdgmVFmihFzaJh5h9x0Q4znx5RMQLqr1iplczVIurskE41yww02flwyAak/T8yhQdKjL9s/W7mWQyNdSFdaq1QOkfEZMc5fl3gszkEaN2hCxK7GjFjLXz4PmYA0x26bgIi645W1ZTx9+bTsi7ReSyj5rXx/buUVRg5+hAmHiv1My/84mvObkHTrELapkOafD/HcrN+ElFuPgFVZVh7EPjPdSAjhzC/qlI4bZMcFLcqqz/PcYDemBzoRqXUcF+NRh7ostjJeA26csWNM8QnGXVoUSBwTW2AvWrmJGFtZX8HC0kLZBWrbj9FFXD64D5NOdc0YjdjVkniVx0zaU4q1WX91jEZsqtox6tEjaFHUjlEuquXfMxmfEddO9CDS9XvKHBM7AonjJpCL48v735dMQFLucpOLlJsZYoz1sH7Daa9eMsmo3EaOHUXc2S79ZJRy69jx3Ogj6dbxPsVaJPlPv0m3rsw4Y7q/E2M9R6W/qkvnIltroAsBcxvGXcxMRJpHOmf2c7ToR5ySzkcvnU/KrUPCrcNw9xHEnRr+urh5h+w1pdw6jB47gsm+Dmlfwq1D2mMoMwsZM7dhvJeZiUwPdLGfxGXnO9HXSeJ4m+xVK7eVtRU8e/ms6st0q2sAvKzi298gZlNIWaCUW4+URy+VRyQG2Gd0xmtg+/jnRG4swzJO+rK4EJ8z6Ti3TjpOfObFc9JntL8Uc2n+XMqjZ3Pz46Q53TpkTpgxfPR3pZpj0GeUaMxetXIDWIwuvFp47Ri9cvBjjFuPYsbLyx48eiTdeuk7S3yPlMUoL48Q8VsWo7LjRDylpO8IPf8OrIxREafMIKosRr0GhDr/gcQxsSOQOG4CuTgWJiBhhxZxbloRczCDjnEHM8O40v09ho8dYc9bVYjaVdzIQ4WgpQ0xuxpXjN8hYGZmH2ErMwMR98N87GXjdxgzt0mPQ1YlYnY1ArI1r5i+xyXDYYzLjTnMbA1hFnLRcJjNayvNw85NwQw+LApcMX6HkWNHEbWrEebriPOJ2lQI21S4oDuEkZ6j3LSDzRG0sDnD/PH5rm8RtIi1+PviascYNx4ZNbfhiomtFXNoJFEe5AYlQXMbAlYVieNt8jbYR5d98R76rxg1HUbcxerYx53tCJjbMNnbjgj/3MTsaqTcOsQdGgQs7HPCPvfsM5ca0DGjHasSMYcGEy4twjYlQlYl0h4DJlzt7A9MhxoxhxoRu5pdDNrfhcneDhZPDg0merUI21QIWRSY7u/EVB/7gzJsY0Y2EZuaXWg60IUJVzsiri5c+Pa3mOrroMwxsSXepH30dtcAeIx+8zGCuv0Yd3Ug5dbxf6fbMNXbgSg3mxIlUMzwSoHJ3nbEHGoEeti/92mPjptBtWHcqUHUoZZiK+3RIe7kse3UIO7USDGaHOjCVF8HgtzIarK3QzLMSgx0Ybq/EyGbGoH2v0e4+xA7dxLHxGtA4rgJ5OJ4RHZBnqjBkupqvQZk/UaErKzmOMv3iZ+ARc0Ua/emwlQ/70TBj8v6+Ry+kqHGZG8H5njNV6l8o7SFbUpeT1x+8Z+8x3DYymqO5fOwsWytGa8BIYuCl0OUzkGcv1gzbFViWup6YahYS8yjxHRfZ+m1iJ/AfSVDkDGzgl38J3sd4ifrWZ8RSSqr2DZvmzgeOfgR4jYlMqIO3mvAjMeA6f4ujJmPsrIKUYvuMSDrY+URYxYFsr4aNcd9nQhaFGU17GkPey7R34kxc1tVPeOs38RFsgKZigsAZzwGTPd1ImRVSjEiTH2unbZjrO1vqKyC2DJvnzhmZRVxuwpZcT2LlxlCJfq7MGZuK7uQVcRh2qPHmLkNM95S/IrvwOn+TgTMbbw0z1gWh4kBNqf8O4d9vxow2dfBrieomI8uyCN2EhLHTVD7gjxWc5zxm0oX8viYaIzaWccG1le4VD/FnOBMyPhKNcdMVLJ65YzPJP2EJa85zvpN3GXOWLoYie+LO/k8g6X9cvHM6pK1UicKMU+2Yh6p5pifA5vHJDs3VnNcupCu/HVJa/HXJd+fleZirysiLriSiXgxPusz0QV5TfC2iePhbz8uqzkWn6eUW4dxh6b8s+5jvcGTAyzTlPGXd4DJ+k1IursQl44ridwsr1Ued2mlz39WdnxioAvjTk3ZfOIzmRzQYdypKe9G4zXg+hkbRhWfYJLKKogt8vaJY1ZWMemUxahPFqNObVXSR1xYJ2It4zPw50WLTh0mXNrSH72yGE179JhwaXnMlydNEgNd7DnZvwkzXgPmpJpjuiCPeH1IHDdBrQvyanWrEBnSoEWJyQpL5/J/DHhWuK+jrjGHyNRO8n7JjbpVTPQ27lYRtqowuYkJiPi5uVG3CpaB7mjYrSLIM9CVx8ofBy0KTNcYQ90qmudtE8cjNbpViM9Ayq2v+gNPbKIlW/VnT4+0p/bnbcZbv5Vb7eOMVedSq1vFVC+1ciO2xtspjvfVbOWW8RqQcndV/fsuF8j14nDGo6/7XL1WbjNefc3vEsocEzsJieMmqCWO65mAZHysP7Hc5EKelRLiONag97DI/sYdGiQ26XM82du+qaVzzKnd1Bo67tQ2nCfjM2Lc1V7T9rlsHpe25hj546hdXbfPMZmANMe7Io5THj3iDnXZF2xZSza7uiy7K7Vdc3dh3Kmt0yZKX/+4gS6Mu2oflxwQWTDZcTJxTJljYqu8S+I47dFj3KmpGaMpdylGS5ljAzI+1uUi7lAjXStGPY1jdLK3vSpGSRwTOwmJ4yaoFMcjPHOc8ZZnPdlPwzxzXCMrLLJSWb+plDlulPG1qXjmuLusdEGeOQ7bWF1y5TzyTcoc8xZvtf5qD1lKrnV1z8dScv6rtxbLCjfucxyok12mzHHzvG3iePjbGq3cBruRdOsQsiilVn/i8yG1ZLMqq/4gnTvejSlez1j5h+ismJMfJ0oy2HHHMNnXIT1XeVxioAshq1Jq5SayZjeGHNTKjdgWb6c4/ri6ldtgNxJunVQDXHYtDS+PKMWTsSpGQxZlzRhNyY6Tf2fMHT+Gqb5Odl1AxXFUVkHsJCSOm6B2zXEtE5DymuPShTymijHGiprjynlq1BzXEKxpr6FUc1y3hMNUXnNcpxwizmuOawnWsjF1zDvE7bhTi+n+xuI4UmHyQOL49XnbxPHIwY8RtbaV2rcNdEqtnCZcWiT6O6VyB9ZSsBNJXs+Y6O+UPodpj0F2XDt7jrd9k1ojDpSOS8mOS/Kr3hP9OtYmSrSL48cleHeKtMcgrZdy65A53oPhI39NmWNiy7yd4ngfolaF1DqNxQdruzbR2y61Zcv4jEiLtp8eFoeiBWjGZ+Rt3HS8K4221DZRxChvA1p5nCi1mOrrxGRvhzR2RsS814AQZY6JHYLEcRNsp6xi1m9CkGdhRaa2OivFMsdTfawTReUYcSsyx7XmkTpR2JWY7OuUDD5qzRORdauoNyZkrX/O8q4XrMyjwTwWBRLu6vIM+eOgVVm3zIPKKppjr8Sx6HMs37edNQD2xXv50G8xbDzES3X0rEWhmbWJGne1S62fUvwivJBViXGXlrVrsyoRc6iR5D+3Bnh7qale1vopbFMh5dZj0sU6UUy4tFKLqahDjeSADpO97XweDab7OhCxqxCxq6Qv6TG+vnDnCtuU/DktYn1duHj4t0j0dZA4JrbEXopj0edYvm87awAlcTxiOoyYk5XKxZwaBCxtmO7rYHFnbuOxxv74DNlUmHC1s9iyqRDjplFRhwZBMztu3KlFgMdo2qPDFP/lZrK3dFycl2xM9XUgbGOxnujvZG1GbSokBjp53CuplRuxY5A4bgK5OL7yNTMBSfrYVbvT/Z1IuZkhR4obGET4PxJpjwHTPMslTEJEZitqU2O6r4NlqPp5g/MBZkggTAlCVgX7S5s/TvC/1Kf6OqQ1J3rbJfMOcS7ieZEpC1mVmHC1I8XPYZrvl59TzKlhY9zChKFLyqYlB9gxIV4uknLrMN3XKa2RFI89ekSsKiT6WUZObOKvf6k/pVXJ6qB5L0txTtP9nZju6yQTkCbYdYc8YU27voqfFn8q27edNYBSt4q4VHPMf0HwMiObMO9zKrJHaS9rAZgcYMY4MxW/VmR8RskhL+XW8+f5rzD8uKBFIf3aIh3nN2G6vwsRm5KZGfhYnaT49SbR34WgRYmM31A6zqPHnMw+msoqiK2wF+JYHqPPl56X7dvOGkCprGLCoUJGXnPMYzTCRbEUZzzWUm4WayKW5DFXeVwp1lh2OVgrtkWM2lXs3wHZetnBbqo5JnYMEsdNIBfHZ7kJSMTZjnHe+JyZYTAhG7apcFF/GFe7v8e4sx0hqwox3ticGRi0IWJT4YrpewQtCoS46YfcBCRkVSJiV2Go8xuMdB+RzD8kExBzm7TmSPdRXDF+hwlX6VwC5qPcoISNP9vxjbSWMA8R2ThhAjLSfQQjx45IJiBRYQJiK5mAnO34BmM9bYi7tAhZlNI5RO1qZubh1OKi/jBCNm564tAgwA1JmAmIFgGzAue7DuKK8TvEnVqMmRXSa4qQCUjT7FXmuFAoIJfPle3bzhpAffvoWT+7aCdqU0k1x+I5Uc8Ytqmqfq0QfVKFU2TlcckBXe3jBk2YrjhOXo6UHOhC2KYsuyCWtXJj9tETLi1ljoktsZeZ452K0Ss17KNFjMZq2EeLNm/1Yi0xoEPMsd3jujHd34WYQ001x8SuQuK4CeTiWJiAXD9tKwtudt+ErJ/V3abcOukiubLSAn5B3rirHdMDnZD3XK0szxh3aWWmG7Ixsn9c4k4tUgM6zPF/wGqVM4w7tUgOsL7L0vN8m+XzxR0aJAe6MFfxj1ZWdhuza5Ac0EkiQv48G29E3MG7XviqnxevK+pgFtRzg91l84ua44Sbao63y26L452gWGQxtLG8iOGD9Vu5Jfu7ytqpyT9vyQFdVR0/qyHWVx1Xeq5+KzdRY1yrNl7YTpcdR63ciCbYC3H8uhSLJavpjeVXuPxN7W4VM14DUvyXnVrXjTRq5VbZ4WIrrdxEbTJ1qyB2ExLHTdDogrzyi+2Y4AyYFZjs432OK/6RKHW0UGzercKqxIToVlHrAjhfnW4VFRfeha0qPqa76pwz/Cfoqm4VFWMyPnm3ilIvWPnPXzNeQ6lbRWVHC9njut0quFCmC/K2z15ljuVfoNv9/1IoiC/e2uI4y3+WjTs05f2FxZckv+gu4zNK+8RxwiBEfqHnTI3j5F+wWb9RMhioFV8ptw4TvRXHycTxRG+7JPjpM0o0Yi8zx68Xo6U/YGuJYxGj406t1LO4LHY8shj1GctiLVnjOLkArh2jprrtFkvimDLHxOtD4rgJal6QV8cEJOMr73Ncq+VZZZ/jqnlEVpj3OW7UXk3e57jWWjNeA+tWIbsArtZf9HGXdtNWbqU+x9WdKEpjtFWZg8q5YrI+x9StYmd4mzLHxfUlhI98gKk+LeZO2ZA9bkb2uBlzJy1I+7sRcbYjM3gMsycs0nOzJy1I+7oRcmgxe5LtF8/PnbQg4TEiZNcge7yn/LgT7LiwQyvtF7fXTlkw7TYg7ODHnbQge7xHGpPymhB2aDEnX2+wBzfO9yGg/hwTfR2s5piLkUpxUkT5fuLny9uWOS6sLyPw3YdI9Gkwd9qG2RM9mD3Rg2snzUj7uxF1tSN7vAdzJ83sueM97DvR3y3FzOyJ0vPXT7EYDTs0ZfvF/bR0nLniOCum3AZEHNqq466fsSNq+BrhY+UX5FXFIf26Q2wBEsdNsJ1uFcwhT8Ed8uqbgMgd8mrNIzLHIrtcOSbrZ1a4EVnmuNYYKXPMHfLqjZE75NWfp9TnuN4Y4ZDXsFsFd8ijbhU7x9sgjsU5Pbp9F7//Pz/D0JF/wGT3QcSM3yBmPIC46RtE9F9jrOP30uPK27HO0nPy/WHpuNJ++bFjnb+vmm/c9A3Cuv0IdMqPKx8z1lF+XFT/NSYtR3D+9/8FMZtCek2FOl/MBAG8PeJYZI7vPXgK+6ef4ox6Pya6DyJm+gYx0zeImw4iYvgao52/lx6XPaf/GqMdv5f2i9tx00GE9fWPY899WfO4kH4/Rju+5DHK/r2IGg8gfuxbXD38W4x2fsnOPZ8vi8NisYhCsfx9ppgk6kHiuAm2Ko5nvCZk/PI+x7WEb3Wf4+p5yvsc1xO+lX2Oa40R82wmfGOyPsc1hbhX3ue4gYueQ1NzLflj0eeYxPHO8TaI43w+DwC4dDWBP/4TDwyffobxzs8R0nyOsPaLLW2RJp/bqS3W8feItP8trh79a1wbOYliUSaKi+UCQ7yv9Pkl3gZxDAD5PPvsXr40jf/jP/jRcbQNMfUnGFN/jmDZ9kXF49IW0tR/ruFxDZ4rP+4LRLR/h6D6c4wpPkFmyCV9R4s4rPf+EUQ9SBw3QXnN8fsNTEBE5lhkhWsZfDTpkLedmuPKeWQOeTXn8W7XIa++CUiIHPLeCG+DOBZCcWX9FWav/YAnCz8hn9vA+voaNjbWW3dbX0NuYx3r62uYfzyP1dUVrK0sYyOXK71vhRxyhRyKKOLlykuk76WxvrFeJZaJmK7j/QAAIABJREFUnydvgzhm87NzWl5eQmbmBzx/uYDC+hpyayvIr6++2W2N3W6sLWPhp3msLL3ExuoyNtbWUSgWsJHPIZfPYT2/jkKhgIcvHyL7Ywa59Q0AaOo9J34+kDhugq1kjuWtZ6SODXUytayrA8v41iyrEF0meM1xvcxx1m/CRG87ErwzRr1sbtypQcKtkzpR1Mwuu0SHjfoGH6Wa4waZY5cWKU/1GPnjmF1ddx7KHDfH2yCOxTpvG/Ia4rNT52AeNsM6YkPPlR6cS5/DyOwobj+8hx8f3MLT589wf+EezqbOIp/Po1AskDgm3gpxLNaouX9HV9k+Rf6rTBFAPldAIBtE58Uu9Ib7oD+vw+nEaZxLn8P9n+7jx0c/4tHCIwSuB6C/qMfSyis+B/2hStSHxHETyMXxFZ45TvlM3MCjE8kBHSaEocdAF0bNbcyJSzL90GGyrwPT/SVjjTFzG+JOjWRVO9XXiam+TmmORH8XRo4dlVyGpvu7MMnXmOZzJvo7Mcb7A6fdwtJTJz0/2deBpFuHke4j7ALA/k5+DsxMZLK3A9N8vpFjR1hbONk5T/V3YlKcU3+XNCbt0UtjxLmK8x45doS3jivtS1W8D8PdR3jrOF2ZSUqivwtJviaJ4+3xNohjeT1uPl+oqg9s1a1QKKBYKKBQLODOkzsYmw4ilIwikAjj+oPruPPkDhaXF7G6vopcLocXyy/w5OUTAJStIhhviziWr1WKURGnhTe6iXMp5PO4PX8LkbkIpm5MIn4tjvStNG7cuYEXSy+wtrGG9Y11PH3xFNfvXMf6xrr0migWiXqQOG4CuTgWJiBhBzcBsZabgISsSgx3H8HIsaPssU1mAmLXIGJj5hpXjN8jZFEibGObZAJiUyJsUyFiU+KC7hACZgWzuZWbgMiMR4a7j2C4+wgmXO0ImIUJSBtichOQzm+Y1afMkCTu1CJk5QYcljZcNBxiot6mZpaddk3JBMSuQtimxmXDd0zUu9jrjDu0CPI1wlYV4sIExKpEyKriJilKTPS2cwMSZgJy1fS9ZAoyZlZgnFuBRu0aBM0KMgFpgrdBHIt1xG2j+626bfe1vu1b5f8fojneFnFc7/95q8WooFDcPBP8ps+VYvTtgMRxExSLxaqyimu8rGLWb8LsoCgLMGFu0ISwTYUpXk8sDC5mB7uR9bMSgtnBbkRsKkz3d+La8W5pHxtjkm7DNhWm+jsxd/wYsn5jxRgTZv0mVnPcJ8bw/dxcQ6wZs2sw1d+Ja/J5eCmDGBuxqZFy68vnrzifqE3FSkEGTRVjjNI8QYsCCXeXVJ5RNgd/HLIyu15pHn9pnrlBE5JUVrFt9kocb+cLUj7+racobgpI3kzhQO9BfD9wBLN3Z6vGEEQleymOdzNG33g88+XzuTxSP6bwO/vv8EX/F3jw8gF7+k2f3xvg5/iadwMSx00gF8eVJiBVF655jYjaVJL7Xa0xWb8RUbsa0/2dyPqqL4ATxiExuxrT/fUvgBM1vnX7JfPbqOipXGMtcRuTdZmot1acl0s0uiAv5tRIjmP1LsiLcJFNF+TtHHsnjkvjSxtq3peP32xtMT5XyGF5fRkr6ysttS2vLWN1fRULrxbwD71/j3/xF/8C/81//pc4PHgYiyuL0pg3fZ479nrXl7GR26j6/0M0x96K49L4rYnjra0tj9GltaU38rlcWlvC6sYqHjx/iL/s+kv80//4T/GH7/0hOk914sXL5+9cHFKM7h0kjpugVuZ47qSlrO2ZdN/H3OYmZf2Aq8b4Sz2D612QJ0TkVIM+x6wFm5p3oqjTC9lrYPP01+9zPOM1IGxTbdruLWLjgr7BmLBViYS7cSu3kFXZ4IJFso9uhrelrKLR2gCQL+RZzWBuvaW2tY01bOQ2sPBqAR8aP8Q/+0//DP/8P/9zfOb8DIsri9KYN32eO/l6Res9qpt+fd6Wsop6yK8PyOVzWM+tYyO3sefb2voacvkcHj+bx0eaj/CH7/+3+KNf/xG+tH6JpaUlbOQ3sL7xZs5tr7f1jXXk83np/wtdbPh6kDhugpriuGafYybuIjZ1WScKuXgUrdxE5riWqBXWuDGHRmrBVkuMprk4rjePuB9zaDDdYJ6Mj2WyE5t0opA7/zUaU0tAyx+HbSrqVrHD7JU4Fq2eVtZWMJ3NIpZIYiKVxngqjfFkGhOpFM5fTOLxwrOy8VtZv5UR51fIFzGWDuIT0yf4oudvcWP+hvR8q7+GZnlXX9despfiWMTc0vIypqaziMVmMDGRlbbx8QyisTQezT8uG7/Z2uJWOu/iDm3yeTcZK96DYqGIkewI3lO/j32d+5C4l2Cvpfjz+0PunSthe0OQOG6C6rKKxuI4ZGX1xI3EsagnrimO+RaxqxuK4xmfERG7ClMNMsci4zu1iTgO21SbimNRJ91wjFXJS0oaZ46TJI53lL0Sx8Ik4O7dBXS0X4bNGsTAQAy9vRH09kbQ1xeFWn0BweB1abz8Z9xCobxLRbnD3ObdK+THV7lh1el+If8CFrfNboLHz57i6U8LZe/fu7jJXx/RPHspjksx+hM6Oy/DZguiv788RrXaCwgEbkjjy+KoWBGjxQKKqB9fDWO0uI0YlX3m6s6P0ph8IY8nPz3B0qulxse845t47cTrQeJ4m0gBzd+oq1//GsP1ao75FhE2y/L9svtZn0EqmZDG1KoVtqkw3cB0I+MzYNzJhG+jOmCWpe5qvJZdjUR/Z90xGZ+oS64/hs2jQtJdXU+83Zpj53t/SuJ4G+x15vjOnWdwuSIYGkri4sUZnD+fxvnzaVy8OIPe3gjC4R/Y+HxJnNZffCsnuOWXUjU2jzwKO/glVCkaN/1Cf4s38bqI1+NNZI5v334Gp5PF6IULMzh3Lo1z59K4cIHFaCjEYjS/3Rjdyv1NX0z5wzzyr/WZfNfjkOJ09yFx3ATFIvNtB4DRg3+B6Pf7cH3IhdkTZsyeMGPupEW6f+2kBfHeDqR8JlyT7Z8ru29GzNWBpNcojZk7aamaZ7y3AwmPAddPVY9htz2Y6OtC0muqOc/cSQuyx3sQc3Ug4am9lhgTdXUgVed85k5akD3Rg3hfJ2YGu8v2l5+PGfG+TqR8pqox8sdRhxYZf715zEj6jsH1639H4ngb7LU4vnt3AXZ7CKdOTePcuRSGhpIYGkri3LkUHI6QJI7zhTw2ihtYXl/G81cvcPvhPdx5eB/LG8v46eVPuHPnNgoo4tbtW1h88gDreVa3+2rtFdbya+zivNwKNgobWN1YwbVr13Dz9i2sr7zA44f38XL1FTYKG9gobOCHWzfx4sUL5JHHq9VXWN1YwePnT3FlbBjLK0v8/Juvy6v35St/jiBq8SbE8Z07pRg9ezaFM2eSOHMmibNnWYxK4riQR664gZevXuKnlz9h/uU87j14iMVXr/Bi+Tnuzd9DAQXc/PEmnr98jvXiOlbXVrG4uoj1wjoWF9kFqWv5NSwtL2F2dhY//HADS8tLePryKV4uvcRGYQPr6+v48e6PeLX0CrliDi9evsCrpUXMzz/F1dERLK8s8/NvHKMUh8RuQOJ4mxSLRelnp1jsGv73/9mN//CX72G0bR/GvvsrjH73W4x9/1fSFjjyV7h6+L9i5LvfYuzIX5U9J9+uHvrN5mMO8zF1nt/KPKN8zPDhxmOubOV8Dm3jfDYZU/m+lc7ltxg78v/B9v/8T5jPTEj/D4jG7IU4FmMAljluJI5DIfaT7d3HDzB0bggnT5+Es9eFHosF3T096NLpoVSqcOL0Kdx/dBd6nR6KI0dx9uJ5RCdjMFssGAuMocfSA5/Hj6869qPNoIBa2Y5OvQ4Xz57DAf3X+L79KKanppEr5hCNR3D3/h0kUgm4enths9vgPe5HIjKGfH6j7EuUIPaSvRLH8hi9fftZQ3EcDLIYvXf/Ec4MDeHU6VOwmK3Q6w2w2mwwGAxo72zHqdMncf/JfZiOmfDN/oM4d/EcIrEILDYrRsZGYLPZ4HS4cPib73Hk0FGo1WoYDAYMnR1CR0cnDh44hPhkHOv5dQTDQdx5eAeTiUn09vXC4bTD5/UjGAsil89RjBJvDBLH26RYLGJjg/1jc6w7gz/6H87gf/lfT+Psl+9j+Ov3cWX/+7j6Nduu7Gf7Lnz1Pi7vL+0Tz8vHXNz/Pi41OUbcv7z/fZz98r3Nx3z1Hi42GHOFj7mwyZhzX24+5vxX7+Pq17+uek3ycee/qn7N0piv38fV/e/h/P5fY+HWNQCvl+37ufAmMsdOZxhnziRw/nwaZ8+mcPZsCufPp8vE8b35BwhFwkhfy2IymcDE9BQmpicRDAQxOjqKuRvXsfz8MSZjEYwGg7h57zYePHmEqUwKsVgMp0+fQjgcxlhwDIFgAKnZGczcmMNkMoFAMIhAMIi5m9dRKBbx8ulDrLx6jrlbPyAYCGB8chLJaxmsra9Kr5G+eIk3wd7WHIuyigU4HCxGz51LY2gohaGhFM6dS5eJ48fPnyAcDeHareuYnEgiHAsjFo8iMBbA8NVhzM7NYnF5EfH4OAKxAK79eA135+9gYnIaU8kpnDpzCoFAAKMjoxgdHUUqNYt0+joSM2mEwkGE42H8+OBHFFHEo2eP8GLpBW49uoXYVBSp60nMzM1hdXVNeo0Uo8SbgMRxE4g3aS33EhcuxTAx/iPbX2crNnhOPmazcW/rmK289q2MEdA/lpuz15nju3efoacnhBMnSlmpoSGWlervjyIS+UE65nXYKG6ggM3/ONrMKYs+Q8Sb5E1kjh8+YDXHJ04kMDSUwunTSR6nKfT1RREI7G2MbrYOxSjxJiFxvE3q1TIV+UV6eMN+8+/iVnpP6R/LrbIX4rhQKEhXwkfjN/G3f2vEkSODaGs7j6NHh9B29CyOHj2Lo0fOYmRkDkD1lfDbvtBE1sJpKxek1H++fCxB7CV7JY7Z8yxGj5+8hb/4v9uhUnqhUF6Aom0ISsVZKBRnoVSexcTEdemYVojRIsUo8QYhcdwE8sDO5wsovOYXPm3b+IcXlFHYCnuXOWZz3n/0FBPJKcxdv425aw8wO3cPc9fuY3buHmbn7mPhp1cAyg0kdupz0GiM/Hn5MQTxJtlLcSzKKtKZx7hwKYYbN1mMzl27h2vX70u3y8vLfF6KUYIgcdwklUEv30cQb5q9s4/e/j8WBPFzZy/LKrbXU41ilCAAEscE8U6yV5nj0n2gWGCZ5FobfeESRIm9vCBPTFssom58UowSRDkkjomWo1gscoOk1y/DKFT8RPhzYa8zx1QSQxBbZy8zxxSjBLF9fjbiuJkaKvlxxJulskYNAIrb/Lnw58ReiWOCILbPXmaOCYLYPj8bcVy+9uZb5cUCxN4hMscoFPH0+WMsrS1Jzy2uLuL50vOysdJ9/njhxVO8XH2B+4/uI5VNI5fPVY191yFxTBCtC4ljgmhtfhbiuJmLEqRjKTu55xQKBRQBbOQ2MDw3jJHECM4nzyNxJwFHyAlvwIcryasIpyLI5TYQvhGGNWzF/LMHKBTycITsODt9FuG5MHojvbj19LY0788FEscE0bqQOCaI1uZnIY6BkjB68XwRiYkfMD1xE4nJ6o3t/wHPf3opHfdzyji2AuL9XttYw6XMJehHDPjmxDfoutgF95gHvx/8PfyhQZiuGLG0vIiZ+zMYSg/9/+y9eXAcV57nN2Gvw+vZiVnbYa/9h2MjIyrwBxnCRlMdojoswdYi2JLM4bbHEyRlT1BLeMKkaM0yYrnjXnqbnJ7hzKBDUEtge9lqiaAENUUCOiCR4AGSIEGAIHgAPAASF3EfhbrvK+vIysyv/8jMqqyqrEIBqAKyEr+v4hMU6sir3i/f9738vffg9jsBANPWCVwYuIAHz/pxvv88ltzmjO1uBpE5JpH0KzLHJJK+tSnMsSiK4JM8AKB/YAa//OUlfPTRLXzY0IkPP7yZpqETH310C7/85SX0D0hLafJJflP1OOpB6p7jaecMekZvo+v5TTxfeoa74z14OP0AT+YfY3jpeW4esijC6bdjxj2LSfsLDEw/QJLjUtvdLCJzTCLpV2SOSSR9a1OYY0GQFuoAgP5HU/jqq/vo6XmBGzdGcPPmaIobN0bQ0/MCX311HwOPpKU0lQU+SOun7EGRy0kQhIIFV3l1M/2OZI5JJP2KzDGJpG9tCnMsiqJqmdtpnDnTi46OYVy8OIj29qEUFy8OoqNjGGfO9OaY49XMdkGsEqSvtyDwEEURUT4Gi8eCeec8PGGP9JvK7wGZueGiKE3hJogihBWYbCOJzDGJpF+ROSaR9K1NY44FlTn+/PO7uH59BJcuDeHy5WcpLl0awvXrI/j887uaPcepC1PEuvHE2lHSK6LRCK497sC///Lf49/9+q9wvrcFbqcrVVjVKL9Tvtc3i8gck0j6FZljEknf2jTmOLvneKXmOMN40QwW6yZBFHBr+hb+9d/8a/yjd/4R/nDvH+F//cVutHS1IhqVpnhT0ipIaZE5JpH0KzLHJJK+ZXhzrOxLMbkPB6Zw5sxdXLs2jPb2QVy6NJSivX0Q165JaRWpAXny99S9lBE2BIvXApvPRpQJq9cKm9+KeccCzl9swT/d/8f4o3f/CP/0//xj/OPdf4j/69MDMHsWcnqHSZLIHJNI+hWZYxJJ3zK8OVb2p8xW8fTpHJqbe3Hjxsp7jpULk+Q4hKIhoowE2SBC0RBcfhfO3zyHnxx6Hf/F//GH+Cfv/iH+q73/Df72mxNwB50Z5YmUFpljEkm/InNMIulbhjfHiqnlBQGAgO5bw/jFLy7j0qVBXLkyJBtkiUuXBnH9+giamnrxsF+Zyi3zkT31UK6/ppdm0HjhN/jx+z/BP9v33+PAr/9v3H7aBZ5LZvTqk9Iic0wi6Vdkjkkkfcvw5lgQhFS+8eiYBa+8fAl//E+68f/81VU0Nl7FBx90oKHhKhoaruKDD67io4+v4T/8hx9w756SVsEXNeCLKM+APKVhMrc4i2tDV/FN/9d49GIA4XCYUioKiMwxiaRfkTkmkfQtw5tjUZQH44kiRkeceP21duz6Vx1ovzSM3t5x3L49hu7u8RS3b4/h7t1J+HxsxuP6bHNczH61zLR6pot8n1PvI+92st4zmjTPkReBpJiauFh97ka9DqsVmWMSSb8ic0wi6VuGN8fK/qST4mG1m2FzLBX9PfX3ywnyGN/N3Duacy2U/zZJA2EtInNMIulXZI5JJH1rU5jj9H4z/18UldkopNcEQYQoSv+qj3W9lW+fgsAjEYtq9mYbVfkaC+r3SLkic0wi6Vdkjkkkfcvw5ljpcYQoQuSTiHMJRGMxRCIRhCIhWFxLiMdiePzsCTw+D+KxOJJcEgv2BQzPDUMQBcQTCYyPj8LmtCEWi0GAlAsbjUbBJTlwSQ5JPgmWZRGJRCCKImKxGBKJBNgIi4f37+PO/V6wURYBfwAWhxn+sB+xWAwczyGRTACiiKGRQUyYJwAAcS6OUCiEaDSKUCgElmWxZF9CS8t5uNyu1DUkg0jSEpljEkm/InNMIulbhjfHqRMSBcxMjeDOg7vo7OzEua/Ooe27Nnz7w3fouHkNv/3db9HZfROnz5zGDxd+QPPvm/HNN98gHA7jVs8tfHXuLL748gt8evpTjE6Pwuv14pPffYILly+i/+kAunq60NbWhu+++w6Xr13GmS/O4PPmz9H8ZTN+d/pTfPrpp2j9phU3bt3A999/j/Mt59H0eROGZ0fgYwOAkETL+d/jzv27SHAJXOu6hqtXr+LLs1+iubkZX7d+jbbvv8f5b84jGAqmzo1E0hKZYxJJvyJzTCLpW5vDHMse8ungA3zy209w/vx53Lh5A1+d/Qp//w9/h5ZvWtD6dSuav2jGB7/+AB9+9CHOnv0Knbc64fF68O233+L358/iw48+xAcfNeDxs8dwOp348KNf4/Tp0zh/7jw+/d2naDrThN///vf45Hef4MOPP8RHjR/hcucVdPf1oPnzZpz+/DS6+7px9uxZ/KrhV2j4qAFDk88QioUAAIPPhjA4PgQ2yuLC5QvouHYNzV8149btW7h09TK6um4hEAuAF3Jn0CCR1CJzTCLpV2SOSSR9y/DmWNqXlFbBBv0YHx/D/PwcfAEflixLsNqsWJybw/j4KKZnpjE7PY25hXmMj47CYrdAEEXML8xjbHQUdocdc7MziCWllInZmWlYLRbMTE9h/MU4LnVexrPxZ/B5fZibmYHNboMv6IPL68KSdQkWiwWjw8NwuVxYsixhdnoKwWgQQTYIiCJ8QR+CUalX2OGyY2J8HHanA76ADzaXDYGAXzongUwxqbDIHJNI+hWZYxJJ3zK8OVb2tx5KCsmSbKfQ8dKANFIxInNMIulXZI5JJH3L8OY4ey5c5QRFUYQoyAtNiOkFJ9T/r05dUL+ffi3zs+p9CPL21fsSRTFnX5rTtyH3e9kpFGSMSYVE5phE0q/IHJNI+pbhzbGyPwCZphOZpjMvyDPPcYHvI993CqD+TqHvq8+HRMonMsckkn5F5phE0rc2hTkmkTabyByTSPoVmWMSSd8ic0wiGVBkjkkk/YrMMYmkb5E5JpEMKDLHJJJ+ReaYRNK3yByTSAYUmWMSSb8ic0wi6VtkjkkkA4rMMYmkX5E5JpH0LTLHJJIBReaYRNKvyByTSPoWmWMSyYAic0wi6VdkjkkkfYvMMYlkQJE5JpH0KzLHJJK+ReaYRDKgyByTSPoVmWMSSd8ic0wiGVBkjkkk/YrMMYmkb5E5JpEMKDLHJJJ+ReaYRNK3yByTSAYUmWMSSb8ic0wi6Vu6MsccxxEEUQLKZY43+rwIwgiUs+Ld6HMjCCNA5pggDAiZY4LQL2SOCULfkDkmCANC5pgg9AuZY4LQN2SOCcKAkDkmCP1C5pgg9A2ZY4IwIGSOCUK/kDkmCH1D5pggDAiZY4LQL2SOCULfkDkmCANC5pgg9AuZY4LQN2SOCcKAkDkmCP1C5pgg9A2ZY4IwIGSOCUK/kDkmCH1D5pggDAiZY4LQL2SOCULfkDkmCANC5pgg9AuZY4LQN2SOCcKAkDkmCP1C5pgg9A2ZY4IwIGSOCUK/kDkmCH1D5pggDAiZY4LQL2SOCULfkDkmCANC5pgg9AuZY4LQN2SOCcKAkDkmCP1C5pgg9A2ZY4IwIGSOCUK/kDkmCH1D5pggDAiZY4LQL2SOCULfkDkmCANC5pgg9AuZY4LQN2SOCcKAkDkmCP1C5pgg9M0mMcd2tNVVg6muQ5t94y86QZSbijPH9jbUVTOormuDXQfXjyDKSSWaY3awHrUmE2rrB8Hq4BoSRDnZFObY3roPW021qB9kN/yCE8R6UFnm2I7WfVthqq3HILvx144gyk3FmWN2ECdqqPFKbB4Mb47ZwXrUVpExJjYXlWOOWQzW16KKjDGxiagscyw9eSVjTGwmDG+ODcVwPWoYBjX1wxt/LISuqRxzTGw+2lDHMGBq6jG84ceyMVSWOSY2HW11YDa51zC+OWY78P5WBgyzHcf7N/6Crwkyx0SRVJI5Zjvex1aGAbP9OPp1cO0ql0oZW0HmuNLM8UzjW2AYBqZ3zsKtg+tXsVTK2Aoyx8Y3x+6z78BkehNv1jLYfrx/wy/4miBzTBRJ5ZhjN86+Y4LpzTdRa4QGbBlwd36APTtewqG2Qp+T0lNMujfGHMgcV5o57sfx7Qxq33wTJtM7OOve+OunL9zo/GAPdrx0CG2FPscOor7WpH9jzHFkjjnDm2O54q1rQ9/x7WC2HkanDi76qiFzTBRJxZhj91m8YzKhrq0Px7cz2Hq4c8Ovnd4Yrq8BwzCoK2COK2tsBZnjijLH/cexnalBfd9ZvGNisPPUwoZfP30xjPoaBgxTV8AcV9jYCjLHBjfHM414izGhro2VA3wr3u+ohMojD2SOiSKpFHM80/gWGFMd2lgO/ce3g9n6PjoqofJYR4oxx5UFmePKMccsOt7fKv9WUmcT81YjZnRwDfVDMea4wiBzbGxzrK54lUdD2jlTcuGuqccwO4nWQzWoYhiYDrSnP8Oa0dW4HzteqgLDMGBMW/Dq3np0mbPNNgtzVyP27/gRtpgYKU9ry6vYW99T/KMU1oyu+r14XdlX1SvYdaQVk4P5zHEQo+eOYNerW2BiGDBMFV7acQjnRoNF7E+uqOrainxP9Zq9B43735DP04Qtr+5FfY99wws1USnmeAaNbzEw1bVJ86b2H8d2xoR3zroLl0V7D+r/bBtMDIPahvHUZ1hzFxr378BLVeq464I522wrsfwjJV5WUnZLea/Icyw/2oG/7+dSjWEmB1UlHBzFuSO70vcKOfZbJzP3JRnsGtQPs5hsPYJdryj3lpew41ArJjUaJKy5C/V7X03dx6pe2YVjl8wYTG0r/dm2uvzmIPe9/OZY+Q1/tMWUunY/2nEIpx8Z675SMeZYHrOj1Dnus+/AlC/9STZUdW0c7D31+LNtJjBMLRrG058Jjp7DkV2qMvXSDhw6N4pg9raKLNfalPBeke9YXv8LtCykG645qOpM6ZxfT+1LO+ay7itHduGVKtU1ap3UnFs6OHoOh3a8hCrl3vHGfnw2EMwfc8XW83nNsZa/+RF2HDqNR7pP59JPjG6wOZbNsFLxcnLPlGbOlFIwT6D56HaNAi4PdDFtwRv769HU0oKTx/agporJHfwiV2hVNXtw7GQLWlpO4shPq8EwJtQ2FNEKYwfR8GYVGMaEbW8fwcmWFjTVv4e3t5lQXVuLl3MKrJxryFThlV2Zn2eKmtt5leZ43wnU125BzZ5jONnSgpNH3sY2EwPGtBOnZja+YG92KsIcy2a4rk0po4UasEpZPI3m3aZUjKZiQR7oYtryBvbXN6Gl5SSO7ZGMa3aOn1ShVaXKbsvJI/hpNQPGVIuG4eWOu4T3CnsHDv/EBEYVuy1N9Tiy5w38m3YOnHsQl1ta8PG7L4NhGLz18xa0tLQM+uc5AAAgAElEQVSgpaUXs/I22uoYMKZtePs9aV9N9X+On5gYMNUH0O7OPuca/FV9HbZtexvv1Tehpake+2ukCr/6cGdG5Sst+KDedhPq33sb20zVqK19uSzm2N13XNpn1SvYdeQkWtTXjqlGXZtxDHKlmGPJDKt+a7eUWqE5fkcxx6ebsdukGMX0d5UyVfXKLhw5KZX1997eBhOTu7BIseVam9LdK9jBU/hZNZMRzy0nj+HdXXvROMzBPXgZLS0f492XGTDMW/h5ixyjvbMZx2JSYq6lCfV//hOYGAbVB9pV9znlvvJXqK/bhm1vv4f6phY01e9Plf/DnZl1ub2tDtUMA6aqBnuOnUyfh6kWtTk92aUwx270Ha+FiVH9hqprp/+BwPqJ0Y01xzkVr/Iag7caZ7I+LxfM12pQs+0dnH7myQjUmVM7YWJq8NcDmT2x7OAJ1DBZeZLDn+L46ayWMNuHo9uZonKepX1prEIkJ/NnF1i28zCqma3Yd86c+Xl7K/ZtZcDsPIWFom4kKzTHGsdob94NE2OAgY8GoBLMsdRYVZ7sqF5j3kJjTgNLMVQ1qK09iutz6licwamdJjA1f42BoPo7LAZP1IBhtuJwZ/r14U+P43TWUxW27yi2Z8eyJqW6V9jlint501coraK94WhOj7QSh+rc0FQPV3YFptybMjoN5Oup0bhOmeZSm2O2E4er81Sw9mv4y5xjrGwqwxzLaRQZjRj5Na30J8VQ1dSi9uh1zKljUf59t+47l9U7Ky0AxDA7cWph5eVamxLdK1KxsVwnU6G0inY0HM3ukVZiX33OyjY0DLp8b8roNCgQLynTXGJzLHkN7Zk27Nf+MvcYKxyDmmM5TyongOUCmJMzpRRMrZzk3B7oNAs4tZMB89oJDC5zTIUqj+x95ZvSSpnyKl1gtW5eaToPbwXD7ENrwRzOVZrjl4+iL/vz7mbsZhgw+1ppedENRvfmWH5cu/X9jsyyIj95yW3AKo0yDeOs1RBWWDiFnQyD104MLnNMheJATYnuFfJ55py/BivOOdYYm6BsY3dzbspK39GXwTCv4cSg+nrma+SyaKszldwcSz2U+VJqlPe1j78SqQhzPNOItzRikW2rg0mr/MuGSisnOacHWk3nYWxlGOxrXeYpZ9Fjbkpzr5DOU+telM3Kc46Hc1KTlG3sRnNOA7APR1/O9BmF40XreNZqjmWvkbeBKr+vefyViTHNcb6KN1Uos3OmChRuOWA084q0cgA5DlxwDncvnsSxgwexZ8eP8eNUrlKem0PWvvL2XuXcHDpxeOtyx7bMPledVqFlgGmgjV7QuzmWGnpaBlOOxZwGYv6ytXBq5zIxkFu+g3N3cfHkMRw8uAc7fvzjdD7gsmW3NPcKd/NuMIwJB9qXv1aFzTELz7PraKo/goPv7sLrP07nAqrPWdqGygAX2P5yx5Zbsa/dHEsN+czewwzGG1BbVM9+ZVAJ5lia21jDYLJtqDNp9BIWGMQl/b6FYyM7XbCYcq1Nae4VUqMxM2dam2XMMevBs+tNqD9yEO/ueh0/To0vUMe08kRKq6Mtd/vLHVvpc45lr1HgSfR4Q23OU7pKxpDmWOllKBQALx/tyy18WhWjbEhffvdjOd9Pi3QOoL3jsJQbxVThpdd34d2DB3HsZAt+/lYRRnW5lnHO+3KhfuvnBY7tMgYLtuTWMCAv3+fJHG84+jbHSi9DoRh9GUf7iiunkll7Ge9+nC8G1DmAdnQclnL+mKqX8Pqud3Hw4DGcbPk53lqJOV7jvULLYOYjrzlmB3HqZ9VgGHlQzJ6DOHikHk0fv4uXNc2x9v6yt7/csZXDHC//ZK3Ynv3KQP/mWH6KWTBGs3oJVQPytMuAKidXg8uD7hWX65WWlZXcK4p72suhkDlO5SzLA233HDyII/VNqXEEOeZY8/6Tu/3ljq305riI+Cvw+1ciBjTHSk7Uv8SfHzyIgzm8Kw2+yUi5KFAw5R6LjNHo+VBW48vJZ1IKa3HmONO4576fLrDtOGBiwNQ2YHzV14vMsRHRtTmWB/Vs/Zd/rhGfB3Hw3Z+imsl+8pO/3Ek9FsX1wqZSk/56IGuEfLFltzT3ipX0suQzx1LPnsZ4A2WWizWZ4+zGSfbnS2uO2w9k52BmIffK5703Vhi6N8dKas2/0qpDD+Lg//aT3JSDAuZI+n2L6YVdWbnWpjT3imXLZIp85liajYfZug/nzFqzx6zVHOdPYSi9OZa9RoGeY6lXPv99o9IwnjmW86QK5fJJBVOdd1SoYMqPE7RybLPJ2/Mr5xsu21MkF8A880gqS3imt69sdy15PvL5aRlszZsRmeNKQM/mWKn88s85LsdjxmC9AuVOzlksxjjlNYlKSsRazPFK7hXyMRczeFWq0HNNR15DKm97teaYaz9QINdSrvCztiU9NtcyPwXyH1XXUKpYl8s5zv9+paFvcyyP2dEcGCsjp1ZkxEEBc6ykMxSTM76Scq1Nae4Vy5XJNONoqNU65vzHoaSZrNYcK41rzXuo0kmXcTwrrOdzzLHsNZbLOaZBs0XF6IaY4+UrXi5loNM5U4UKJovOw/JUbNkzSHAszK0NOKNUCHkG2aRHjy5njpWbksYIdnn6mezcLGl0vPYI0uBAPRqvLHfN3GjeLR3biYwRucooYjLHlYh+zbHSm1J4sQ8pjtUVU4Fyp4zc1hpVzprR2nAmVSFIRjD7/iBPv7Zmc7yCe4Xy2NpUixMDy8xHLldU2cZCeVSdYWBUs9qs2hwrlWvBkfCZ25LylBnUnMiawaZ1n2Rolputwt2Gujz7TM1WUX0YnQZZIEbX5lj5/Qsu9qHUVarxO4Ueq8+cwk5Tnt83OID6xiurKtfalOZeoTzhYqrr0Ko1R7kK7Z5cJe0x8zqmZ3xZvTlOeZicFfeUqV2zY26F9bxG/ri7rQ5b83gNZbaK7CkhKxmDmWOlwsmcHioXpfdDKcyFCiYHzt6GA9tMkOYeluYfbDl5DHve2JI1AncYDbXSvKU1+1Vzg1btxM5ico7lfUkmOD0PqzTXpwk7D7+f2zOdmhdZNbdyUz3e2/UKqorM/3G3H0jNl7hfNf9pdV0d/pTMcUWiW3MsP67VntFBhXzzZ3Y3yw3Ywjlv9rYD8jzb6blRTx7bgze2ZM3mMtwgz6WbLuvvvb0NVTt3rj3nmONWcK/gwA424M0qRppDVZlzWT3Pcfa1qP4Zjje14OSBX6KdS8etadvb0pyjJ49hT00VqnfuxGtrMcdc5hyqGXPBVv0MR97X2Ja7HQeU+5Zy79tfg6rqOtT9aRHmWP0bZs1z/MaWYudsrxz0bI6VMTvLzQqhpCilemEL5pyyGGx4U5oPNzUvbxPq35MXu1CV1ZWUa21KdK/ILpPv5c5zrHxOeapb/bPjaGo5iQO/bAfHudF+oBrqNQukurwaO3e+tjZzrDLBqeuk3Mu2HcHhfbk92Suq5zUHV9rRdmCbxjzH0kJguUa9sjGWOS624uXSj3mkR4fLVHgcJ62Scyh75ab9aOzKnl+4R7WqVHpVn6JyjmUyV6YyYcuru3CkdRJsvrSN7BX15MGAR7RWHtKExWTrofSKXqkVfCjnuFLRqzmW5jHOM5VSBkrKkNKDtPyAEGm1qKyVm/Y35s6X2lOPvcpqktllfa3mmOOKv1dwuSt1KZ/9fcZ9QorPN+TtVb3yC9xWva7EbWolzjXmHCv7NHeprpNpC17ddQStk2zebbGTrarVurLvfcWtkKe5mpjGb1jp6NkcS4Nli6mr5Ef1ylOgZQdkyWXqdaWMMKh66XXsOnIOo1lzDhdbrrUp3b0iXSbTq/pJA3l/iU51LzE7idZDb6Tq/Vd+cVv1uhLf6ZU415pzLBHE6Lmsent/I3rs+VJTVlDP5515RF6NN+M33IH9jXlWF6xgjGWOCYIAx+nXHBOVz7LTrhHLomdzTFQ6csdCEYuOEfkhc0wQBoTMMVEe5NS1YgYdEnkhc0yUDSVXOpWSRqwGMscEYUDIHBOlJ4iBE7VF5aMShSFzTJQF1ozWumowzFbUtRljZpeNgswxQRgQMsfE6hlGw/8iLb5wpL4JLS0taKo/gj018sDfNxsMNfBmIyBzTKyNNhx66XXseldaZEwavPou3lYGAx/InVGCWBlkjgnCgJA5JlaPG32n3sOu11VL9iqDfE8/NNzAm42AzDGxNmbRdmwPdvw4PTBOGcxb/0OxA/GJQpA5JggDQuaYIPQLmWOC0DdkjgnCgJA5Jgj9QuaYIPQNmWOCMCBkjglCv5A5Jgh9Q+Z4XVl+cnJj7ZfYKMgcE4R+IXNMEPqGzPG6QuaYWB8qwxxLy62bdjeXbGQ1O1iPWlM1fnZqcNlVMglio6gYcywvC779aF/J4sneVodq009wuMO+4b8DQeSDzPG6QuaYWB8qwRwPN9TCZNqNZnuJtmlvQ121CbX1ZIwJfVMZ5tiN9gPVYLYfRV+JZihRGq91bWSMCX1D5nhdIXNMrA+6N8f2Zuw2MXircaZE27SjebcJ1XU0vyehfyrBHLN9R7Gd2Yr3O9jSbJPtw9Ht1HglKgMyx+sKmWNifdC7Oe4/vh2M6R2cdW/8tSKI9Ub/5tiNs++YwGw/jn4dXC+CWG+Ma46Dozh3ZBdef6lKNYn9X6BlQXq/rY4Bw9ShTeO7mu+xZnQ17seOH22BiWHAMCZseXUv6nu0Hg8FMXruUPqzpi14Y38jeuxaJlX1mr0H9X+2DSaGQW3DeJn3K8Gau9C4fwd+tMWkmkj8EE4/osdelYy+zXEfjr7MYOv7HVk9SJmx0Lj/DXkRCu0yP1xfA4apQf1w7j603ku/FsTAZ/vxhlzmq17Zi8aBIDiOg72nEfvfUMXPoVZMajxSVuLmpSppAn7Tllext74ra4GMZWKb4/Lcp/bi+KVJjd41Ox6dVsW3vDDHx/0bX96IlaF7c+xuxm5G48lOWx0YhkFdW26svLq3Hj1ZKVIrq2eHUV/DgKmpx3BwAJ+l4r8Kr+xtxECQA8fZ0dOYjl3TljdwqFUrVjgER8/hyK5XUwvZVL20A4fOZS2QkXE+9fizbSYwTC0axtOfWVEdaX+E04dUn616Ca/v+pgaGBWIIc0xO3gKP6tWzGE9mlpa0HLyGN7dtReNcmW5UnMsVaxVqNlzDCdbWtBy8gh+Ws2AMdWiIaNytqPtgFQJVtXsR32TtO89NVUw1daiJq85Po3m3XJAMQxq6ofLvF8O7r7jqDUxYKpewa4jJ+UlKPegpooBw1BeWCWja3M8XI8ahsG+1uzHtXIs7DuB+totqTJ/8sjb2GZiwJh24tRM+vOrNcd1B2qxRY6R9LZ343SXlA/50yMn0dJyEkd+Wg2GYVB9uDOz8rW3oa5aqpj31zehpeUkju2pQRXDZKV1FI5tbvYs3sm6TzXVv5daAjbz8bOc/6m6FyifrWvb+PJGrAy9m2O2rQ4m5jWcGMx6TzaT+07Uo3ZLDfYck2PlbanuMe08hRnV51dnjutwoHYLavbXo0m97d2n0VVfC1P1T3HkpKouZKpxuDPzXiLlNjOoemWX9Nmmerz39jaYsuNKMcenpTQvKUbT940V1ZHy4EWmSrkuTah/721sM2mfP6FvjGeO2T4c3S6Zx/rB/LlSKzbHnx7H6dFgxueknCwGWw93pl/rPIzqnEqSA8fZ0VYnVbaa5rimBrW1R3F9LnMfZdsv24nD1QyY6jq0ZQ+Isl/DX25n6LF3BaNnc8y27svpnZGQYyHHGHKwN++GiWGw/Xh/6rXVmWMGTM0JDLK522YYE3Y3qyq71L2kDm2pz8/g1E4TmJq/lnuyFFgMnqgBw2zF4c6s89GMbXk7WvcpdhIn/8QEhtmO40qvsNyTx+xrzTTqrBnmUg1oJNYNvZvjwROvgTEdQHv2e7KZzC23drkBqCqz3CrNMcOg5oQ6/u3pxmXWAF6lLjTVtaU/L9dtW/edy3qSY0frvq1gmJ04tZB5PjU1tag9eh1z6pheYR3pbt4tNRyyGv2s2UzjICoQw5ljqcW7/ECfFadVaJKdriDnaeUzlTONeCufOWbeQuPMcvsr3X7dZ9+BiTHhnbNuzX1I7zPY3az9PqFv9GyOJZOqFV9yuX75KPqy39Mwh6s1xzllWtm2xn77jr6cuZ3+49jOmFDXptHwXjiFnQyD104MZp6PVmz3H8f2LLOv9f7LR/syj/FPT1NFawD0bo7b6uT0huz3ZDOZKpcqtMzh6szxbjS7tbedu18pRUt9rFLdpX1f4DoPY6v6GBWz/1ZjRo93ejvF15HKMf7paXriagQMZ46lykyrVyqT1Zjj4NxdXDx5DAcP7sGOH/84lW+YDsxOHN7KgNl5Cgua+y2Qc6x1IyrjfjsPZ7WgsxlvQG1W7zRROVS0Oc7uHVW/p4qT1ZljjUfFBfabvZ2FUztT6RF5ScVZ/tiWtqPuZc6mHQdM6phWngCZsO3tIzh9dy4zd5KoKCrdHOemRKXfS6UNcas0x6+dwGDR+1XlKcuvSXVb4RhNHaPGMXMZ21lBHSmnWzGmbXj7yGnczXoKTFQWhjPHxfb6rixo7eg4/BPp0WvVS3h917s4ePAYTrb8XOqRTQXmcrNCLDMgL+fz5dvv8teJZrioZCraHGuWuVKZY63P599v9nekv1/Gux+3oKUlD72zK95uLrmVPsea0VW/F68ogwC3vY0jeQYjEfqm0s2xZp57qczxivab+x1pu2/h5/nis6UFlwfdy57PaupI1tyF+r2voEpO09r29hG0TpZoKjxiXTGcOW4/YCrc2pNZSdCyHe9jK8Og5q8Hsnprsits+e/dzXBr7ndl5ric+132OsmPiLUenxH6h8xxeczxeEMtGMaEA+3FnGv+7UrbKdRzLD8N0opp1oyHp4+kBu7tPFWquaKJ9YLMcfnMsVS3Lf/0eLnzWUsdyZof4nSegcREZWA4cyw9rsyfJ6QgPTLRCiAl7ykdtHkrVTk40oE5joZaBszW99GhNf2TbHaLNcfl3O9y12m5fCtC3+jZHC87IK9Ic6yU4VyjyqKtzlQWc6zkLBbXaCxwPvJ2lss5zvs+x4Gzt2LfVgZMbQPGdVDmiOLRuzlebkBeseZ4JfVsqcyxkvpU1HiZAudTijrS3roPW5ms6RuJisBw5phzn8U7JgZMdR1azfkfZyjJ85mjYtOFOdccZ68UpJoFQhWYM41vQWu0PccOor7WlJWTyGH5irlM+3W3oW4rU3gkbvVhdJZo2VBifdGzOeYGT+A1zUFtKzPHXN9RvMww2LqvNWOQGjt4Qpq6sBzmWBnBrjnLhBmtDWdURrXQ+ciVeqHZKtQ9Tm4zzMHsbciDkfKONSD0it7NsdSA1YiVFZrjldSzpTLH3Mwp7DTlqduCA6hvvFLc+aywjnSbzbnjAOR71M5TCxte5oiVYTxzzHGwtx2QHmdUvYJd72nPc5yak5CpkudTbEL9/hpUVdeh7k+zgna4QZ7rsEaa11SeM7Fq586s3F9OZUZN2Pb2e6hvSs9HWn34MPatJOe4rPvNuk6qORzf2JJniimiYtC1OZZTBgouApLzHa3BbcNoSJX5I+k5katqUbfvtfKYY04VN6ZteFu+v6TiJuP4Cufts4MNeLOKyZnneNcrVciZQ3W4HjWmLXhDme+8qR7v/bQ693NERaB3c6w8nSy0CEjOd7QGt62kni2VOeZYDDa8KeX9Zsw5vEvK11fHY6Hz4VZWRw7X18C05Q15f1Is/zTfVHCE7jGkOea43NVxpAFtv0SnaooYdrIVh3a8JCfPV+GlHYfQOslq5knZe+qx99UtqcFxOw61YpLNMxo9OIpzh9KrZ1W9tAP7G3tgX/GAvHLuV32dXk/PgFH1Enbsb0RXgV53Qv/o2xzLy0fnpAGt1Bxz0spze1/NWUmvXDnHCsHRczi040ep+4tpy4804mb5Qa1aq2+9uusIzmXNbc65+3AqZ5Wu/WjsMtOAvApE9+ZYmR40e4qzlZpjbiX1bKnMMQeOY2Huqsfe15X9Mqh66XXsOnIOo8Eiz0em2DrS3XcK+5e9JxCVgmHNMUFsZvRujpVHn8vNR04QRkT/5lhZWCo7rY8gNgdkjgnCgOjeHHMsButrYdq6D630yJHYZFSCOU6Nb8laUZIgNgNkjgnCgOjfHHOpPPnsAXUEYXQqwxxzqYUtsgfUEYTRIXNMEAakIswxQWxSKsYcE8QmhcwxQRgQMscEoV/IHBOEviFzTBAGhMwxQegXMscEoW/IHBOEASFzTBD6hcwxQegbMscEYUDIHBOEfiFzTBD6hswxQRgQMscEoV/IHBOEviFzTBAGhMwxQegXMscEoW/IHBOEASFzTBD6hcwxQegbMscEYUDIHBOEfiFzTBD6hswxQRgQMscEoV/IHBOEviFzTBAGhMwxQegXMscEoW/IHBOEASFzTBD6hcwxQegbMscEYUDIHBOEfiFzTBD6hswxQRgQMscEoV/IHBOEviFzTBAGhMwxQegXMscEoW/IHBOEASFzTBD6hcwxQegbMscEYUDIHBOEfiFzTBD6ZkPNMc/zqS84nc4NvxgEYRScTmcqsHmeX7U5phgliNKz1vikGCWI8lLOGC3KHHMcB5ZlKagJooQ4nU6wLAuO49ZsjjmOYpQgSsla45NilCDKSzljtGhzHI1G4Xa7N/xiEIRRcLvdiEaj4LjSmGOKUYIoHWuNT4pRgigv5YzRguZYnYsRi8Xg8XgQiUQ2/IIQRKUTiUTg8XgQi8UycqVWao4pRgmi9JQiPilGCaJ8lDtG85pj5UuKo47H4/D7/Zifn8fTp0/R3d2Nq1ev4sqVK7h06RJBEAW4cuUKrl69iu7ubjx9+hTz8/Pw+/2Ix+OrbvFSjBJEaShXfFKMEkRpWO8YXdYci6KYkYvhcrkwOzuL0dFRDA0NYXBwMMXTp08JglChjo+hoSGMjo5idnYWLpcrI1dqNS1eilGCWBvljk+KUYJYGxsVo0WZY/VIPpZl4ff74fF44HK54HQ6CYIoApfLBY/HA7/fD5Zlc0bYrsUcU4wSxNooR3xSjBJE6VjPGC1ojrO/pJ4LLh6PIx6PIxaLEQRRBErMqOdkXGtQU4wSRGkoV3xSjBJEaVjPGF3WHKu/pP4iz/MpkskkQRAFUMdLdkCvNagpRglibZQ7PilGCWJtrHeMFmWOs7+kDm6CIFZGdiyVShSjBLF2yhWfFKMEURrWI0aLNseFApwgiJVRbm30+RFEJbMe2uhzJIhKptxalTkmkUgkEolEIpGMKDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSLDLHJBKJRCKRSCSSrFWZ441eU5sgKp1ya6PPjyAqmfXQRp8jQVQy5VbR5jj7wARBIAhiFZQryClGCWLtlLMSphgliLWzHjFalDnWCmae51Mkk0mCIAqgjhetAC9VQFOMEsTKKXd8UowSxNpY7xhd1hxrBXMymQTHceA4DolEgiCIIlBiRgn07ABfa0BTjBLE6ilXfFKMEkRpWM8YLWiO1R9WB3MikUA8HkcsFkM0GiUIoghisRji8XgqyNUBvtrgphgliNJQjvikGCWI0rGeMVqUOVYHNM/zq9o5iURKi+f5jOBeqzneyBhVjltz4ATEnM+RSHpXqeIT0EeMkkhGU7ljdFlzrDhpjuMQjUZXtWMSiZSraDSaqiiVlu9KpfsYFYF4MgZekMzAeo00JpHWqlLEJ1ABMUoiVajKGaN5zbG6mzmZTCIejyMYDK76JEgkUqaCwSDi8TiSyeSqHgvpJUaVY05wMThjDiSSCbjjLthiVsQSEfR5evDY0QuB41LHSyLpXWuNT0A/MUoiGVHljNGC5jjbSXu93jWfDIlEkuT1etfU8tVLjCrH3eXpRKvtLIJRL557n6DHdg3WyBK+9rSiy3oFUY5NHTeJpHetNT4B/cQoiWRElTNGizbHLMvC6XSu+WRIJJIkp9MJlmVLZo43KkaVnuCh8BA6PFfAJTnwHAcuxiLOJ3DDcRmjgSEIAg9RFKjnmFQRWmt8AvqJURLJiCpnjBZljhOJBCKRCAU1iVRCOZ1ORCIRJBKJNZvjjY5RURQBEUgKPABRRno9meQAUT5eUYAgChBXifTd9V0pibQ5tdb4BPQVoySS0VTOGF3WHCeTydQXHA7Hmk+GRCJJcjgcqcBW50wVK73EqHIcogiExTB+P/IFPnnwMTwR67ofC4lUKq01PgH9xCiJZESVM0bJHJNIGySjmOP0QAgerRNf4X9o++f4b7/9Z/iHnqMYct/HkHcAQ55+PPM+WjNPPQ9hiSxSzzGp7CJzTCLpW2SOSSQDyijmWD2n8b97+m/xBz/8Af7g6h/gf7r+P+Oi8wdc915Dh+cqrnk71oanA5c9l/DU2w9R4GnmC1JZRea4cqVuOGvOv64xHzs1tCtPZI5JJAPKKOZYWW4TItC3dAd/0rMLtV21+G7+OySQAHgRAi9AFMQ1I/CCks5MPceksorMcaUrdaPY2MMglU1kjkkkA8oo5ljdA8ODhzPqgC1iA48kIEIaRIfSVVDUy0NaD5E5rlxJ9yPV3/JrvMCD4zmIImAJLGIpsJAaLEz3lMoTmWMSyYAyijlOHQ9EZHhgschHmqsAyH10SiKVUpvVHBeTjqB3Sb+VlHLlY71oH/0Ci54ZzDoncH2mDe6ICx2TLehbuoU4H099h1RZInNMIhlQRjHH2SZVma4NqspUEKTX1KsYiRAz/876vCiI+Q02NMwyyCSTSqfNaI4LNTbL1dAtRwM3dQ8RRXhZF9qGP4PVb4af9WDOPwE2HkHf3A0M2vuRFJKpz5MqS2SOSSQDyijmWH08auWtakSkcog1X4oI5KQAACAASURBVFO/rFSgyusaj0BFoTJ6s0iVpc1ojgHVcvCJBIKhEELhkDRXefbnsuJViVOt66Q1fkB6A6nGrnrfpTwPURQRF7mcxK5oIoKYatVOuodUnsgck0gGlNHMsdLzkuATmF6cxJL7BSbmxhCJuLE4Mweb046JqREkEU19x+1xgY9HkEQSgmyneZHH6NgIHjx5AI7noLhiHjySSKa+6w14wQb9qb+p55hUSm1Gc6x+cvP8+QjGxscx8WIKTx8PwRP0IBD0I8JGEIqEUt8RwCMej+dsKx6LIxyKgOOTOe8BQDQWS8W8YpJLeR7q84EI+FgnJhYeYNE9mnFMldQjTsoUmWMSyYAymjlWKqFgPICpuSGwUT9mbbMwT7zAZ9ca8eWls2g+8zmuXLuEjo4OXL56GefPn0PLV2fRceMaLly6gBs3rsHptOP06TPouXENg4/7cbvnNtovXcL5r8+j5ZtW9N7txfDIML7+5mt03ezE1WtX4PP5IILyBkml02Y0x6kGLpfA2Pi43DgFxqfGMDg0hM/PNuOHH9rw/fffYuDxAHrv9OBi+7f49Mxp3L7diQtX2/HDD99iYmoM319ux8cnf4P2C9+jo+MSrl5tx5UrF3H92hUMPBpA+8ULuH7tGp4M9UOAUPInQKnUCohwhq1ouP032Nb4z/G/n/sT9C/eUS/kSapQkTkmkQwoQ5pjSObY5p4AAISjAYyPDuPu3Vs4+Zv/D83NX+L7tu/xySef4Dcnf4PGxpM483kTbtzowK8//Bg3rl0Gz8Xww4WLWLJO4/qNKzj/VQuuXL2Ic199hevXr+L7H75F0+kz+Oijj/Dll7/Hx7/+GIuLiwAAnuc37PxJxtJmNsfhaBijo2PS2AEAE7PjGHsxhs6u6zh39ktcuXIZF9sv4OuvW3D6d6fQ1PQJLrW3o+nzT1H/4a9gt9lx524Pms58inPnvkBryzn88H0b2tq+xZfNTfj663P44szv8Nmn/xHf//AtYrGYNLNNCRu3giCAF6X50AcmLsPU8N/hP/m7f4z/7G//c+w9+2foW7yOZ64nGHQMYMj5qKQ8dTyEKyT9ztRzXD6ROSaRDCijmWNlruMEH8PMwiAmJiYx/mwQ9qU5hNgIFubn4PG4MT0/hdm5GSwsLmB6Zhqz85NwuJbwYvoFAuEABIjw+b0AgCXLEmZnZxGMuOH2OOHxOeALuDA5OYnJyQlMz07j+dgzxGIx6jkmlVSb0Rwr6QA8z2N8cgyTM1OYmpnC0PAQPF4veCQRTbCIcTEEYwFE4iFEEmFE4kHEk3GE4wEEoz7wAg9eSCLKsfBF3Iglo4jzccT5OIIxH3wRN/ysB37WjWA0AF7gSz5FoyAI4AWpsTw0fxs/OfUv8Ad/85/iv/yH/xp/dfnfYNw1iPngLOYC05gPzpSUucAUgtFA6pqSyiMyxySSAWU0c6ykVQBALB6B3+9DMBwEhNX15q6mUqGKiFQqbUZzDKRjKBpn4XZ54HZ5EE/G1mHHJd6cKM2cI4oiwvEwvn92Fn/x1Zv4+xv/FvO+qdLujLQhInNMIhlQRjPH6uPK+BuZUyspI9rViGI65zAFRNX7uVO9ZX6fTDGptNqM5rjQILJyDlwr1+A19YA8LhlHMOQGGwtClBcnEgQ+NfVkqaEBeeUXmWMSyYAymjlWKqHsOYglo1t85Zra1gq+QxURqdTajOYYKBx76vf1LvVx5jTYVedDqlyROSaRDCijmWMSyUjarObYSCqmMU0muXJF5phEMqDIHJNI+hWZYxJJ3zK0OVa34DiORyzGg0/ySCZ58LyEKIoQeB6AiFAwAqszBI5LIh5PgOOSEAUBPM+DZRNIJnmI8jK1vCAgyUt/QxQg8AIibAzxWEz6jLxNNsrB6gilpoHieR4cl4QgSMcRiyVgtgYRCEYBiOB5AcmkIB1jkpf2xfNIJHjwSQGikgeZdY4kklpkjkkk/YrMMYmkbxnaHCsmkhd43H9qxfW7i3gy7MDMvBfjU25MzXoxMevFwpIP4VAE955aceP+ImyOEEYmnJia9WB4wonBUTt6BpYwMevBixk3QuEYFpb8mDP74fVGMPzCgWfjdkzPe2C1+2G1h/D8hROL1iCejrpw874ZNrsf4XAUc2Y/xifdWFgK4vGwA8/Hnbh4ew7dA4uYXfTD7gzB4Qpjes6NiRk3LPYAJmY8uPvYgkfDdgyN27Fg8UOQfySaXoqkJTLHJJJ+Rea4/NJKb6DOJFKxMrw5hijNq3jjnhmXuudx9Y4Z/UMO9A/Z0XXfhq8uT6J/2IG5BT/Od0yi4+48xibduHnPivEpF77tnMbZKxP45sY0Hjy14YeuWVidQYxPujCzEMD9QTuaL03gWu8ino850T/kwKXueZy/Oonuh1b09FvRcm0Ktx4sYXbeg/5BO670LOL7m7P4+sY07j2x4XrfPM5encTl7gUsWQOIRuMYfuFG3yMb+ofsuNA1j/PXJtFybQq/vzKJB4M2JGLx1LUkkbJF5phE0q/IHJdXyqVUX1IyyKSVyNDmWD2S3euNIBCMw+uNwOePIByJw+UOYdHihT/AIhpLYG4pAIcriFAoCq8vgmg0AYczALPVD4s9iIAvDLsjgAgbx9yCB14fC48vjFmzDz5fBP4AC68vAoeHhcMTgccbQTiSgMMVgt0RRISNIxiKweVlsWTzw2r3IxKJwx+IwmzxwuNjkUxKPcFslIMvEIXXH8OSzQ+b3Y9FSwCLVj88niBibBQA9RyTtEXmmETSr8gcl1tKb7EINs4iwUlLVZMxJhUrQ5tjAKn0A0AAG4kiGGIhCkmpSSkvXxmNJhCOxAGISMQ5BEIxAII8cbiUk+zyRJBIyAEmCIjF4uC4JAARMTaKREyayJxPxBEMKn9Lc6wCAgAR8YSybemYuFhMPgbp73A4jlgsIfd4FzK99JiIVFhkjjde9FiXlE9kjssj5RoK8rzmi4s8rl6L4sVkBKKYpBkkSEXL0OZYFEWI8gnxvICRCRcmZn3wBVjMLXoxu+iFwx3B0JgLvQM2BIMRLFgC6H1kgc8XgtMdxvS8B+NTHnTcMWNuwQuPN4KJGQ+m572YnPVgZt6L7n4LHg7Z4fVHsLjkx817S3j8XMptnp73YGrOk8pz7n1kwZItgNlFP56OOPFi2oOpOS9CoSgePXfg4ZAdswvSthctAYRCbOpHSS9YUPJLRTKYyBxvrDKMMS0kQsoSmePyiuelazn8nMfVDhZziwHwQhKiSE9bScVJd+Y43xyBq50sXPkcz/N48tyBiRkv3O4gno7Y8XTEjoEhB77rnEV3/xIC/ghGJ5240bcIuzOEmXkvbt234Ptbczh3dRIjk26MTbpxZ8CKm/csuP3AiuEXLnT3m9HWOYuhMTdmFvxovz2Pe09sGJ9yY3LGjftP7Lh5z4JnYw60357H/Sc2PBy0o++xDX2PbHjwxAa7M4Q7j63oHbDi+bgLnXct6H5gweyiT8McU08UqbDIHG+88i0OQDFLInNcHqWvoQA2HkCSEzAyysJskZ7kKj3KJNJy0pU5zjbGWhNrr1RKK1EUBASCUbCslLrg8bHw+ll4fVGYbSF4/REIfBL+YAweH4t4PAE2moDdFcGcJYAlWwgsyyEYisHji8DuisDtZREOxxAMxeBwReALxMCycTjdLHz+KCKRGFhW2p7dFUEoHIPTzcLlYeEPROHzR+ELsPAHWMTjHLz+OLx+FqFQFA5XBDZnBD4/mzoHavGSihWZ442V+r7lmx0DF5fSriiGSQCZ43JIeUIsiiJGni3itf/xPr5pn0q9Lwjy1KughippeenKHCvvyRZZ/jv1rYyhpyvtOS7m83oNE+olJq1UZI4LK/vpiyAKJYUX+NS/87d/wOyddsSEmPS+/F4poXtEZYnMcWmlfkIMALcHnuFfvNyA//cfPsUTyyU4I271hylmSMtKV+ZYqqSkgXLxuPQIRLGsvCAgEo4iHl/9qNN8PdJCnteLfb/ckEgrFZnjwlrPinHp7jUEu3uAZHl7jamyrxyROS69lEauKIjomf0aJ9v2Y+peGx70NuPq3d/gxshXWAosphfQEqhhScovXZljadEOEXySx5PBSYxNORGLJzE5tYi5OQui4QhikYhm/m0KaQc5BX4jzW2pDPJ6B2/2tSvXMWj9RuXY13rtR2tf2a+XW2SOl5coSosEhcMeTHlHMBUYw7R/DNOBEuEfw1RgDEOzXRif7cV0cLx021YxFRhFUuA29F5BWpnIHJdOSrkX5JSJafcILj/8LVpv/y2m71+F63Ef5u934EFPE9q7P8D1582wBOZzvk8dUyS1dGWOlQKZTAp4/PQFHg7ZEYkKmJ83Y8Fsh8PmhdcTWPNJk0hGF5nj/EpXfgJEXkD3bDv6Fjswt/QEU4v9mDYPlJRZ2xBmbIMl3+7UYj9mzU/wYLYDQ66HAJDxO1Plrl+ROS6l0p1lUY7F1aEvMDnShdabf4uJexdhGbiNpf4uOB71wvrwNh53N6O9pwG3Rlow65vImDVV3ZMMUAxtZunKHCvLPQs8j0Aoibv3HuNB/yDsThaL1hAGx1wYm/LA6Q7D4ZKmWnO6Q3C4IvC6/UhGwxCkHVChLoGUa5hM8kgm+YzXyrEfpUysR89xMpkEzwsZr5djXzzPI5lM5rxebpE5LixBkJ4ysUkWPQPN8MyPgfN6EHPZEXc7SovLLlHi7SrHGnPY0D93HY7IknxuNHWc3kXmuDQSRVEejiRdu0HrffQ/aoV78hnOdv4CU/cvwfqoG+aHN2Huvwlz/y04H93F0sObeNZzDpdvNeDKsy8w4xpHPJledVYQeWpkbnLpyhynenNEgI3yOPXb3+KjjxvR+2AEoy+cGB63Y2zCgdEJJ0bG7Rh54cDwCxdGxmwYn3TC7w1CEHgp4Z5Gha9ZG2GOOW59zDHHrZ85lhaLyXy93CJznF/KfQaiiBf+EQw+vwTOakPYbUHEaQHrslYMEacFMbcdTvsk+qw3wCYjEEWBDLLOReZ47VLXG6Iowhl24Mqj38Ez/Aj2iSc4d/MYJu+3wzrQjaX+W7AMdGGp/xbM/TdhGeiC43EvLA9vYaSnFZdvfYCrjz7DmP0JOHlQH1J+JDNdieJqc0hX5lh5TxRFxBMCLl1sR3v7NcxbYwh7bPA4vWB9bgS9XnjtTvgcTjhcIQRsS/D5WXAcBz5fLjLl45E2kcgc51dqvAIv4JH5FmYGbyI6P4+I2wbWZUXUbasYWJcVEZcFnNuFFwv3MeJ6DCA3j5KkL5E5Lo2UXl4AuDtzBU+HLiAwNQbbi0c4d+t4qud4qf9WyiBb+rtSfy/134LtUQ/sD29jpPcbdHR9iKuPT2PQdh+cvF0AGT3Jyn5JxpauzLG6JahWNBqHLxBFIsFlTLcmIj2oJu++kD1FmwhRrOwBeso1LLe0Wsvl7GUt9zmu13609pX9erlF5lhb6t/eH/fh9tR3CM9MIWSZB1th5lg5VqUXOeq04qH5BiyRBQA0p7KeReZ4bVJiWCnjluA8Op98Ds/EM3gmnsE+8Rhf3TyWYY6VnmPl36WBrnRv8sAt2B/dgb2/G2O93+BKVwM6nn2OIcdDRJKsvFNlrmTVvR3U+DSqdGWOlffSBZ+H2xvBki2AhSUfXO4Q2GgcvmAIkUgEEHkAAqSMehGJRBK+AAsuHgfPJZDk4oCYhCgKSCYS8skB2XaZRDKayBznlyAIgAjM2IfQv3ADiRdTCMxNZhjOSkE53ojTgrjbAbdtCvfNN5Dkk3KvmpDTQCNtvMgcr02iahBekk+ic6QFw8+vwj85CvfEkJRWkdVzbJHNsJrsdAupJ/kOHAN3MHnvIq51f4yOJ00YWryDCB9N75+eRhteujPHyvuAVIk53GGE2CS4SBBebwDPxrz4/HMON7tCeDHjxvC4D7MLPkzO+DG36MX9J3Y8H3NibNKFsQk3+p+6MT3nw5LFh2AoBogiwpE4wuEo4mwU0QiLGCsRjUQQY6OIBv2IuKwIu6yIuG2IKP+q/99ly3gt7LIi4rIh6rEjFgqptsdmEI1EkIjHkYjFEWNZxKNRJJM8ErE4EvEEErEYOI6T83yFjH85Lple8Y+CkVRAZI5zla7QBPAQ8NDcCZt1HOzMFEKLMxXXc6w2yOn0CidGF+7iibMvZY6pB1l/InO8emU/YZ70jKJ74Av4JofhmhiEZ1LqOS7GHKd7kWWTPJBOt7AOdMM50Iupvou4fes3uNr/CZ68uIpoIqI6FgHKqnugRqihpFtzLIqAIIpwuYPweYMIhmJwe8N4/NyNc18J6LoTQmdXCN99l8C9AS+ud0Yxt+TG0Jgbj567MDTmRO/9AM6dS2LwuR/PXzjh8UYgQsSzcTcmZjxgXRb4FyYRWJxCYHFK+n/zNDzTw7A+7oZt6C5sg73pfwd7Ydd4Tfl/65MeuF88QdA8k7FdNf6FCYStC4i4bAg5LAg7JSIuK1jZdIedFrBeN6LhMKKhEKLhMFi/DxGvC8kkn/E4iUTSEpljbSm9xolIGA/mriLkXkJkagKhxdlUD+xGm91Vm2SnnGbhtODe7BU4o/bUOVPvsb5E5nh1UhtjESLCiTCuDp6BdagP3qlhuF4MrqjnWNsod2X0JlsHuuF41Ivpvou43vUxLvQ2oG+2A56YJ3Vc6SngKNffKNKlOU71jgKIhUMI+3xwucPw+SLgkxziXAw8nwTPJxFPxCGKPLgkJ39DkBEB8EgmY/KSkgIEUUScjWB4zI7peS+iHsmISr2+EmGnBRG3DWG7GRGXFSH7IiJOC8IOs4TTgrB9ERGXBWHHEsIO6XNh+XMh+yLCLivCzvQ2tVAMccQpjZAPZ+NYSo2cDzvMCNkWwAaDqeUxyRyTConMcabUOYoigBnPCPoXbiDmdyEy8QLB+emMNIVKQ917HHc54LZOonfhMmJ8NKMxTRW2PkTmePVSnohABB7Md+L+k1b4p0bgnhiCe2JI7jlenTnWSrdQ9yQ7HvVi4d413OtpwsUHJ/HgxWWEQp6cY6N0i8qXLs1x6gBEEbwggOcFiAKfYQgzBzml/00jpv9fkCpGjkuCtc1hdnIBc+YAWLcVEccSQipTGsnpyU0bWlbuWVK/x7ptGf+fMr5ahteZ2VOc/W8K+e+QYwlhpxUh2wKClnkkBREi9QKRihCZ41ylZ6ngMWC+BfPSM3AeNyILMwhb5ivaHKuJOC1IeFx4PteDZxqLg5A2XmSOVyd1Q88b9eDG0JdwjD+GZ/I5XC8GVWkVazPH2QY5Iy95oAuugbuYv38VD7o+w5Wej3Bnqh1e1q06TiG1Yp9y3KTKki7Ncepzeb67EqQTEiAAiPgDiCyOYmTYjKk5H6LuPD3H8r+rRdPwamy/0Htqsx5ymMF6nBBkt18pvcbrOTuEep/rOQvFep2Tep/FiMxxpkRRhChI5x+IeXF/qh0B5wKifhfCI88RmJ1MGcuNNrdr7T1WDH7MacPA3HXYIubUfYMa1voQmeOVK+OeKwK3Zn/A46EfEJgcg1NOpyhVz3E+o6z8/6KcbmF/1IvF+9dxr/sz/NDzK/RO/ABb2JwyL+oBsZRuUVnSpTnO7BXWLlTFHGSGSeZ5BCxziFimMD3txMyCF1GPPcccFzK2+T6Tz1CrXyvGEOe+bkPAPI2wy6p6JFw5AZbODxPlwYTlN5LJJJ9KPSmnOeb58i5YorVP9WIsy4nMcabUjztnvGMYmr+NpMuFiNuK0MIMwtYFw/QcqxcHcTum0We5jjgfp/QKHYnM8cqUmWsMWMNL6HraDNeLpxmmuFzmWJ1ikfm3vKCIYpK7PsWV7l+j+0UbrCGz6gSQk25BMahv6dIcl0LqYAKAaDAA3+wYYs55DI/ZMDHrQcxrk1Iqiujh1TK+q6HQNjL2Jecah51LiAV88jkJNAsdqSiROc6UtFy09F//3HUsWIaQcDsQ8dkRGR5GYGYCUY/dEOY4ZZBdFnAuFybm72PYOSBfB8qH1IPIHK9cgqB0dAnoHGnB7JNO+KdG4XoxmDLG5TTH2SZZK93C+agX5vvXMXjnHK7f/Y+4MfoVJr3jSIrpRqmgWpuBYlC/MqQ5zm6dCYKIkHUO/oVpJPx2PB+xYnIus+dYqyd4pWkRxRrjonqR3TYEFicRti2AF9S9xZXT4qS0ivLssxiROU5Lum5SwzIUC6Bv7gqidnmZaI8Noflpw/UcR93p8RFRlw0PlzqxFJkHQPnHehCZ4+KlTpEEgMmFh+h98AW8U8NwTwylZqgod89xMekWytLU9oE7MN+/gSfdX6K9+wNcfnYGE44h8Ejfy7PnIKeY1JcMaY6VfSj7icc5+OZfwL84Bc5nw/CoBZOzPkQ9doQcFoRcloIGNp9xXq1BXq6HWvpXngHD50nlSlZKrjFp40XmOFOCIKWjTDuG8GTuJhIep5Rf7LEjPD1R8bNVaBlkJb0i7nbAbZnAg8VOJPi4NAaD8o83VGSOVyYlpTCaZNEx9AUWRnrhmxzJMMYbYY6z0y3UvcpLA12wP+qF7WEXBnvO4kLn3+Hy8zOY8AyDV35rMWtpaopJ3ciQ5ljdyuSSSQSsiwjZFhFyWJDw2TA8asXEnBdxrw0RpzQjRLbpzZdWkf3/Zek5dlkRtMwg7LJn9BpT0JCKFZljSRnjDgQBDy03YTOPIu52pAxk0LaAwNIsoi6rYcyx2iRHXBZwHjeG53vw2NErXxchNQaAtP4ic1ycsuu+B4u38GDwGwSmxuCU840VY7xR5jjDJA9k5iWb+2/C3H8Ljke9sPR3Yfju17h859e48vxzTLifIy5wqXPNWZqa6vwNleHMcbpQCeBFIBrwITA/Ls1J7LLJPcc2TM75EHY74LdZEHYVN4Burb3GhXuK0/MeK2ke0XBYegijMvskUjEic5yWEjuRqB8PZq9Ks1S47WBdFkS9DoQnxhFcmDFUz7H6XFIzWDiteDh7Dc6ILXVdqBLeGJE5Xl6Z44ZEeONe3Bj+Et7hJ3BP5g7C22hzXKg3WVqaugu2gR7Y+7vx/O43uHzrV7g++AWezt4GF4+pzpvSLfQgQ5njVDCJ0pRnfDKJoGVOyt11WhByWpHwWqWc41kfZhYDeDHpQMy9hJCj+NkoChndYl/LO1DPJS08EnY7wCWFjHmNjRIk65W3u575wVp5wcXupxzHSeZYknQePESImPAN4/lsNxJuJyIuKec46rIiaF9EyL5o2J7jqNuWSq9w2iZwe/4C2GQklV5BWn+ROS5OSkeXKAI9Uxfx/Gk7fFmD8PTSc1zQJPdnLk1tH+iBY6AXI71f43pnAy70/hoPFm8iymWbZGVBNOPU/5UiQ5ljZduiPN0LF4sisDAprXInL9cc8yxhYtKO6XkfvA4XXEvSY8fl0icK9SKvpec45z23DSHrAqJeZ/p8KChIKxSZY0mp3lFBQP/8dcyaHyHpcadWn0z1HM9NGa7nWG2QpfxjKzi3C2PzdzHsepR5feges64ic1xYqVQoeSDtrHcCHQOfwTs+BPfEs5xcY72a42yjnJlucRO2R3fgeNSLkbvf4mbXSVy834inlj4EE4HUtaClqTdGhjPHgiBIaQg8j5BtEcGl2XSvrMOKqNuC2VkHZhd9iHlsiLqWEFpmqee1GuKV5CIHzNOIeOzgeT4jd5qCgbQSkTlW9cQDCCYCeDh3HWGHGazbCtZpTfcc2xYQtpsN2XOcbZBZlxUxpw39C9exFFkAQAZ5I0TmeHkp14QXkrgxcg5TI7dTU7dpGWO9m+OcdAtVT7JtoBvOR3cxffciuns/xYUHjXg4ewPeqC91PdK96DRX8nrIMOZY3aISAbABH3wzI9KMDy5pKeaQ04KYx4KZGTtmFnxg3XaEHUrO8dpmncjXK1ysoVY+F7IvIhaQ1mo3aqWlGP5kkkciwaX+LvUjXvV2EwkutThIOR4lpwaAcklwXHJF+8k+TmWhj7UcJ5ljSUpjedr5DA+mL4N3exB2LaXzcOXZKgLzxu05VqMsDuJxzOKe+ToSfIIa4RsgMsf5JYrSCnjK9RhyPMTNJ58jMFnYGC9njvVikNUmOTsv2TrQDUf/HUzdvYD7t0/jUl8j7s1cgTvsTF0fQeBpaep1kGHMMZA2EzzPI+xYQtAymzKeIccSwi4r4l6r3HPsRdSdu3x0qVIkijHJGQuLyD1YrNcFLsEZ0hQrUs6L5wUkk5kjdMuxH1EUkUzyZTUA6XNa+Qp92cfJ82s/zs1ujrMby4PWXlgtI4h7HKklohVzbLR5jpfrOY64LEi4HJhceIBnzodS7rEqv5FUfpE51pZ6EJ4oiojycVx++hnmRu7ANzmcWuijqJ7jm8cwdf8SLAO3YX4ozT9s6b8loQODrJVusdR/C+aBm9LAvYE7mOu7gnu3P8P3Pb9C34t22EMW1bUSMgbvGdkzbIQMYY7VBUMQRbB+n2SM5Z4SxYCGnNZUz/H0gjTPccRpQaiA4S3G+Gqa3RXkKiu5xsH/v71zf24iy7P8X7KxuaF1xNiBIwoqyvRu4QhGSwHj8VTM9PLo6YDFuzE8tmY9MZ7eWmIbd08wM5oZT3fZvcNUV+Huppqi5e4qNVUGiqJs/MQUfoAFZVwGgw1GNpZlmYcfCUa2fPaHzJRSqdTLluSr1DkRJ8B65M1M3Zv3kze/93vHRyHPzQEAR3KoNSnf4RgAVtRR4zn5KZqHf4sF73gEJMrTj/Hiqc+SK+QlGj2W/Y/x0j+FnkdNeLzwCIB1n1SJKMJxbOljjXsfteHmrXPKqPFdd8wR41gjx8NXGzFxvQ3jN9ow3t2MCTX/sGiQrIwim40qt8Lb24FHV7/E1bYP8Xn7v+DKvUaMq21WPWFcmjoDsgQcA2GYfPUqgNnxEcw+fmgCrErM8fi4D77HPsj+x2qKt8RhEvGgNx4Az02NJ4TphenHmJ0YxfzMNJaWlix/F5itLBLZKsesrFTKycR+5jscK/uvMW396QAAIABJREFUZKm447uBWw/aIkaN9aPEc2Mjlh85No4gL0xPYHFaWRzk6qMv8XJJZnhFFkU4jlZogEutg/4XPpy7/nP4hq5jZvgb+O/EHzU2HTm+dh6ezouYdDXA09+Ocd1I7bgAUGwKyb2xlqa+grGvv8T1K6fx2ZWfoHnot/A8fwjteY9ZuIWVOSLTynk4jnykACy+XMRzz/3Qwh6hWN4pZbGPF9MTmJz049nUJF5MT8QEWzMIlme8WJieTDgqnCw4R+zf5BheygvqQTHFErU25TMch58iBYEgcPXBF3j0sB+v/NPhEWN1BPXFkynM31ZHjrXXBIDYbECytjjINw/bcWOqSz13wbTcnFHxRTiOlnY8KysrWFoO4Or9Cxi8/SWeJRFrbArHTT/Evd4vMPW7Bszt+O+YPPs7TFxtEja8whyUdeEWPc14rI4kT3RfRm/nr3G25R/QPvgJxp7eiziPzJW8duU8HAPhvMaBV6+w4J9URoNNUrIpk+4mMO314fmU0kFEAa1/0hReF/yP8fTBEOYmx5R0a7oR4YhRZd8E5qfGQ+EcCpSPq/ukva7+f1rLojGOl7PPEFB/AP1kBIpajfIZjgFtuVlgfuEpuh6ex5Pph1ic9kaPHM94IT8axfxEfowc649RVichL05NovfBV5ic94TPHa8/GRXhOFL6WGOsAJ6nD3Dxxod4clcB3uk7icHYbOR4uOcCpj5zYaFkNxbe/B6e//lfYezaJQU4tThkwR2KSe7RhVz0XsZUbwce97Shv+3XuNj2HtqGPsWjuYe6kxq5NDVHkVNTzsPxyko4r/GrhTk8ezCEOa9HGY3VTbbTAHVhyoOnU17M+tSlo6c8oQlxYYjVoHgi/P6UB5PuDkzd6sKcdwzz05MKSPsnIfu9yr8zPshPfJBnpiA/8eHF02nlb93/F9T39J7zerAkz4eOx8paS/iBiOVks6xUyslnONbHLI4+vYP+h5cR8Psgawt/6CHxyRQW7g5h9uH9vIFj7TiV3McTWPT7MPV4CC1jn+GFLryCnWnmRDgOKwTG6hPT4EoQX93+GHcGmvB0+HZo1DjlkePmY8rIsesTzP2X/4Ynf/NjzJV+Hw/bz2G8rxUewUeOo0aR9Rk3esJLU3uvd2KiuxX9HR+j6cq/4eI3v8KQtx+LwVeh8xtcCUKZmkxITlY5D8daqqblYBALT58osbtTnojR2vmpccjPnmDh6RPIz59iZmoas94JvHj2BAvPnmJhxocF37j6/jMsPJlW//Zj4dlTyM+eYH7yIfx3+uG73Y1no99idnwEzz338dxzX/n/o2H4Bnsx/e11TA9dV/79tk/9V/f/0HvX4fu2D9ND1zE/NY7lpUA43sqilXc97mAzXU7kMWWrnMQF5TMcK6PGK1gJruDmWBvuP+7Hkt+PhemJKEB8MePFwsgw5jyjeQXH+nOwMD2BwPQ07o59jQFfLwBjuJr1rkXrLcJxpLQ5AgAw6OvH171n8OzuAPzDN0Or4aU8ctz0Qwz3XcT0b36DufKD8H1wEvPf2Y2HHecx0afLYJFj1kaOw9CsxCRP9rZjqqcdg52f4FLLT9B4/X18M9mDJa1erYQXFGG4RWLlPByvrCj3Q0uBZchzc3gxP4cXc5GWZ2fxQn6h5qBdxuLCPBZlOfz3i5eQZ2fx6lVA+fvlS8jPn+PV4ivl78VXkJ8/gzz7HPLcrDLi7H2kQPiUB/NeD56Ofgv/nX7M3HUnbe3zL2efKMeSB48zrXh8+mPKBiAno3yFYz3Qzb16jo4HjZj1qUtD+x5HgeGLGS/k0fuY9zzICBwrC41MKguPaFky/JNCLDgSCq+Y1i0O4mnG+PwDAJnJB04pIhyHpX9SMffqOc71fwDPrU48HR7A9N3kR41NR467z2P88jn43v8QnqbP4av7V3i+/ipiYl6uWstwMd4bnsQ33nsZk33t8PV2YqC9ARdaanCh7wPcnrqBJTXFKBAZbqH9BlSkLAHHWImclGduw2cAk+8YtxOZK1X5TvSoSii0w+z1FG1l6Y9Tnw84k4tyBIPBlBflSEX6Y9IaUCbKijx3wYQLheQrHAPhuMX7U270P7wcGjWWDUAampA3NBhaPjoTE/IUGJ7Ey5mpEBiv94ixEZCVxUGmMDN5H18/uoTFpUXlXK4wvCITIhwrCl/XlDbb77mCa+7fYfbeUAiMkx01jobjatzTUrn1t8NzvRXj7o4QWIo+IS9VUA7/X1maeqqvE1O97fi281N82fpTfN5ThyGfG/OBudD5N0sBx7auKOfh2GTryb23soL4nzX5bsrfSWnryr8Wrpj6RijyohyrKUepz9lb0CTRQiH5CMf6jjaIFfSMN+Ox5zZe+qeiRo31I8dzD+9jbuJhBkeOH2N+ZgLPxu/j5eQ45BkxRo71+xhaHMTvw11PN25OdyO4shyKA6XSK8Jx5LVzZWUFE/MenO//OfyGGONUADkyz/ExDH99Do97WzF+TclxPNF9WehUbukDZDXcokcZSZ7q6cC3nZ+ipesDXLh2Au7xTiy8knW/RXhBEe23sTKLJKOch2Ozu55ctP5YrCwrHmO2jimVcvIRjoHwqPHsvB9XRs9hzudRwhpMYFSbkDc/eDuUyi3dwLrgm8DLGS+eT4xg+MszGLv8mTqKLV7aONmnnKNF/xR6Hn4Fr6ysxsURpfSLcKxIOQZl8KL57u9ww30Wz+99G4ozXvPIsbpC3nh3c3i0WJvYZqGRYyMkK8cX/tvT04zJvnZM917BcOdZtLb8PzR0OtA7ehmzL3UjyUGGW2jKeTimckexHt9kckQ32+VkY+Q4mXLyDY61c6KNct59cgvfjLZh0e/DwrSSYtG4Ot6CbwLyzGRo+WhZhVnj59biBd8EXj6ZwvOxYXzr+jm+/bwec48fKBlu0lxWWvZ3egIvp73wPx5G+8PGiOwV2nmm1q58h+Nwe1XAeOz5KDr6fo2ZOzfhv3srtOBHKmBstkLeva/P4XFfW87HF6dnNLlZtzR1O4Y7z6Kt9QQ+6/opbo12YvqFL/T7BA1LUwP5d3NMOKYoCyrf4BjQLX+8vIyeR5fhGb+FwLQvJoQqcOzF3Ogwno/dyxgcy/5JLEyM4cH5M3h0yYX5yUeQ/Y+FhGNtn1/NTOP2w064fdcizi2VHuU7HANanQpicfklvhj4CPf7LykLfqwi1phwnBwk61PCPe5rg6/vCka7zuNa20l8dq0WnSPnMbM4E/qNtDC1fHq6rYlwTFEWVL7BsX40/emLaVwb+QIv/F68mpnGot+HVzPTUdZelyce4eXUZNzPrtWBGT8WJzxYfDyBwBM/Xs1kppx0WDsHy/4Z3HjYjIm5MQCRk3eotSmf4dj49GvAcw2t3Sfx/P7qJuERjlMHZO1fT08zJnpb4eu7ggdff4Gr7Sfx+2vvoWvgd3g8MxqaDLWyEgwtTZ0vYVaEY4qyoPINjvWLVtx7MohP3D/DtbuN6Bj6FJ13XKbuGPoUnfc+Q/uVD9F56zfovHsWHUPmn02Lh88qztT20+iOoU9x9e7nOHfrJM7e+QWWgoHQeabWrnyFY+0YteOdDczh4u2PMD74NZ4Mf7PqWGPCceqgrM+VrCxN3Yapvg48uvYVOjs+wOeX/wFd7t/i8cxIxO+XL3OlCMdUWpRsTGw6YoGT2UYmyslUWZkoJ9/gWB8Xu/BqDsPTN3HXfxPDfuXfeB5+OoC7M7cSfi7/7Mbw9C08ejqMpeUAsEI4TpfyFY6ByEl43Z5mXOk/g+f3BlNaCY9wnD5IDsGybgU+X98VjHdfxrX2X+Di5Ro03zqNB8+GdT9idBo4q4lwTFEWVL7BMWDNC7RIyodHqdlSvsJxCIxXAN/MQ7ReOwnfnRuYGb615lFjwvHqAVm/KEoo3KKnBVN9nXjU0wx3+8c431qDLwc+wqOnI1he0W6SVyJyoVsp5IJwTKVFHDnmyPF6Sn9sKyvKBZtOn63Q2YmkfIRjbX9XVoJYWllGx71zGLp+Hs/vDqa8Eh7hOHOgrP+/Bsnevg54u9vQ334aF9p+gs/7P8Ad/zdYDuqvu9ZamppwTKVF+pXhXr0KxFz9Tvt7eXk54SpvicpSlv82X/0uHSvk6ff11atAzNXvtL+XlpZCi3OkUpbx3MU6L+H9UdpOvHLyDY4B85sMOn3Wn2Nqbco3ONaOTbtejUwNoqn7AyWn8V03/HfWBsWE4wxAspYnWV2a2tNzGVN9nZjsacP1tlP4qu1n+OLGh7gz5cZi4FXot9YvTa2/duSaCMdUWqRvDMvLsWOR9K8Hg2sb0Q0Gw6t3xS9ndTlaUz0mfeNJFUT15cQ6L6kcUz7CMUXlivIJjiOuWytBvAq+wqU7Ttz/pgVPhwfSEmssGhwbR2DXG3bXchzGcIvxnsvwXb+CyZ5W3G5rQNPV93Gu730MTlzHfGBe/dFzf2lqwjFFWVCEY4oSV/kEx4B6469Owrs11YMrvR/j2fDttEGxMHCsxu9qK/GFVuTTXhMAeNMB+xFLU/d2YKjThUutP8Xve+twY6ITC8svQr+9PpOQVhdyQYRjKi2KdYcYb/RztY0lmW1kopxMlZWJcgjHFCWu8gmOtf1cWVnBfGAeXw6dweTta3iijhqvdRKeMHCsldGjhSWo7m62DCAbs1rol6ae6u3A3a6zaGr7GRqu1aB/ogvzgYVQPQgGl8O5knNgxT3CMUVZUIRjihJX+QLH4Rt+BYq+fvAVersb8Hw4fZPwkoXjbAHyeO9lePpaMX69DePX2+Dpb8P49dYQGOdymIURlsP/b4anpxledWnqkavn0Nz2M5zr/TfcHL+K50uzoToRym4BsbNb5BUcp2M0UcQyjOWkq2z9dzP9WCTZ0dNcKcesrEyVYybCMUWJq3yAY+14tPkR3ucTOH/jA/juXIf/bjh1WzodhuPrOHO5GsNXGzHR2xq1OlymwHiiuxme/nb4TtZjdm8lZr/3V3jyN3+LiY6LGO9rxUS3NcDYHJJ1S1P3tsLX24nRrvPoaH8fX/adxLWxr+Cdn9TVj2BUXLJZ/clGX22mvIJj4z5kA4woaj1EOKYocWV1ODaCzXIQaLn7Kb795mLaFvyIB8eTd27gzOVjGP76HCZ62+Dpbs44II93N2Pi2mWM3+rEk3f/Dgv/aQ8ef/A+5ku/j+l//Ck8tzoxca3ZMiPHRkA2C7d43NuGqd4OPOi6gOb2f8UnHQ603/09phfC9VTJbhFraeoVrKwAwSBCE9WzpTyF48gRUYqymgjHFCWu8gGOFSheBrCCkdkbuPTNL/H0rjoJL02p2+KNHH/cXI17Vz+H73orJvtaMh5aMd5zGRPdlzHu7sDM8X/B4n/8Izz9i/+NV//uLXjf+xkefdOhwHF387rDbKZBWf9/DZK9vR0Yv9aEa60n8XlHDTrufobJeU9UnYketAwCWILGbRw5zoDC+WiXQ6m50h3vko78usmWsbys5RSOzK272ny7scoBoObfzczx6Le5tBQ/p3C6ykmUjzmdZcXLx5wpEY4pSlxZGY714RTBlWUsLgK/+f0NDPZexvOR9KZuiz1y3AdnSzX6Wly48Mlv0N10DhM9TfBkEpA1OL7ViSfH/hELW/4ck64GzP3Z/8TT//P3GL91RQmrsGBoRUJgDoVcKEtTe659hWutJ3Gh5320DjbAOzcRUX+CK0pK05WVFfh8QTQ1B3D3bm71oUAOwbF2YMoiCssmdyjpLGM5BF6ZipsNBlewtLQclRd3eTn6tbWUA2g3FJk5Hv02M/nb6Le3sqKdu9XlQE6lrEzWhVgiHFOUuLIqHOuvr8vLQSAI9PSO4a//2o3O1rt4OnIT03fcEZPx0mkNvCe+7cUnbX+L85/+Cr/+6H2c+fX7eNB9AeM9LfB0N0VlXkiHPd3NGP+6CWMDHXhcV4cXG97G7J/8BRbe/B6m/6UOHnc7xtWR40yUnxtuxqMe5fxP9V3BWPdXuNF6Chfaf4Jz/R/C82wUWvTE8nIQy8tBDA0t4Z//CTh7NjIlXKaVV3Aca18oymoiHFOUuLIqHIf2S40hXcQkLn75OS789hu4r3rw/N4gng7fxtPh23h2L/1+OjyAZ8O38WTkFj67dhy9X/0GXzg/xtVzv4Pvejsmezvg7evAVF9n2u3t68BUbwcm+69gsvkCntSfwpOf/wL+ht/Ce70T3usdmMpQ2blmb1+Hkv7t+hX4b1yDt7sNfR0f4dKVn6H99id4PKeFWwQxN7+Cto4XGL7/UnmFI8fpVzZmP2YjQ0Gi40hX2frvZjuzw3qdu0yWlalyzEQ4pihxZVU4VkaMlTRdN2/6sLfiElxnP8CjBxcxOHAW39w8h29unc+Yb7rP4dvBL3Cx8WMcqPwefvvxTzD49Ue40fZL9Lb+Cr2tv0Rf26/QmwFr2+1r/SX6Oj5C77WP0XvtDHq7TqOv9VcZKzdXrZyPX6K39ZfobfsVbnacwfXLv8T5i3+Hj678X/zq81r8j7/oQEvbOIBFAEscOaYoam0iHFOUuLIyHC8tBYEV4BenBvEf/n0jPnJ9jO7Hzbgy+iW6Rs+j68F5dD24oP5r9v8LKfw/8vtXRs+je+IiPj53Gm9/97/inz74Ma4++hytd1zouPd7dN47i857v8+O77oUD7uyV2ZOWvlN2u+50HH/LK7eO4euh2fhvPRz/MEffIrqv+1XQkgD2c2HTDimKAuKcExR4sqqcKzsVxArWEEgsIChocfIcgaukDyeR3j1MrA+hVNp0Z27PsgLzyNCdThyTFHUqkU4pihxZVU4Nj8GNftAFq3fD+Xv7JZPp/c3zHYaNyBP4DjX40xj7b/Za+mIMc50OcmWn61yrBDfbBThmKLElVXhWNsv7V8tZar+9WyVrT+n2YQqam1az/qjV17AsVam1ZStY+K5E78cowjHFCWurAzHFGUF5QUcc+RYrHKSLT9b5XDkOFrseCkqcyIcU5TYyhs41hwILGVlVbSlpeW0rYoWXhEvcvU47bFDulaUM64et7QUXrgiV8+dmbTjUVYxzNxqfMZ6p53PbORpJBxTlLgiHFOU2MoLONbKBBBaklD/WibK0Y4xHeUkisFJV2yVsRzjKnvKMeXWuUtUVjAYfZyZKCcbx6QX4ZiixBXhmKLEVl7AsZWD8q0eO5sJZas+rGe9IxxTlLgiHFOU2MoLONbK1P7NtbjZRLGrmY45zuVzt95lZfOY9CIcU5S4IhxTlNjKGzimqHwS4ZiixBXhmKLEFuGYoiwowjFFiSvCMUWJrbyC42w84l6PMjIdZpHObSYqK9Yx5Vo5ZmVlqhwzEY4pSlwRjilKbOUVHBv2IsNglPZNUlTSIhxTlLgiHFOU2MorODaD4UyNTMYqL51lcORY3HLMyspUOWYiHFOUuCIcU5TYEhaOMwEx4UUmlAUZjNtOh/QLdmRqIYtwGcpiHcvLkYtYLC0tRb22lnIAqIuCZG5hDv0CIOla1CReOdpCJ9lY1CQQWMrooiZmIhxTlLgiHFOU2BIWjrXPpVPa9oLBFSwvL2dkNE/blrKIRmYWfdDvdzYWBQEyezz6bSq/TXr2P145sc5dJspSFhrJ3gIgAOGYokQW4ZiixJawcKyHFm3H9K+nS9mCFYrKpgjHFCWuCMcUJbaEhmPNy8vLoTCBdIyEZjLeNBtxpow5Fr8cs7IyVY6ZCMcUJa4IxxQltoSFY+1zFEWlLsIxRYkrwjFFiS1h4TibI3wUZTURjilKXBGOKUpsCQvHFEWtXoRjihJXhGOKElt5Ace5Hmcaa//NXstUWZmKa45Xdjq3Ha8cK8Q3G0U4pihxRTimKLGVF3CslWk1ZeqYrHiujMrWMa7XuSQcU5S4IhxTlNjKCzjWj9ilKwdworKU3LbpH801/kDBYHqPKdG5ysTxGcvOxLbNysl0fchmvTOKcExR4opwTFFiK2/gWHMgsJSVVdHSuUKefpv61eO085jOFeUSnatMrgCYjdUFgfAxBoNBBAKZW40v8lwuZ3SFQaMIxxQlrgjHFCW28gKOtTK1f7MxcgxkJg44GMxcXmOz8mKNHKfz+IzlZmLbscrKXnyz2TnMnAjHFCWuCMcUJbbyAo6zCSXhMrNVTuZCAeJ/Lq3FZm3byvazUx8iy8lu7DHhmKLEFeGYosRWXsCxVqb2b3ZGCrObQSLbI8eZOI/Z+o2yWVY2j0kvwjFFiSvCMUWJrbyBY4rKJxGOKUpcEY4pSmwRjinKgiIcU5S4IhxTlNgiHFOUBUU4pihxRTimKLFFOKYoC4pwTFHiinBMUWKLcExRFhThmKLEFeGYosQW4ZiiLCjCMUWJK8IxRYktwjFFWVCEY4oSV4RjihJbhGOKsqAIxxQlrgjHFCW2CMcUZUERjilKXBGOKUpsEY4pyoIiHFOUuCIcU5TYIhxTlAVFOKYocUU4piixRTimKAuKcExR4opwTFFii3BMURYU4ZiixBXhmKLEFuGYoiwowjFFiSvCMUWJLcIxRVlQhGOKEleEY4oSW4RjirKgCMcUJa4IxxQltgjHFGVBEY4pSlwRjilKbBGOKcqCIhxTlLgiHFOU2CIcU5QFRTimKHFFOKYosUU4pigLinBMUeKKcExRYotwTFEWFOGYosQV4ZiixBbhmKIsKMIxRYkrwjFFiS3CMUVZUIRjihJXhGOKEluEY4qyoAjHFCWuCMcUJbYIxxRlQRGOKUpcEY4pSmwRjinKgiIcU5S4IhxTlNgSCo4DgQBN02lwpuB4vY+Lpq3gTHa8631sNG0FE45p2oImHNO0uCYc07TYJhzTtAVNOKZpcU04pmmxTTimaQuacEzT4ppwTNNim3BM0xY04ZimxTXhmKbFNuGYpi1owjFNi2vCMU2LbcIxTVvQhGOaFteEY5oW24RjmragCcc0La4JxzQttgnHNG1BE45pWlwTjmlabBOOadqCJhzTtLgmHNO02CYc07QFTTimaXFNOKZpsU04pmkLmnBM0+KacEzTYptwTNMWNOGYpsU14ZimxTbhmKYtaMIxTYtrwjFNi23CMU1b0IRjmhbXhGOaFtuEY5q2oAnHNC2uCcc0LbYJxzRtQROOaVpcE45pWmwTjmnagiYc07S4JhzTtNgmHNO0BU04pmlxTTimabGdJ3DshauiGFJxBVze9T/pNJ1p5xwce12oKJZQXOGCV4DzR9OZdC7Csex2wG6zwe5wQxbgHNJ0Jp0XcOxt2Icimx0Ot7zuJ5yms+HcgmMvGvYVwWZ3wC2v/7mj6Uw75+BYduN4KW9e6fyx5eFYdjtgLyAY0/nl3IFjGW6HHQUEYzqPnFtwrDx5JRjT+WTLw7GlPOBAqSSh1DGw/vtCC+3cgWNrecBRCkkqhWNg/feFFte5BcfWsqtCgiRVwLWq77tQIUmQSh0YyNQ++htxZKMNBdtrM1dG1jwAR+lazvf62fpwLF/EO0USJKkE1T3rf8LXZMIxnaRzCY7li++gSJIglVSjR4BztxYTjulknGtwPFK7A5Ikwbb3NPwCnL+12BpwnCvzqAjHwsKx//Re2Gzbsd0uoaS6Z91P+JpMOKaTdO7AsR+n99pg274ddgvcwBKO6WScW3Dcg+oSCfbt22Gz7cVp//qfv7U4e3DsR9M/78a2DUfSDIZKKJpNeDAOgHAsLByrHW+FC13VJZCKKtEkwElftQnHdJLOGTj2n8Zemw0Vri5Ul0goqmxa93O3FhOO6WScU3DcU40SqRSOrtPYa5NQdmJs3c/fWpw9OM4MGObWPCrCsZhwPFKLHZINFS5ZbeBFeOdiLlSoGCYc00k6V+B4pHYHJFsFXHIAPdUlkIrewcUcnphHOKaTce7AsYyL7xSpMKgMNkk7ajEiwDlcrXMdjnPLuXsOLA3H+o5XezRkHjOl/oClDgzIw2g4UooCSYLtYGP4M7IHLbUHsG1DASRJgmQrxOY9DrR4jLAtw9NSiwPbXkOhTVLitAo3Y4+jPfmZvrIHLY492KKVVfAGyqsaMOyOBcezGDxThfLNhbBJEiSpABu2HcGZwdkkylMbe4Uryfd0r3nbUXtgq3qcNhRu3gNHu3fdKzWdK3A8gtodEmwVLiVvak81SiQb9p72x6+L3nY4vrsRNkmCvWYo9BnZ04LaA9uwoUDf7lrgMcK21pZf09pL6nVX9rTAsWdLqKyCN8pR1TAMdyw4Tvr6YeJ4N8Vm77kqIEkSKlwBeNtrcWCrepxqme3CP4q1vnMGjtU5O1r98p/eC1us8KeIeufAdzfaIEl21AyFPzM7eAZV5ZtDfWPBhm04cmYQs8ZtzQ7iTFV5uA9U+7SG4eQHt2YHz+BIqB+2oXDrAdS2e2PCcXLXj+TgWLlJlqKt9aVxz1WMMpI8J+EbdBnDDVUof0PjiA3YdqQBwyaDD8r1TPe7vFGOY+c8ptezeDcX0e/FgWOz49myB9XnhoXIo21hOFZhWOt4A+rIlGnMlAbHx3HqaEl0RdaC322F2HrAgXqnE3XHdqO0QIoOiFc7q4LS3ThW54TTWYeqt4ohSTbYa5IY8ZXdqNleAEmyYePOKtQ5nah3HMbOjTYU2+3YFNVJqvFHUgHeKI/8vJRUbudVwvG+43DYC1G6+xjqnE7UVe3ERpsEyVaGEyPrX7Hz3TkBxyoMV7i0OhrvBlariydxapct1EZDbUFdRMRWuBUHHPVwOutwbLdyk2tMQaV0HgWhuuusq8JbxRIkmx01SYz4yu4abC+QINk2YmdVHZzOejgO78RGWzHs9k0mcJzC9cPMq4TjfccdsBeWYvexOuU6tFO5obCVncjpkT8rOFfgWIFhXX32K6EVpvN3NOA7eQq7bBoQhr+rLCKi3kjWOeGsd+Dwzo2wSdELi7gq1PZ1WGkv9Y7v4zs2CVLxQTQmEfPsdR1U+qOC0sjrgc0OuxmsJX39SA6O/e7zcDrfw/5NEiRpB951OuF0OuHsHE3iXJmXkew50eD4B46bq1doAAAby0lEQVQKbNy4E4cd9XDWO3CgVIHQ4sqmiHOt/S7hbce/nqUFjkdPY2+xFHFNDHGLSX2wWhtdXziO6ni11yTsqB0xfF79Ad8sRenGvTh5aybihxk5UQabVIof9UaOxMru4yiVDHGSAx+g+qThTljuwtESKamYZ6Usk8ohu+Gw2yKBIBCA3FSJYqkI+854Ij/vbcC+IglS2QmMxS1zlXBsso/eU7tgkyww8dECzgU4Vm5WtSc7utekHaiNusHSOoxS2O1HcemBvi2O4ESZDVLpj9A7q/+ODPfxUkhSESqbwq8PfFCNk4anKnLXUZQY27Kp1bJMbjxDnYyhM0np+mHmVcJx9D561RuL3J/4mOvODThWwygiIE19zSz8Sa13paV22I9ewgN9W5SbUFksoWjfGcNIrLIAkCSV4cRY+PXGmqNRT1W0/iVhzLNaltmNp9dVgWLJCGupXD/SFFYR71zFKCPZcxIatTYev8YhEQOEqV/P1g7HscsMyMOo+2MxrlEWhWM1TiqqAas/VFTMlPYDmsUkR49Ahz2GE2USpDePw51gn5KLc1LKipXSSkt5Fe4IzS5eYTdVFkGS9qEhbgznKuF401F0GT/vP4VdkgRpX8O63/Xlu4WHY/VxbdE7FyPrigp70Tew2k2ZCTib3QhrHjuBMknCm8fdCfYpXjswlhXrBlC97kR0Jmm4fqwSjjcd7Yr6vP/ULmVUuSGH515YwDkBxyO12GHSFmVXBWxmfaV2U2YSkxw1Aq13UyWKkqmTSc65UcqKFZ6lhHJF9MUpXT/SC8fm8dsplGFyTjQ43nUq+vi7jm6CJL2J4279sce+nrkqbOmH47hlht83u35l09aE41gdb6jiGO9K4lRitXGYxg+FbPje7ANc+bwOxw4dwu5tr+P1UExNgok6alkxR5KiGkITKosS7VuiyUGrDaswA+As5ICkk7LocKzc6JndjKptMeoGMXbdGjtRlqANRNfv2QdX8HndMRw6tBvbXn89FGeYqO4qZUWOROsdNSFvNdcPo1cbVmEGG9qIFSf1rqtzAY6V3MYmN6OyCxU2k/CnOHVLGaiJ3w6M4YIzty6h3lGFQ/vLseX18ByeRDewSlmRI9F6GwEutetHmkeOTdthrDKSOyfKNUgHwDpr4FzhUv5WbpZtONhofgxmE4zXCseJrqGBQCMO2pJ56p27bXTd4Fi5c4xf2SPvSnQT8ozbUzufTfvfU2KGTN2JUfXz3ouVShyQVIANW8qx/9AhHKtz4t0dSYBqojvjqPfVRrTj3Tj7dh7uuDFaa5iQl3SjprNtseFYfeIRt41uwtGu5OqpcgHfhP3vxWoDuli/gBcXK7+jXB8KNmBL+X4cOnQMdc53sSOJupsoG0XU+yleP0y9hgl5UZ8nHAth8eFYfYoZt43uwil93xKn3inQpIu9NfF5tzrSKbtx4u1iSJIEW+Fr2Lb7EA5VOVD/3n5sSgKOEz2lNb6f2vUjvXBs2kbNykjhnMS7RhnhOOXrWYLzmwwcJ87oE4fHLNJG1wmOtZioP8T3Dx3CoSjvVybfRIRcxPkxhmpglwyZK2JZW40vKnZJqzTJwXHMxwlRHaF6h2WvwdCqzxfh2IoWGo7VST1Ff/h9k/Z5CIf2v4ViyfjkJ3a9G6qxxx390DsUmvSjXsMM+VRmoRvB3fi+rp2ncv2IZcKx5Sw8HGuPvv/ErA89hEN/ptxgRoRcxKl3jQejM1fEsjJibTKPRq3rycGxAdyj3g/DWirXj/WC41TOSepwnML1zOT8xTu3ZudAOd/xRo7VJ+K7Tq3raozWg2M1TsospCLyB9fHGMW7U1F/KLMYW6NjdmJqbGHCEAcVdmPkkdSW8AxvX9tu7AtBYqvHZwbYphcjwnEuWGQ41i70sXOOq+0xYrJenHqnxiwmE6MWs+PQwh8S1d3Gg9FQELIWz6jffgrXj1hW980MsJX4T8JxrllsONZi580mxqpWQysi2kuceqeFLpjFwRodE77Udp4IjjX4Mr2+aANY+u2ncP1IrY8bQo09PXCcyjlJBY5Tv55pYStmNzpmNwMmr6n7nCjmeL0n9lsOjhN3vIEQQIdjpuLBsYymSjUVW1R6ERmehhr8QqskKkwawTw8QzYRHGsXpWJUuAw5V9VUM8aOTZkJH52uKhAIYLbXgdoLic6ZH6d2Kft23DCzXZlFTDjORYsLx+oFN8FiH0o71k+qiVPvtNnpprOfPWio+UXoxk/pHIzXBzXVWjJ1V+tc486E17fzFK4fMd2Fo5skSEX70BAx+9yN46XR1wTCsfgWGo61Oh53sQ+tr9LN34lX70ZOoMxm3m4Cs71w1F4I/a2FYESAuS5bU8JJs1r/bnfALUfus5L21ABrKVw/Uu3jYo5irwqOkzsnKcFxytez8KTe0uOGbFUN+xRQT5itQhv8iJOtQoCUsBaDYzVOypAeKtraHZFWaRPEuHhdOKjm39u48zAc9U44645h99ZCwwzcAdTYbZCkApQe0OULLChDWTIxx2pZCgSH87AqOVFtKKt8J3pkOpQXWZdbud6Bw+VvoCBm44u0v/Gg0gi0nJBqTsTiigr8KeE4Jy0sHKujAubZG3RWO7jwo7X42SRCeU11eUDrju3G1kJDNpeBGiU9ka6uH965EQVlZUnFHCtlVYTai5ZDWMmhWobKd0w6pqSvH7E9UKN06raNO5UcsXVV2LmxAPaKfXiTcJxzFhmOtTk7ieqIFqIUGnGNC3wy3DXbURDRburhOFyONwoi27XWH4Xr+jHsLi1AcVkZ3kwGjnUQbNPl+T28cyNsxZWo3Bc9Cpv09SPFPk572lv8djXqnXU4+OPGJM5VdBmpnJOU4DgQeT2LyPFc8DaqzK5n/kYc1BhF45wDpSgorkDFnyYDx/pc8ZF5jpUFS0wGBy3WRrMPx8l2vIHwYx7lcUISAeCzgzhzZBteK1Tv1GyFeG3bAdS2GPMLt+tWmgmvYJNUzLFWcSJWq7GhcLOy+pYcK2zDuKKeOhmwymzloRgXk+GGI+HVu0Ir6TDmOFctKhwreYxjpE2KsBYypI2WJE61Frkiljpx5UBtdG7Qdgf2aKtJGut6UnVXhqdFtw1bITaXV6FhWI7dMSV7/YhpL9ode7BZ/X5o1U3GHOekRYZjZbJsMn2VGjKkPQWKC3wBhNrNlg0KJEsSCjZsQXnVGQwa8gvr+yNjXU8MxwEoq8Ya+rQDtWj3xg5RSO76kWIfJw+j4cjWEA+88cNW5fVUJ+SlcE5ShePVXM/k4QYc2ab9jkbOSW6FPG1FQv01cXN5VZIr++Z2G1335aNpOl8tKhzTNC02HNO05kRp8axswjFNW9CEY5oW14RjWnyrYaprmUycwyYc07QFTTimaXFNOKbF9ix6j9uTij23qgnHNG1BE45pWlwTjmkxPICaP1IWFaly1MPpdKLeUYXdpeok/+01howf+WPCMU1b0IRjmhbXhGNaDPvRdeIwyrfolqLWJvSf7IYnT8E4ECAc07QlTTimaXFNOKZpsU04pmkLmnBM0+KacEzTYptwTNMWNOGYpsU14ZimxTbhOCtOYpGRNXqgdjsKbBtxpDHx2vWBQCC01HW+zkS1ugnH62x/I45stKFgey0XxKGjTDimzWy+SAe9HiYcZ8WEYzq7JhyvswnHdBznDByrSwWXHO0yXclRW0JaKqlGjwDnNZZltwN2mw12hzvJFSnXx2uFY6+rAsU2OxzuRCuQ0olMOM6KMw/HKZtwbGmLDcd+NP3zbmzbcCRqSVGazgfnBhz70XiwGFLJUXSZZi3w4/ReG2zbt8MulaC6J9vncQC/PlyOzX9UE79f9bpQUSw+GAcC6Rg5Vn+z0uN5m4ItXSYcZ8WEYzq7FhuO1fYgVRCO6bx0LsCx3HUUJVIR3rkYYxTSfxp7bTZUuLpQXSKhqLIpy+fRhQopUb/qhauiGMUVLngF+N0TOS1hFd5T2GWzoezEyLofTy6bcJwVE47p7JpwTNPiWnw4VkaF44VLjNTugGSrgEsOoKe6BFLRO7iY1dHKZOA4t5yemGMZF98pWoffw1q2IByrDabChYC3HY7vboRNkmCvGQp/ZnYQZ6rKsWVDgS7p9R5Unxs2PHbRQe1sLz48sFVNlF2AN/bUonc2gEDAi/baA9haaIMkSbAVbsWRhjjbkT1ocezB5tDnN6O8qgHDZpU46f2M06jU8kLbKHhDKc8dC45nMXimCuWbC2HTytx2BGcGZ9e9stLJW1Q41upplCtcymdcFaF67G134LsbbZAkO2qG1G2YtYltR9AwLJuUUwrHgAxPiwN7tPpsK8Tm8qqozytOpe7L8LTU4sC2cPJ8W+Fr2Pb3Per7sTtu2dOC2gPb8Jp6DZBshXht2xGc7POue72hs2Ph4dh/CrskCTtqY40+jqB2hwRbhUvpi3qqUSLZsPd0nDkvpv3Z/4BzTHk/3Gajv2t8z1Vhcg2J6M/M2udm7HG0G0aQI3mhNtTH21C4eQ8c7WZtchaDZ45gm3YctkJsPfAhemd124qx3/GOKfyaGRyr16YtG1CgHmvBhi3YU33OnB26jmJTvFF/OqEtDMcncWqXLbrRjJ7G3mKtQjtQ73Si3nEYOzfaIEnGuCQNaitw0F6I0gMO1DvrULVTAW7brpNocdhhK34LVXVOOOuq8FaxBEkqRmWTvlJq2/kBHBXFKHijXPl8vQOHtW3ZDXFTKe1njEYlu1GzvQCSZMPGnVWo022j2G7Hpig4luF22GGTCvBGeeTnJQb555RFhWO/+zyczvewf5MESdqBd51OOJ1OODtHlc9ocHzyFHaFVmwydIq2jdh5WGsT38d3bBKk4oNo9IfL0TqeHzgqUFzwBsqr6uB01sNxeCc22iRINjtqIjqsVOq+FxcrvwObJIXbsrMejqrd2Pq/GtXPmMOxv6sadpt2k1oHp9OJumO7UVqgXDcqXATkfLDocCy7KmCT3sRxd4zPqDBc4dLaRQ+qSyTY9p6G32x77hN429CfOeuOYX/5HtSq7TAVkBztdMLpfBc7JAnSpv14T72OnHercK4+GS0o3Y1jdU44nXWoeqtY6Ttr9H2e2k73HYfDXojS3cdQ53Sirkq7TpThxIh+X5QwDUm/7bpj2F1aAJvdjtKMwPEoTu9V9r1w6wE46o3s4DCJL25CZdF6hLpYx9aF49JS2O1HcemBftRnBCfKYoCePIy6P7ZBiphYoD3+lVB6XA+j3jB423bhlDe8HSVOS3dHbdhO0b4zhiUZZ9H+gxJIEXfdqe6neaMaOVEGmwlIB2Q3HHab4U47ALmpEsVSEfad8UR+3tuAfUUSpLITGBOg0tKJLSocK44TVqHCcWmpHfajl/BgNvL9xpqjaPFEtgnvqV2wSRLKToyFXguNUBftwxnD52fbf6C0UV1Hnkrd18qLH8doAsdyEyqLJUjFFXB5DZ/3fom/LJEg2fbitD/WNmmrWHQ4dh9/E5LtIBpjvN9TXRIKqYh4TdqB2hHD5+UuHC2REg6wpAqSccMqBj5A9clBzJrtR1ElmozbMOkntXZeUt0Tek25Tpi1/TA0pxuOY/bjARnDdX8ctY/aew37JEj2GgwJUN9z0daFY7NG2lONEtOKFPn+pqNd6mtaJ74Lpwwdlv/ULkgRn9XchaObjA1W247JPgUCoUdY0r4G3SOqVPbTrFEpd/KxYsa0FDxhOFZjzGLEbzVVFkGS9qGBMUw54VyHY2lHLUaS3Z5J/LzWHswfC/txapekq8+p1H113xPG80V33P7Te2GL8+hZeV/CrlNJpmOkc9aiw7GrIk4sr3wR7xRJKHrnYiSsqe3Q2OaUUeh4IRqK0wrH8Y4r4rqjbmPTUXQZP2/sl7XrRKwbWPX40wvH8fvx0Psm+991dJPhRoBOxdaFY5MGM3aiDJJUhMqmWN9txEGbfpRI7QjfPA638bNqJ76vwXgnbDb5Tn3NrAGafCf1/TRpVGMnUCbFeawSBRTKYxjTeNCQzRs5LZ5zHY5jTxSVMXPrEuodVTi0vxxbXg/HFEZ3SptwtMt8HyI7phTqvtph2g42JjjG6OuQAtllODEW4ztDNbDHa7O0ZZzLcKwMrJjFs6rt2gByXUc3Rc4biOG0w/HsA1z5vA7HDh3C7m2v4/VQrLN+O1pYRYNJmjfj9tWBr5ijsRmIOU7UjwcCaDxoM72uKNvipOfV2rpwrKugyVRUxUawjZNlQjdxKP42EmzH5P3U99OkUSXKRhH1vnredryrxICa+jzcfOSbE851ODadrS27ceLt4vDkt92HcKjKgfr39mNTCp1S9Psp1P2ks7xEd9zRo1YxvmNy7aKt5dyFY3X0NO6NZORNaeJ6rzidcOy9WKnMRZAKsGFLOfYfOoRjdU68uyMGHJu2OeP2E7XPDMBxEtebWGUQjtfmvILjoRp7ghFZdQRp1yk1FjFbcKyWq96Rpr6fsRtVdNhH5PvhRqeORjNGyRK2IhyP1O6AZBYXnOLjzEBAG8XVRrNSqPtJj+5Gd9yxRnhCVkeJYrZZ2jLOWTj2n8Zem4SiP/w+Dh06FO39b6FYigy5SFjvVacNjtWwD6n0R2pGKcNxrRWOdf2u6efTCcdJXG+Ua1l06GfX0U1x48bp+M4rOA40VaIoiVje8PtphmOTCqwvN9QppryfZrFKaocfI3ZTAQ09HI/hRFmcfaRzymLD8RBq7KnDccwRKLW9RHdKseJ3jXF6qdR99cY04XK50R23Ei6VKOY4QTos2hIWHY5jTcjTblBjpwhT+zrdZL1E9V6z9rmDjcb3ZLgqbCaQqfZxxv455mir1s5XC8fqdSvGfIPQUtq6baV6TNH9eKLrTayYZE7IW6vzC45DDTdOFoiI1C3phmMJJX/5ZeQs11DmCH0jSXU/zRqVmgjcLD2U14WKYikqtlOZFWs+C3+214HaC+tfYenkLDYca6BrAqMJ4dgwqVWXecUMjqWSv8SXEZkhtJRtq6/7yqx8G+zHeyNnw0fYZFTL70JFkRQ/W0VxJZo46dXyFh2O5YZ9JjCq5DZONBlVAWgdDKujzVJxBRo8cdKBdh3FJklC0b6GiDYou48rT4ai9ifGXB4Vjo0TBr2uChTHijlOCo7DxxYvA1TEtlI8JrNsFcpr8bJVmK2Gp8RHc/7C6p1ncByA7K7B9gIpKn9w+RsFJiCZZjh+cxf2/ucCbNx5WMlVWFellhtd8VPbzxj5EUMQXBDO33hsN0oLbCirfCf67jqUF1mXw7HegcPlb6AgVhwoLaRFh2PtyUXx29Wod9bh4I/VCW5x4NjfeBDFkgTbxp1qXnElv2hxWRneNIXjN7Gvwo6CjTtx2FGv5DpV63JUbtBU6r4uf3jhVi2PanJ5jr2ug0r+VEOe462FzCWeTxYdjrUQn4gME+oTy8g0pSYeqVXyD+vCDyLq/WHzPMeBwABq7Eoefy0vf13VTmwssKNi35smcKwNANnwnYN1cNZXo+qDAd12CtS1CdT85gVlKFtTzHFAB8HGtQMKsLGqEvuitpXaMSVaryAiz7F6bTJNKRmVh5oWqY0KCceBgPkKVZvLq0xWwspAzLG3HY49m3Wr8JSjKmpFvVT3M/bKOrKnxby8WI+ejCvqqRMaqs4Mxhklo0Wz6HAckIfRcES34uQPW5XX403IC8gYbgivTBVa8SpuzLEX7cmuSJlK3Zc9aKk9EF4lS7Kh8LVtOPBrwwRXk2vH7OAZVJVvwYYCdQJTwQZsO1Ablb+Ztq6Fh2Nt4p0uLE97YpIYuLTwhcinPEq93xzOLlOwAVvKf4wm/dOjqP5RWaUuZuyutx2OPQokSrZC7PnFmMl2wqtori3mWPXsIM4c2RZqvwUbtuFAbTu8sbaVwjHFXem29gC2vaat3qn25TH65fVZzttatiAc0zQtPBxn2IkzvtD0+ll8OA4vjMMliJN0EmnXsmKvsrpo4ow6dDwTjmnagiYcE45pcZ0LcBxa9a30uMnyxLTRYizi40fjwWJIJUfRxd9sTSYc07QFTTgmHNPiOjfgOBCat1J63DgZjNZb9jQo83uKKuBax2xPXlcFijl3IS0mHNO0BU04JhzT4jpn4JiOtOuIuqiIMsHd6azDsf07lcmGto04aMwMReesCcc0bUETjgnHtLgmHOeoR104tnubbilqdbXOAw6cNZkoT+euCcc0bUHnOxzTtMgmHNO02CYc07QFTTimaXFNOKZpsU04pmkLmnBM0+KacEzTYptwTNMWNOGYpsU14ZimxTbhmKYtaMIxTYtrwjFNi23CMU1b0IRjmhbXhGOaFtuEY5q2oAnHNC2uCcc0LbYJxzRtQROOaVpcE45pWmwTjmnagiYc07S4JhzTtNgmHNO0BU04pmlxTTimabFNOKZpC5pwTNPimnBM02KbcEzTFjThmKbFNeGYpsU24ZimLWjCMU2La8IxTYttwjFNW9CEY5oW14RjmhbbhGOatqAJxzQtrgnHNC22Ccc0bUETjmlaXBOOaVpsryscLy8vh77g8/nW/WTQtFXs8/lCDXt5eXnVcMw2StPp91rbJ9soTWfWmWyjScFxIBCALMts1DSdRvt8PsiyjEAgsGY4DgTYRmk6nV5r+2QbpenMOpNtNGk4fvHiBfx+/7qfDJq2iv1+P168eIFAID1wzDZK0+nzWtsn2yhNZ9aZbKNx4Vgfi/Hy5UvMzMxgYWFh3U8ITee6FxYWMDMzg5cvX0bESqUKx2yjNJ1+p6N9so3SdOac6TYaE461L2lEvbi4iGfPnuHhw4fo7+9HW1sbvvjiC1y4cAHnzp2jaTqOL1y4gC+++AJtbW3o7+/Hw4cP8ezZMywuLq76jpdtlKbT40y1T7ZRmk6Ps91GE8LxyspKRCzG9PQ0RkdHMTg4iJs3b8Ltdofc399P07TO+vZx8+ZNDA4OYnR0FNPT0xGxUqu542Ubpem1OdPtk22Uptfm9WqjScGxfiafLMt49uwZZmZmMD09DZ/PR9N0Ep6ensbMzAyePXsGWZajZtiuBY7ZRml6bc5E+2Qbpen0OZttNC4cG7+kzwW3uLiIxcVFvHz5kqbpJKy1GX1OxrU2arZRmk6PM9U+2UZpOj3OZhtNCMf6L+m/uLy8HPLS0hJN03Gsby/GBr3WRs02StNrc6bbJ9soTa/N2W6jScGx8Uv6xk3TdGo2tqV0iW2UptfuTLVPtlGaTo+z0UaThuN4DZym6dScaa338dF0LjsbWu9jpOlcdqa1KjimKIqiKIqiKCuKcExRFEVRFEVRqgjHFEVRFEVRFKWKcExRFEVRFEVRqgjHFEVRFEVRFKWKcExRFEVRFEVRqgjHFEVRFEVRFKWKcExRFEVRFEVRqgjHFEVRFEVRFKWKcExRFEVRFEVRqrh8NE2vgzOt9T4+ms5lZ0PrfYw0ncvOtJKGY+OOBYNBmqZX4Uw1crZRml67M9kJs43S9NqdDVBOCo7NGvPy8nLIS0tLNE3Hsb69mDXwtYptlKZX70y3T7ZRml6bs9FG9fr/rFBHDOOlQRgAAAAASUVORK5CYII=&quot; width=&quot;325&quot; /&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/8517860782018412811/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/8517860782018412811?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/8517860782018412811'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/8517860782018412811'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2021/05/areas-de-figuras-planos.html' title='Areas de figuras planos'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-7924853627386703590</id><published>2020-12-19T00:15:00.001+01:00</published><updated>2020-12-19T00:15:16.327+01:00</updated><title type='text'>Los dementores atacan el colegio</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style=&quot;width: 100%;&quot;&gt;&lt;div style=&quot;height: 0px; padding-bottom: 56.25%; padding-top: 0px; position: relative;&quot;&gt;&lt;iframe allowfullscreen=&quot;true&quot; allownetworking=&quot;all&quot; allowscriptaccess=&quot;always&quot; frameborder=&quot;0&quot; height=&quot;675&quot; scrolling=&quot;yes&quot; src=&quot;https://view.genial.ly/5fdd14796157fe0d6918a6c2&quot; style=&quot;height: 100%; left: 0; position: absolute; top: 0; width: 100%;&quot; type=&quot;text/html&quot; width=&quot;1200&quot;&gt;&lt;/iframe&gt; &lt;/div&gt; &lt;/div&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/7924853627386703590/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/7924853627386703590?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/7924853627386703590'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/7924853627386703590'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2020/12/los-dementores-atacan-el-colegio.html' title='Los dementores atacan el colegio'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-2503897343924951582</id><published>2020-03-18T08:56:00.004+01:00</published><updated>2020-03-18T09:04:43.164+01:00</updated><title type='text'>Las crónicas de la pepa</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/playlist?list=PLweLf45qSEqGgkIUMb-FIVOh7Hii-wyOY&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;163&quot; data-original-width=&quot;358&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWcJ7atP12AM1677mT5UnXKDZzeQdIwewJ-jMXuyXCWO3QjV-6mPNTX6yPflZjNjfFj5NMPfdrGhhMnXvprZCmJrOC8uiqrlwOY6j9gCjts1BactV39v4NeKhlKOLUdqkoGscguLcBvlEK/s1600/cronicas+de+la+pepa.PNG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://www.youtube.com/playlist?list=PLweLf45qSEqGgkIUMb-FIVOh7Hii-wyOY&quot; target=&quot;_blank&quot;&gt;Las crónicas de la Pepa&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f9f9f9; color: #606060; font-family: &amp;quot;roboto&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; white-space: pre-wrap;&quot;&gt;Aquí te propongo que veas la historia de la primera constitución Española en clave de humor. 
Los hechos más relevantes que acontecen en la España de principios del siglo XIX, desde la batalla de Trafalgar hasta la promulgación de la Primera Constitución Española.&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/2503897343924951582/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/2503897343924951582?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/2503897343924951582'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/2503897343924951582'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2020/03/las-cronicas-de-la-pepa.html' title='Las crónicas de la pepa'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWcJ7atP12AM1677mT5UnXKDZzeQdIwewJ-jMXuyXCWO3QjV-6mPNTX6yPflZjNjfFj5NMPfdrGhhMnXvprZCmJrOC8uiqrlwOY6j9gCjts1BactV39v4NeKhlKOLUdqkoGscguLcBvlEK/s72-c/cronicas+de+la+pepa.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-5303499365531715170</id><published>2020-03-18T08:27:00.000+01:00</published><updated>2020-03-18T09:07:06.497+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>Estudia la Edad Moderna en juegos</title><content type='html'>&lt;a href=&quot;http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/02_Cono/datos/05rdi/14/02.htm&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5478227907108690610&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPNC8hhFzDhsl8EBcnTCQkMM1TqjtadGmcbKQQ0Bg6hD6zu8Ey9nZy1XK0K3uQCoAks5sQ07o1mos_1Aej8JcLaCcPu51zMjDSlYIjOeRNgJbREUuizryNVjCL8eqhkpvXQJF0vIv4Ln6p/s200/Captura.PNG&quot; style=&quot;cursor: pointer; float: left; height: 130px; margin: 0pt 10px 10px 0pt; width: 200px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://cplosangeles.juntaextremadura.net/web/cmedio6/espana_en_la_edad_moderna/index.htm&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5478227266851586834&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5fH5Aq4d_MIjtDBjl94D4J3gP-yi5JpkzY4CuC5zrc_3gYCxk8N6y3d6yo0-2pjToQkxqaS0ycgOrykpgGXuJBLpCmKNgKqfyMQmRCE_ndBdHue5AlhTQqGkoESKMWH6Q0is17zRueIhV/s200/Captura.PNG&quot; style=&quot;cursor: pointer; float: right; height: 134px; margin: 0pt 0pt 10px 10px; width: 200px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.clarionweb.es/6_curso/jclic6/c_medio/tema12/cm612.htm&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;br /&gt;
&lt;/a&gt;&lt;a href=&quot;http://www.clarionweb.es/6_curso/jclic6/c_medio/tema13/cm613.htm&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5478217336982834866&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuZ1UPeDZvIbFNDz68pSjrIeUzTaCDHMPhTvpraPYLBBsTGAONDR9D7aCxz0b7s0IuMg3LVlDEPPi5epQNC5xfm5flHLo1jprmS4rFO6IkdcRRhnpE-GjKHgTFnHTPQioKatuNjyxFg7bx/s200/Captura.PNG&quot; style=&quot;cursor: pointer; display: block; height: 98px; margin: 0px auto 10px; text-align: center; width: 200px;&quot; /&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/5303499365531715170/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/5303499365531715170?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/5303499365531715170'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/5303499365531715170'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/04/estudia-la-edad-moderna-en-juegos.html' title='Estudia la Edad Moderna en juegos'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPNC8hhFzDhsl8EBcnTCQkMM1TqjtadGmcbKQQ0Bg6hD6zu8Ey9nZy1XK0K3uQCoAks5sQ07o1mos_1Aej8JcLaCcPu51zMjDSlYIjOeRNgJbREUuizryNVjCL8eqhkpvXQJF0vIv4Ln6p/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-685062726411607918</id><published>2020-03-18T08:26:00.000+01:00</published><updated>2020-03-18T08:26:11.728+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Más ángulos</title><content type='html'>&lt;a href=&quot;http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/angulos/jclic/angulos.jclic.zip&amp;amp;lang=es&amp;amp;title=%C1ngulos&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5460344379238364290&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHFFAtWi-brrUxpT_PdOFdNxMBKfYJX5PLhn01EvBU7y4MxToUowJLl3suk5oe0TfVNErJVLx4ijnK3g55UrhWilZMS12nw0-vKCX2_ASDjuFHjIbVH5eAglGrqQt2hjPhW6wTgQPWQPwr/s320/Captura.PNG&quot; style=&quot;cursor: pointer; float: left; height: 263px; margin: 0pt 10px 10px 0pt; width: 320px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Si alguien no aprende los ángulos es porque no quiere.  Actividades para practicar &lt;span class=&quot;blsp-spelling-corrected&quot; id=&quot;SPELLING_ERROR_0&quot;&gt;tenéis&lt;/span&gt; unas pocas.</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/685062726411607918/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/685062726411607918?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/685062726411607918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/685062726411607918'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2016/03/mas-angulos.html' title='Más ángulos'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHFFAtWi-brrUxpT_PdOFdNxMBKfYJX5PLhn01EvBU7y4MxToUowJLl3suk5oe0TfVNErJVLx4ijnK3g55UrhWilZMS12nw0-vKCX2_ASDjuFHjIbVH5eAglGrqQt2hjPhW6wTgQPWQPwr/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-611257439729426502</id><published>2020-03-18T08:25:00.001+01:00</published><updated>2020-03-18T08:25:47.982+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Gente Inteligente"/><title type='text'>Pequeños juegos matemáticos para desarrollar la mente</title><content type='html'>&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;1. Hay sólo cuando hay luz. Pero si le da la luz desaparece ¿Qué es?  ¿Conoces alguna adivinanza? Escríbela. Inventa tú una adivinanza  parecida a la anterior&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;2. Si ayer hubiera sido el mañana del miércoles y mañana fuese el ayer del domingo, ¿qué día será hoy?&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;3. Algunos meses tienen 30 días. Otros 31. ¿Cuántos tienen 28 días?&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;4. Dos vacas detrás de una vaca, dos vacas delante de una vaca y una vaca en medio. ¿Cuántas vacas son? &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;5. Si tenemos cinco almohadones, ¿qué hay exactamente en medio de cada almohadón que puede verse claramente pero no oírse?&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;6. ¿Qué hay que cambiarle a un ciervo para que se convierta en otro animal?&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; class=&quot;texto&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;8. Supón  que vas conduciendo un autobús. En la primera parada suben 5 pasajeros;  después suben 5 y bajan 3; después suben 7 y bajan 4; más tarde bajan 5 y  suben 2; y así sucesivamente: suben 4 y bajan 6, bajan 4 y sube 1, sube  1 y no baja nadie.&lt;/span&gt;&lt;/div&gt;
&lt;span class=&quot;texto&quot; style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;¿Qué edad tiene el padre del conductor?&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/611257439729426502/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/611257439729426502?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/611257439729426502'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/611257439729426502'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/10/pequenos-juegos-matematicos-para.html' title='Pequeños juegos matemáticos para desarrollar la mente'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-1351692440806028087</id><published>2020-03-18T08:25:00.000+01:00</published><updated>2020-03-18T08:25:22.171+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Fracciones</title><content type='html'>&lt;div class=&quot;&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://ntic.educacion.es/w3//recursos/primaria/matematicas/fracciones/menu.html&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;155&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi568QxZyLD-GLEz5TForoCzEWDmD8pvsKgdvGW5THLX5GIMfCQsOt402HgXiYXh5Eg5Hg922Nu2N-72tH0_mOn3ldA2zn9AO9ASGP-gpl0IkuE82oYvvWE7fsaL4dCsf7t6ZQYqAs135zy/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;En esta página encontrarás explicaciones, ejercicios y juegos.También hay test para que compruebes si lo has asimilado todo.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/1351692440806028087/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/1351692440806028087?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/1351692440806028087'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/1351692440806028087'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2016/12/fracciones.html' title='Fracciones'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi568QxZyLD-GLEz5TForoCzEWDmD8pvsKgdvGW5THLX5GIMfCQsOt402HgXiYXh5Eg5Hg922Nu2N-72tH0_mOn3ldA2zn9AO9ASGP-gpl0IkuE82oYvvWE7fsaL4dCsf7t6ZQYqAs135zy/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-3456017894143600912</id><published>2020-03-18T08:24:00.002+01:00</published><updated>2020-03-18T08:24:57.713+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="&quot;Gente Inteligente&quot;"/><title type='text'>Una de estudiantes</title><content type='html'>Tres estudiantes hispanoamericanos de distintos países visitan España. Descubre la nacionalidad de cada uno y también la ciudad y el monumento que quieren visitar.&lt;br /&gt;
&lt;br /&gt;
1. El mejicano quiere visitar Sevilla.&lt;br /&gt;
2. La argentina quiere ver la Casa Milá.&lt;br /&gt;
3. Carlos quiere visitar el Palacio Real.&lt;br /&gt;
4. Belén quiere ir a Barcelona.&lt;br /&gt;
5. Carlos no es argentino.&lt;br /&gt;
6. El que quiere visitar Madrid es puertorriqueño.&lt;br /&gt;
7. Pedro quiere visitar La Giralda.</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/3456017894143600912/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/3456017894143600912?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/3456017894143600912'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/3456017894143600912'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2017/01/una-de-estudiantes.html' title='Una de estudiantes'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-8921063014422600926</id><published>2020-03-18T08:24:00.001+01:00</published><updated>2020-03-18T08:24:33.213+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>La máquina del tiempo</title><content type='html'>&lt;a href=&quot;http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Infinity/aplicaciones/maquina_tiempo/popup.htm&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5465593377324197314&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGyCkouzQuPJOdNwoFAOEWAsAM2VZv3Grs2en99Ub_P2Y2aRzyFy0CFqg6KGjJgYGJcOqJBuzz2huj3MBQg1lfIkt18DFtSPLY0y-8_ddoJNNNSEL5-hUw5vOJRiEjRegNBBQY2lLpNVGD/s320/Captura.PNG&quot; style=&quot;cursor: pointer; float: right; height: 204px; margin: 0pt 0pt 10px 10px; width: 320px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Os dejo un enlace con la máquina del tiempo, para viajar por la historia.&lt;br /&gt;
Pero recordad que interesan los temas que estamos dando.</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/8921063014422600926/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/8921063014422600926?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/8921063014422600926'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/8921063014422600926'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2017/03/la-maquina-del-tiempo.html' title='La máquina del tiempo'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGyCkouzQuPJOdNwoFAOEWAsAM2VZv3Grs2en99Ub_P2Y2aRzyFy0CFqg6KGjJgYGJcOqJBuzz2huj3MBQg1lfIkt18DFtSPLY0y-8_ddoJNNNSEL5-hUw5vOJRiEjRegNBBQY2lLpNVGD/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-5247163384792674743</id><published>2019-11-26T16:48:00.003+01:00</published><updated>2019-11-26T16:54:29.636+01:00</updated><title type='text'>3º Primaria Examen El aire y la atmosfera</title><content type='html'>Pincha en el enlace para hacer el examen&lt;br /&gt;
&lt;a href=&quot;https://www.thatquiz.org/es/classtest?EIKZ57RU&quot;&gt;Examen tema 3 de sociales El aire y la atmósfera&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Cuando termines el examen puedes responder a estos mapas&lt;br /&gt;
&lt;a href=&quot;http://serbal.pntic.mec.es/ealg0027/mmundi2e.html&quot;&gt;Continentes y oceanos&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://serbal.pntic.mec.es/ealg0027/mmundi1e.html&quot; target=&quot;_blank&quot;&gt;oceanos y continentes&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/5247163384792674743/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/5247163384792674743?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/5247163384792674743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/5247163384792674743'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2019/11/3-primaria-examen-el-aire-y-la-atmosfera.html' title='3º Primaria Examen El aire y la atmosfera'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-7214855175078079959</id><published>2017-11-12T09:10:00.002+01:00</published><updated>2017-11-12T09:10:17.262+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>Viaje Alucinante</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;
&lt;a href=&quot;https://docs.google.com/forms/d/16a6_a6koaY5VJOPv81JbZHalYYTHyXuwj7kbeF7ckNw/viewform#start=embed&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot; Reponder a las preguntas&quot; border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://www.findelahistoria.com/web/wp-content/uploads/2013/06/viaje-alucinante.jpg&quot; width=&quot;140&quot; /&gt;&lt;/a&gt; En esta Semana de la Ciencia hemos visto esta película, que aunque un poco antigua, nos lleva a realizar un viaje por el interior del cuerpo humano y nos hace visitar algunos órganos que hemos estudiado.&lt;br /&gt;
Ahora toca realizar algunas tareas sobre ella. Pincha en la imagen y accederás al cuestionario que tienes que enviar.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/7214855175078079959/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/7214855175078079959?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/7214855175078079959'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/7214855175078079959'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2017/11/viaje-alucinante.html' title='Viaje Alucinante'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-3986638771967085036</id><published>2016-11-22T19:19:00.001+01:00</published><updated>2018-10-02T18:04:03.914+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>El Sistema Reproductor</title><content type='html'>&lt;a href=&quot;http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.net/projects/nacer/jclic/nacer.jclic.zip&amp;amp;lang=es&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGH1pJw52sucXpQPxFuBfuIKI5SVYNHYEydknlTDUAU079TCJyuYv-dRDqyzr3NPXfoRLjspY-0gyJ7wwr2UISp0hF_E-BYZ-JeXDqKuh0mzuf7dmnyqwaTHKlTWSnvIYudTOFAKESVlR6/s320/Captura.PNG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Aqui os dejo en esta ocasión un juego sobre el aparato reproductor que estamos estudiando estos días, tiene bastantes actividades muy facilitas y con muchas ilutraciones. Seguro que lo hacéis bien a la primera.&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/tVrrqMbTdMc?rel=0&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/3986638771967085036/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/3986638771967085036?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/3986638771967085036'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/3986638771967085036'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2014/11/el-sistema-reproductor.html' title='El Sistema Reproductor'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGH1pJw52sucXpQPxFuBfuIKI5SVYNHYEydknlTDUAU079TCJyuYv-dRDqyzr3NPXfoRLjspY-0gyJ7wwr2UISp0hF_E-BYZ-JeXDqKuh0mzuf7dmnyqwaTHKlTWSnvIYudTOFAKESVlR6/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-2093304848774718615</id><published>2016-11-22T19:19:00.000+01:00</published><updated>2018-10-02T18:04:02.548+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Los números enteros</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/todo_mate/numenteros/enteros_p.html&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;115&quot; r6=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCGUkth_Q5z7aVniLfR2PpkxjoE8vtKvRQS1k4v7af0K_5XOY3runBQbKcvHE4e_bx-du59VykPisTYOPrhHTxhSqJ1-swUi0xXfIntbvXq7cNaC0dNTz4vi362GK_cz_g8Kero5scKGJH/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Aquí os dejo un enlace para trabajar un poco este tema&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/2093304848774718615/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/2093304848774718615?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/2093304848774718615'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/2093304848774718615'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2011/03/los-numeros-enteros.html' title='Los números enteros'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCGUkth_Q5z7aVniLfR2PpkxjoE8vtKvRQS1k4v7af0K_5XOY3runBQbKcvHE4e_bx-du59VykPisTYOPrhHTxhSqJ1-swUi0xXfIntbvXq7cNaC0dNTz4vi362GK_cz_g8Kero5scKGJH/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-6977439732853349026</id><published>2016-11-22T19:18:00.001+01:00</published><updated>2018-10-02T18:04:06.320+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>Mas sobre el relieve de España</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?pgseed=1199088596664&amp;amp;idContent=45835&amp;amp;locale=es_ES&amp;amp;textOnly=false&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;144&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1gbjZKpK2hwqnxBIanamVSBT2jzRBoqY04-SEbO4ejmnWC3ASjvhQoQEpX3aF5AfCBFvbBjUFbPtiOuIFFXdec0sIFmrc1GcOjoxNkDWl-_8s5dbwe2GoTRer-w2V6Bi7l8gTaOsAE5GB/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;http://www.clarionweb.es/6_curso/c_medio/cm608/cm60801.htm&quot; target=&quot;_blank&quot;&gt;&amp;nbsp; &lt;img border=&quot;0&quot; height=&quot;131&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXinyOG_LqlicPy4nJUxcDZtPs44bH7Aqy2eZcJR2AbBwnvswUINWpcMmBcyl2qWmxi1qjP93tUmtLRpIzY-MbaZ2-jt2ZzRAoAb-Da17n3fUGHFQoe2IvSjuhu3UzZqevBdJsGow_J4IT/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Como este tema vamos a tener que estudiarlo detenidamente y aprender muchos accidentes geográficos nuevos os dejo varios enlaces a juegos interactivos.</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/6977439732853349026/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/6977439732853349026?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/6977439732853349026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/6977439732853349026'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2014/02/mas-sobre-el-relieve-de-espana.html' title='Mas sobre el relieve de España'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1gbjZKpK2hwqnxBIanamVSBT2jzRBoqY04-SEbO4ejmnWC3ASjvhQoQEpX3aF5AfCBFvbBjUFbPtiOuIFFXdec0sIFmrc1GcOjoxNkDWl-_8s5dbwe2GoTRer-w2V6Bi7l8gTaOsAE5GB/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-7745734172295383764</id><published>2016-11-22T19:18:00.000+01:00</published><updated>2018-10-02T18:04:06.750+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>Relieve de España</title><content type='html'>Hoy he encontrado una página en la web que tiene muchos enlaces a otras páginas. Lo bueno es que éstos son de mapas, juegos, animaciones, esquemas, ... todo sobre los dos temas de España que estamos estudiando estos días.&lt;br /&gt;
Pincha en el mapa para acceder.&lt;br /&gt;
&lt;a href=&quot;http://biologiacampmorvedre.blogspot.com.es/2014/05/mapas-fisicos-politicos-mudos-de-espana.html&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;http://www.ticketmonument.com/images/mapa-espa%C3%B1a.jpg&quot; src=&quot;http://www.ticketmonument.com/images/mapa-espa%C3%B1a.jpg&quot; height=&quot;136&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/7745734172295383764/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/7745734172295383764?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/7745734172295383764'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/7745734172295383764'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/02/relieve-de-espana.html' title='Relieve de España'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-4758255906541942686</id><published>2016-11-22T19:17:00.001+01:00</published><updated>2016-11-22T19:17:27.219+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ciencias sociales"/><title type='text'>El relieve de Europa</title><content type='html'>Si pinchas en la imagen, te aparecerá un juego donde podrás estudiar el relieve de Europa.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://serbal.pntic.mec.es/ealg0027/eurorog1e.html&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;http://serbal.pntic.mec.es/ealg0027/eurorog1e.html&quot; border=&quot;0&quot; height=&quot;129&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6WMtdMaiclN8UUyG3Q2NhvJz0dIFH-I-os52vg-jH6cnVHXHt8Upez0-763qfd464JmTDUF-kYdO_N_YbTveYj5jQU_v6UHTWnrmaJdRII6zB421x3rwEwzc7vEVAvWdLS7PuM68vLDqW/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://serbal.pntic.mec.es/ealg0027/eurorog2e.html&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;http://serbal.pntic.mec.es/ealg0027/eurorog2e.html&quot; border=&quot;0&quot; height=&quot;128&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIZ_u8neOe_1pyZsMcIdJFTsJHnvf1WVedi9GY_8fV-9ypzij5SBgiD34r_Nwp3KvppBkwHPhW9XbRmNcl8_LOf58KOoyyCm4oSlArYjAbrv4Ln4XLSnfG9VxQbeOMiFn10wOK_oxYtFGa/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/4758255906541942686/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/4758255906541942686?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/4758255906541942686'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/4758255906541942686'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/09/el-relieve-de-europa.html' title='El relieve de Europa'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6WMtdMaiclN8UUyG3Q2NhvJz0dIFH-I-os52vg-jH6cnVHXHt8Upez0-763qfd464JmTDUF-kYdO_N_YbTveYj5jQU_v6UHTWnrmaJdRII6zB421x3rwEwzc7vEVAvWdLS7PuM68vLDqW/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-6596977573199360290</id><published>2016-11-22T19:17:00.000+01:00</published><updated>2016-11-22T19:17:05.439+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Potencias</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www2.gobiernodecanarias.org/educacion/17/WebC/eltanque/laspotencias/laspotencias_p.html&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;131&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy3Z04TECvNp5mB9mGomsaIM_2OfXx_hsOpnJPP6hvaieyPdmlZDAR4kRyRHtXcRvQaAavxo8HpCKtCDbBwBX3ue0vtl_07sL5w-Fcy4VDdD5QnGZGYudWoo53SnIj4z4LoRKfUm_7nh2F/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Aquí tenemos muchas actividades que ayudan a comprender&amp;nbsp; mejor este tema. Además nos proponen ejercicios muy divertidos.</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/6596977573199360290/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/6596977573199360290?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/6596977573199360290'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/6596977573199360290'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/09/potencias.html' title='Potencias'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy3Z04TECvNp5mB9mGomsaIM_2OfXx_hsOpnJPP6hvaieyPdmlZDAR4kRyRHtXcRvQaAavxo8HpCKtCDbBwBX3ue0vtl_07sL5w-Fcy4VDdD5QnGZGYudWoo53SnIj4z4LoRKfUm_7nh2F/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-3705449372657149464</id><published>2016-11-22T19:16:00.001+01:00</published><updated>2016-11-22T19:16:45.120+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Potencias y raíces</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.librosvivos.net/smtc/homeTC.asp?TemaClave=1129&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;193&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsS3adf9mtDJmxnUmzntrRuPhN4Yt-Zhv6i7lpH_AAS774H6cVPci4xR6j53rzlFI2jULsaAdbFUjPqzfDNfa4spKLPS0qChk77OxIPZQU-VllTlV6Bw9YGHrEYUnPOZqB2883KYcJitJz/s320/Captura.PNG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
El enlace de hoy va directo al tema que estamos estudiando. tiene un pequeño examen para que compruebes si has entendido todo lo trabajado y explicaciones muy claras.</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/3705449372657149464/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/3705449372657149464?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/3705449372657149464'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/3705449372657149464'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/09/potencias-y-raices.html' title='Potencias y raíces'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsS3adf9mtDJmxnUmzntrRuPhN4Yt-Zhv6i7lpH_AAS774H6cVPci4xR6j53rzlFI2jULsaAdbFUjPqzfDNfa4spKLPS0qChk77OxIPZQU-VllTlV6Bw9YGHrEYUnPOZqB2883KYcJitJz/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-4453254081659702890</id><published>2016-11-22T19:16:00.000+01:00</published><updated>2016-11-22T19:16:21.102+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Comienzan las potencias</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.aplicaciones.info/decimales/poten01.htm&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;131&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN232oC6hCpjUHq1yjxfoFMgIPI2xMmMLXJsBHd39r2KpNagq99b9cvy1NX9M1CeiTq1AbOV8GKb4q_wkmH9nwoT7vY5BFv6UygQ6rHG_WaqXQTdZ9rxANPuIUwiAwwm8EaapqE3ZCOU8m/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;http://www.aplicaciones.info/decimales/poten02.htm&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;118&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd8aFrX_udyCAEnXY0REliBPvQPY_jHTNzBTa4bR2D5sCX8lvk5Ny3YP6zosWdb3O7B7lUGZp3tkg11RRU3vL65SSrErojkHQZdhij6B62SCOIqL3mCBQjTpupCUniFVQ-rthQbkCwBGRy/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/potencia/jclic/potencia.jclic.zip&amp;amp;lang=es&amp;amp;title=Potencia&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;136&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg44o5FKBftUSL-ulwzG7ASuoB38Y343IeCeQNFUhLFJL_324THP7flobaqv3v94Rr7xnZkf-5YZ5rjkqi4WYJHqPVzvykdqL2RJKCFOiL03Y4RWWnxKtYSCbNVLKnHXFsJKS3tutyByA7P/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Esta vez os propongo dos enlaces a una página que tiene un poco de teoría y algunos ejercicios y la otra con un pequeño juego para comprobar cuanto sabéis de potencias.</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/4453254081659702890/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/4453254081659702890?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/4453254081659702890'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/4453254081659702890'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/09/comienzan-las-potencias.html' title='Comienzan las potencias'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN232oC6hCpjUHq1yjxfoFMgIPI2xMmMLXJsBHd39r2KpNagq99b9cvy1NX9M1CeiTq1AbOV8GKb4q_wkmH9nwoT7vY5BFv6UygQ6rHG_WaqXQTdZ9rxANPuIUwiAwwm8EaapqE3ZCOU8m/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-8074944844242750424</id><published>2016-03-30T21:32:00.001+02:00</published><updated>2018-10-02T18:04:06.918+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Sistema sexagesimal</title><content type='html'>&lt;a href=&quot;http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/sexagesi/jclic/sexagesi.jclic.zip&amp;amp;lang=es&amp;amp;title=Sistema+sexagesimal&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5463015310180211474&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0UO8XTVA6zsA1CMP-SRIWwGCBbHnX81bk3mHEjbgN2xbIVcDGoW-R6iG85nyTrEnI8w7XoYPNaDrZWUpiDxGKnC4LUVkBSLKiWEARcwXxz009BWQZBd3Owu8GsJ_ljG7-IaWff-d2ao4X/s320/Captura.PNG&quot; style=&quot;cursor: pointer; float: left; height: 250px; margin: 0pt 10px 10px 0pt; width: 320px;&quot; /&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/8074944844242750424/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/8074944844242750424?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/8074944844242750424'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/8074944844242750424'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2016/03/sistema-sexagesimal.html' title='Sistema sexagesimal'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0UO8XTVA6zsA1CMP-SRIWwGCBbHnX81bk3mHEjbgN2xbIVcDGoW-R6iG85nyTrEnI8w7XoYPNaDrZWUpiDxGKnC4LUVkBSLKiWEARcwXxz009BWQZBd3Owu8GsJ_ljG7-IaWff-d2ao4X/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-5558166651839676580</id><published>2015-11-04T11:43:00.001+01:00</published><updated>2018-10-02T18:04:05.206+02:00</updated><title type='text'>Antecedentes históricos de la Electricidad</title><content type='html'>&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hoy tienes que realizar una actividad de lectura de un texto científico. Se trata de una lectura sencilla relacionada con el tema de la Semana de la Ciencia que nos ocupa: &quot;La luz y la tecnologías asociadas&quot;. En este caso se habla de los principios de la electricidad y nos nombran algunos científicos que trabajaron con ella y gracias a sus logros hoy podemos disfrutar de este maravilloso invento.&lt;br /&gt;
Completa el &lt;a href=&quot;https://docs.google.com/forms/d/1Y1SigddNRF3BrJoe-2hS79oWX-mqLX7N-eZt-qt55Yc/viewform?usp=send_form&quot; target=&quot;_blank&quot;&gt;cuestionario &lt;/a&gt;siguiente después de leer la &lt;a href=&quot;https://drive.google.com/file/d/0BxE2ma6o_5yEQWJXc1Y4V2o1ZlE/view?usp=sharing&quot; target=&quot;_blank&quot;&gt;fotocopia &lt;/a&gt;que te han entregado.</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/5558166651839676580/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/5558166651839676580?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/5558166651839676580'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/5558166651839676580'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/11/antecedentes-historicos-de-la.html' title='Antecedentes históricos de la Electricidad'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-3662342784304999467</id><published>2015-09-25T11:28:00.000+02:00</published><updated>2016-11-22T19:14:46.690+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>Los sentidos</title><content type='html'>&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
Un nuevo enlace para que podáis practicar con lo que hemos aprendido sobre los sentidos. Tienes que tener un programilla actualizado, java, para que funcione correctamente. Otra cosa, tarda un poco en cargar por lo tanto, no te impacientes.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/5sentido/jclic/5sentido.jclic.zip&amp;amp;lang=es&amp;amp;title=Los+cinco+sentidos&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; qx=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIARtHGzfnGoAHWq0N58rlxnTYS9yaANuTd3_EWKsS2VQBJF1As-m27AxK7q9Wm4ihlHiFvGddlcvyPWmboeQRUrluIPaYO5R0qR2F3jhoROR8Kqnghz56SQrMg_Jajw1w2liwUlk1aAwW/s320/Captura.PNG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/3662342784304999467/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/3662342784304999467?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/3662342784304999467'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/3662342784304999467'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/09/los-sentidos.html' title='Los sentidos'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIARtHGzfnGoAHWq0N58rlxnTYS9yaANuTd3_EWKsS2VQBJF1As-m27AxK7q9Wm4ihlHiFvGddlcvyPWmboeQRUrluIPaYO5R0qR2F3jhoROR8Kqnghz56SQrMg_Jajw1w2liwUlk1aAwW/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-2185806578930047040</id><published>2015-09-25T11:27:00.002+02:00</published><updated>2018-10-02T18:04:02.659+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>La digestión</title><content type='html'>También nos sirve para estudiar el pasar un rato agradable viendo los dibujos animados de erase una vez la vida, así pues, ponte con ello.&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;allowfullscreen&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/Zmpx-jdAo2o&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/2185806578930047040/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/2185806578930047040?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/2185806578930047040'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/2185806578930047040'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/09/la-digestion.html' title='La digestión'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/Zmpx-jdAo2o/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-4923779819426370611</id><published>2015-09-25T11:27:00.000+02:00</published><updated>2018-10-02T18:04:04.528+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>El sistema digestivo</title><content type='html'>&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
&lt;a href=&quot;http://clic.xtec.cat/db/jclicApplet.jsp?project=http://clic.xtec.cat/projects/cienciax/jclic/cienciax.jclic.zip&amp;amp;lang=es&amp;amp;title=Cuerpo+humano+-+aparato+digestivo&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;160&quot; qx=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF6IB9RmyuAwO7uf_k8jFDPQX_52QqY9B1eqh_8xQz65-jY7rV-oPzfG2XY-HAKHe6o2r9SFnfvu8EOVNzSGmP7HI5P6y2JqINaySMxMVO5GwYdajqR7yOtN92S5VZdjtnHruz8yaVVwFD/s200/Captura.PNG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Mas actividades del tema, esta vez el sistema digestivo.&lt;br /&gt;
Se trata de algunos juegos con sopas de letras, rompecabezas, ... Seguro que te diviertes.&lt;br /&gt;
Otra cosa, recuerda que tienes que tener java instalado, si no, no funciona.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/4923779819426370611/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/4923779819426370611?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/4923779819426370611'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/4923779819426370611'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/09/el-sistema-digestivo.html' title='El sistema digestivo'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF6IB9RmyuAwO7uf_k8jFDPQX_52QqY9B1eqh_8xQz65-jY7rV-oPzfG2XY-HAKHe6o2r9SFnfvu8EOVNzSGmP7HI5P6y2JqINaySMxMVO5GwYdajqR7yOtN92S5VZdjtnHruz8yaVVwFD/s72-c/Captura.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7216067214068190905.post-904019333264272249</id><published>2015-09-25T11:26:00.002+02:00</published><updated>2018-10-02T18:04:07.195+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conocimiento del medio"/><title type='text'>¿Qué sabes de la caca?</title><content type='html'>&lt;a href=&quot;http://www.onlineschools.org/visual-academy/images/poop.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.onlineschools.org/visual-academy/images/poop.jpg&quot; height=&quot;320&quot; width=&quot;129&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Estamos viendo el aparato digestivo, pues os dejo algunos datos que siempre habeis querido saber sobre la caca.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Traducido&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- El 75% de la caca es agua.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- Del resto, un tercio son fibras que no podemos digerir y que ayudan a la caca a llegar hasta el final del tubo digestivo.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- Otro tercio está compuesto por grasa, sales minerales, moco, células muertas y bacterias vivas.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- El tercio restante, bacterias muertas.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- La caca apesta por la presencia de compuestos ricos en azufre y nitrógeno producidos por las bacterias.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- La caca que flota es porque tiene mucho contenido en gases.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- Durante la II Guerra Mundial los pilotos de tanques alemanes creían que pasar sobre caca de camello traía buena suerte. Los ingleses fabricaron bombas que la imitaban.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- La caca más larga de que se tiene noticia medía casi ocho metros.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- Cada persona caga unos 900 g al día como promedio.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- Algunas orugas consiguen alcanzar un metro de distancia con sus cacas, lo que les ayuda a evitar a los depredadores.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: Helvetica Neue, Arial, Helvetica, sans-serif;&quot;&gt;- Las semillas de café que, tras proporcionárselas a propósito, cagan las civetas (un pequeño mamífero), llegan a pagarse a 920 €/kg. El café más caro del mundo.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://elauladesexto.blogspot.com/feeds/904019333264272249/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7216067214068190905/904019333264272249?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/904019333264272249'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7216067214068190905/posts/default/904019333264272249'/><link rel='alternate' type='text/html' href='http://elauladesexto.blogspot.com/2015/09/que-sabes-de-la-caca.html' title='¿Qué sabes de la caca?'/><author><name>emilio</name><uri>http://www.blogger.com/profile/04469390021297729400</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>