{"id":35236,"date":"2026-02-21T14:03:09","date_gmt":"2026-02-21T13:03:09","guid":{"rendered":"https:\/\/www.emiliosilveravazquez.com\/blog\/?p=35236"},"modified":"2026-02-21T14:03:09","modified_gmt":"2026-02-21T13:03:09","slug":"muchas-son-las-cosas-que-no-sabemos","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/02\/21\/muchas-son-las-cosas-que-no-sabemos\/","title":{"rendered":"Muchas son, las cosas que no sabemos"},"content":{"rendered":"<p><a href=\"https:\/\/youtu.be\/aCorUOapgeU\">https:\/\/youtu.be\/aCorUOapgeU<\/a><\/p>\n<p>&nbsp;<\/p>\n<div class=\"WTfRgd CSBcfd\" data-processed=\"true\">\n<div class=\"MimRQe\" role=\"list\" data-sn-container=\"\" data-animation-nesting=\"\" data-sfc-cp=\"\" data-wiz-uids=\"HvtS7_b,HvtS7_c,HvtS7_d,HvtS7_e\" data-hveid=\"CAEQAA\" data-processed=\"true\">\n<div class=\"N8RrG\" data-thcrc-cc=\"\" data-processed=\"true\">\n<div class=\"Knsxdf PmZFeb\" role=\"listitem\" data-sfc-cp=\"\" 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px+VQvhi7nBG8OeVUo7xsGjcqw6UUR7NRRy9oLGObIRpRtYOMCvWNbXvHubOdO80+JVZ35g8sV5\/2LmFxrVs08MTSGTZjc7snic9a6HtT2iUx3EEcWDIcSsDuODuwK8vyLZ6r2fE4P5LetwPv9L0+R5JNNuNlMgYxlgOe6h0vZ4Xk9xbWmqpK6gd2rLjvOtANSvLm0uIyrMrYDBlblUodfjuGVr2N0ZdwuIRskHzHOunDllcfyry\/N4OOcs\/jm9OxtmXTobe5k0u27q3BhY8Q7Y4kUPttVl03WJEspR9YNwiGcBuIqnTGzIrtKLvTmBEkkRyUyOOzyNW9ndMRtcFiCUZyWW4HvquCfSsS3it33tvxw+Th468bPsT7a2tvqES6jpmUmtykU0wPickc65zU7iGZktrzE8cChQ6+F9rn611V\/Yzx2kNraJmMZmIzl5n4AmvPtUhvobhop4JIiGydpcZPrVw3rs5Lx+X4el8mnrMf0NxIp4IThx8KveSGNEs0D7cGGcjixrHaEWEPtJ8Uz5ES9POtenXTXl0ltsd4X95\/tKOZzW2I6TULTvey5u4XBkkQIUA37Od5FcDc20lu2yykDoRwrvru6to720GnktbpalChPDoxHrXMarJJeXMntAAc8cDGDUAzSf9\/jI4LlvwNY3O0zHqSa2WI7pLyY7u7iKj1JxWMDaIUczgVVbtZObpOvdL+VD+VbtWBfUXVASUCqABnkKoFncnf3WPWgopqvNpOvFPlVTKynDKR61ERpUjTZqKcmmpU1UPTUqVQKlSpUEo2KyKRuIOaL+2wHeV386DU4YgYptdoU9NT16HM9OKakKCdOKiKcUEqcVEU9USFPURxqVEWIaszuqgGpBqomeNIVHOaegnUgagDUkBZgqgljuAUZJoJ862Wli88ffSSLDbA4Mr8D5Dqan7PBpqhr5VlujvFsDuT+c\/2rLdXc13J3lw+SNyjgFHQDkKmxuN\/FaqU01DG3A3DfrD6fd+FYSxYktkk7zmq18XujPpVqwTt7sEh9ENWaN0gakDUhaXf\/hZ\/wDlmkYJ196CUeqGtbiL9Pj7+8hjPulvF6DjV8tz31zLJ95z\/wClR05WihvbgggxxbIyObHFYVcDhWPdWXQsr5FOx3VhjlrTCss7BIYnkbkEXJNZl1XbHNBzWon6PtNo\/wC9zrgDnHH19T+VaLXTBE5uNUmihghI202g7k8lwOp\/DNZru605p3mZbi6kc7yxEa+W4ZNdPLyYyu616UfbOzuq2OMtbFb2H4eCTHwK\/Kgm1y59K6Dstq0UWu2sQtLaGG4JhkIGThhjmfSsF3qep2lzPam6eLuZGQrFhAMHHIVmb3pixkS2upBlLW4cfwwsfyFT+j78DPsN3j\/+3f8Ayqt7+8kOXvLh\/WVv86gLu4G\/2icHykatds6\/sW7Od7Z6\/ZNcwSpFJJ3MgljIBVwUPEdGoVdxNaXc1s+dqGRoyTzwcVbDq2oQurpfXSlSDgTNj5Zo52r1W8h1+ffC8MoSVElhVwAyg8xnrzrPcyXTmc02a3\/SFlN\/vemRA\/ftnKH5bxS9i0+6H6DqCxP+6vRsZ\/rHh+eKu\/2gdmkGIYMrEMDkEHBz5VfeWN3Ysq3ds8RYZDHerejDcfgazE5309g0uo22qqsOuZWfGE1BFy\/l3g+0PPjUG064sEvLecArLb95FLGdpJlB95TzoPRrs5qhgk+j7od9p9xnahPFWx7ynkfzrNmvSgyH6xPUfnV+rf8AxCXPUfkK0axpZsGjubaUXFhISIrgDmOKMPssOh48qp1gYuw4+3GjfhVlNn0pnt3a7jOGjwE\/mNa9XIjvre6td0cLKCF3d2+cmo2yCP2OJh7qtO+fwobBdtHNI7jbjkPjRh7wqWKt16J4tWuNsb3O3u86Hc93HFdB2mg7yC3voSTEyqvmPWg1lH3t5GnLOfgKk9DRJcSWEtqLd2SaACTI5MaLyvBqttBNFK4uJGxcKV3IxOM+nOubu5O9uZJORbdVccrxNtxEq4Ocg1jLjxzv5OuHPy8cs47rYj2vsm0zVZrNACIwBtKPC24HNBc\/VYYnHHHKumv9WsdVh7y\/j2Lo42ig44GONC72ws5iLixuIo4nP6l38UdTPj6cODkzuV\/FDsws51q0S2aRTJKqnuyQSM7+HKvQfpWOytNVu7hY4gs62\/eW6YeRc71U\/nXNLd2ehagrdnXLCK22JLmQb3Y8SAeFUR6i17bRe3oHs7bLDG7xH8zxrNxu5f09GOvHKZTujur3lzM1tf2rBRBslY423hRwFdT7OO1eiiftAO4DSgxJsbLKvmedefW3cX2pWsiXjQLtbUgk3bumeFd9q88kqrG8DvbhPq2jOcDrS3tjw\/DcCu0nYq2lh73S8q6rgb92OlcHMr6KjRE7F4+5v4Fr0XTL\/wCj17xNuSA+4g95vPBrlu1ltban2o+oYRySMvhbg3x5VnG9nhZNh12u3q6iHwtHb7G7djC8anc3EF5DFcTnYfu8NKDuLDrUJdu31q5Ei4Z43Hwxuqm3tmk0hbUZDe0bz0BG+tKzarA1laRxHjct3pYcCo4VPSdHklnt5brwRlgVUnBYcaMxqEkDND7VJNiKztfT7dNe6JfaPLNfa4xCBMRAnO88hQDZ1vLu5lNo0EaljwYbx61U+jXKjankZ878I2aoeaWRcQJ3cQ4M26s23GjbRuJGf+AkYoLv0KI4JkyPukirBe2AGzJHK688nNWQ3EbgG7tUMWfekOGqTPZ92zadBHO32hIMEfDnRWzROy57SiZ9K2ohCPF3vDPlQ277PX1tK8bKNpDg7+NbdP1TV1CxxOtvAGDFQNkEjyq59XtI5Xa8UzyMcsdrO\/0qJrsAfTrtBk20pA5gZFUNDKvvROP6TXTtrcoOzp8wt925HG41lfVNQLbXehm47LAFT6VF054j1FKjct41yjSd1GxXe8ZXFYLiCKSH2i0JKD305pV2jHTUqVTYVKmpUCp6anHCvSwelSpD\/wBaFujggVIbxkcOtdUPZOy+k2NxJZw3msX8XtC+0LtJbxncMLwLbjWNu2Guk+G8RR91IEA\/Ks7pN62AqysTgg486lR3\/Wq6mwupafpd+nSe1UH5rg1B7js7enxWN7pUp3bdrMLiP1KPg48g1WX9oDCnFF\/oB7jL6RfWuor9yMmOUesb4PyzQuaGW3laKeN4pV4o67J+Rq7ERUhUasgiknlWKCN5ZG91EXJNXYYcalkYoqdHgshta1erA3H2W3Akmby4hV+J+FaLG92pRFodhDa4GXubg97Iij7RY7h6AVLkMljoWqXq7cFm4iAyZZMRoB12m3UURNH0mHYTVu9um3Sy2luZCv8ACrNsqPXfWDVdYlmU20FxLKh3STSHLS\/5L0FCKklvtfQx7Xo0Oe5025uWJyXu7jGT6KBTDW3Q\/o1hYQDliAMR8TmhQNPmtaTYodf1Q7lvGQdI0VfyFQOsam\/vajd\/85h+RoeDzNODuq6htt+kr\/8A8fd\/89v86mNV1JeGoXX\/ADmrLbwT3LbNtDJMf\/LUt+VEk7O6iULzpFbRgZZp5VTFS2QbDq1\/FocbtdyNJPckAuQ\/gRfPzNVQXl9dJtTQWUkXOWeJVT57vwzRG8i0SxtLCC7vWmuYIclYrcuniOSRkqD8aGXOoaTI+WtL27x7puLkIo9FRd3zrMv6i3aw32kRmPb09LhlPjKO0UZHQDO\/4\/KpvqNtejuLe6ubNWP6kRBkPxTB\/wCk1kGsQof0fSNPj6FozIf+o1stte1BLee5MkcaoNiNY4lUFz8OQ3\/Kmhbe6RftDHa2ES3SQ5eU2+9mfmdk4bdwzihy6NqjHC6fdf8AKNVyazqcvv6hcn0kI\/KpQ6xfRKVadpo296Obxg\/OrJlIjRHoWtKyyR2E4dCGUkYwRvFGO1eh39zrkt5a2peO6RJtzqNlio2gd\/HaBoAZdPuj9cklnJ9+ImSM+qnxD4E+lFtYsZZ+y+j3cRS5Ft31tJJB4hshtpM8xuJ4il3uU6YT2e1f\/wAC3wZT\/eotoGsLx064PomaFDZ3cN9SRiu9SQfI1rtNRsl0vUYs95YXK7ucRol2tV+902d0YGWwiJypG8Aj+1CI7+8j3x3dwpHDErCuh1nV9Qg0zQporqQNNZkybXi2mDsMnPwrN3uEcsCDwINIUUOuXD\/7zbWNx\/8AMtlz8xUDeaVN+v0kxnm1rcsv\/S20Pyq7oqsdUurFTFC+3bsfFBIoeNvVTRvRNCtO08rSWivp3ckG5BG3Ds89licq3QHd51isNFtNXmdNMv5k2F25BdWxOwvM7SE5+QzRrtGs8WlJo+gwmTTo899JCwZpW57QG\/PUY3cOVYuXeoa\/bmtfjjh1SaGGyezij8KRSDxYH2j1zxzWKJzFKki8VINE7bVEkiXT9bjkmt13JKP11t5rniP4Tx8qp1HTpdPeNttJ7aUZguI\/ckX+x6g8K1L9I1LqDabfS7UQnsLtQZrZjukXqOjDkau1rTIzb6dc2Mnf2cp7qOUjDLv91+jDhWBVN3pZX9ranPmUP+Ror2MvEjuZLC7Xbs7kglTyYcGHn\/lSzrcTcD5GDXmosvCKPYX0GBQM7hXTz6VPaXl9byOhSeMywzfYkQnO1n8D0Nc2y1V2M2dyDZwpKO8ilBidTwyOHoazxWotYLy7gJZETYAPvKT1qmzzLZXMKkiRAJk9RxrZdTNHo0F7b+FriQ96OIyBWa05\/cOHCo1tMcN3nuSI5ePdMdzehrJIrRNsyqVboaCBqJJwccMU+abOKyu28jatxs7y4q9lbEWmx4AB2pnPAE9a6Xsfq+maZokZn01r2d7jYdyu6MZ3HJoN2lj\/AE+b6NiYWUspPeZztH16VNn2yaowiSOKLdAm4v8AfNFtK1a5W0juL\/vo7WPcJVO9vKlYWsmo2TWM0UccCNtd6x3t5CguqzznFoz4toThIl3j1qfWlHpO18U90xS2WXZx3LSDGz8anpt3Y3V48moo8TcRKu8A1xgViQuNgefEUYS5FtZRwbO2GG27Hl0rMkjduxiys0ae6hW8hvI9jCbZ2HXPQmto7O3tpagKgliuZl8SneiKMmhGl2SSadLcLKWiWQbZ5vjfsj40ct+9jtpGu5ikSqzN4vdzyFSpoHW31abWPpSO1kRY8rbKdwAG7NWdo9WuINL+j9SKzzsodTnJRs86DXWsT6hctM0rx2duMKisRnoPwoUsVxfTs+87Zyznl8aIq+uuXwdpjzPIVZmO23DZklA4\/ZFXSKIlMUUqIv2jneaaysBeTLFFJv8AtNjcKqswE13LsjLsd1EooINNVZp3BnHAA8KvnmsNOiNvZSl5yPFIFoc1sJiZJbkKT98b6DTcap9JfVyfUONyuN2160KmjeNyjqQfz861iCJRlHEx6ZwKvS5dkEM0QUfYkxkioMUO231TBt\/BscKuImBJUMsi8QRuaqppbmByruVPHI\/tVy31wybauTInXmKirLKaKaZC2I5h14MOlKFBDqXcndHLlSD+FOksM9xC9xCArtnaj3FTRBYDdSwMHVmjm8LAe8KK5yVe7kZDyJFRq2733Uv8x\/OqaMnpU1KgenFMKcV6XMqfGRilS6UK6ntgfa9O7O6kgPdS6eIW35AkjYgj8q5kb66vs0o1zs5f9nzvuYWN7Yj+IDxqPUVygHXPxpj61+j3jP6PUqanArSHHEHOCOBHKicWu3XcrDfLDf24\/Z3a7ez6NuZfUGq9E0e91u9W00+IvIRlmz4UHVjyFHbj6H7LzKtmItX1aP3ppR+jwHoqj3j6ms7luoTd9LdO7JQamkNzm709JW8NnMomdh1RhjA83A9TUrjT+0FurWul6O+mWpJUuZU72XHNpCd\/oMUF1LtLrepsTe6nOwJ9xCI0A9FwKr0u91HvBZ2+LpJm8VrcL3kcnmQeHqCCOtZ8covUaoOyesTyhe6hG\/LsbhDsjqd9atQ0jVI4TY6fYStag+OVSrGdupweHQUrsaTJBJp+kzx2MjMO970kxyt90Snfsg5xnj1oDdW13p84huUkgk4gZ94dQRxHmKs3falc2tzaZN1bTwDmZo2UfMiqQQeBGKKaTPrk8hTTLi9bZ98rKdlf5iTgfGiTSWUIP+sEtlfSfajtYAJfQyxlfxzV8tI5rhvOPPfRG00bUbpBJHaukP72b6tPmeNEbXVtKjVvYLQ6bMT4bh4\/amA9WOV+ArLdWepX7GVbv6U55jl2n\/wHf8hTdpoxsNMtd97qhkf93ZJtH\/G2B+dL6SsrfdYaTDtD9peOZ2+W5R8qGQQyz3Hs8KM8ucd3jBB88\/3ogzwaX4YGS4vRxmxlIv5eRPmfhTR\/pvkv79Yw+p3ksSEZS0gxGWHmB7o\/Ghs15NevHD7kRYBYk4DPM54nzNYnd5HLyMzOTksx3k1s0WPvdVtVPDbDfAb6uja3XJNvVZ8HwoQg38lGKw531KeXvLiVz9tyw+dV53VSrACxAUEkncBzrZqLCMx2ikEQDDY4F+Z\/tT6SojeS+k922XIU83Puj+\/wrAWJJJOSeJ60+0TzT5qvNPmqiddHpMznsjqiQSOktrcxXKlTvGcq39q5sGug7I\/XNqtiP+J0+XHmV8Q\/Ks5ej7YvbYLrI1GD6w\/8RbgK\/wDUPdb8D51CfTpI4mntpEurdeMsX2f5lO9awjfvPHjV1vPLbyrLBK8cq8GU8KuhXy9aOa6c6D2eP\/8ATSD\/AO4aptYotZlMYg7m8xkyQoe7bzZR7nqN3lRbXdNjt9H0OPULtImjt5PBCO8L5cnIxuxWbe4Rye\/hV+n2c+pX0VlZJ3lxKcKv9z5Vriks1mSKy0xrqdm2U9pctknoikD5k108+oP2f017QSQ+0lv0g28axqHxkQJsgbhuLN8KZZfUJDXFtdaPpS2GiWs8zvvkuRGR3rcC+\/go4KPj0rm4tC1uJhJHazpJ94SKp\/OsFze3VxI0k1xK7Mdo5c8ee7lVO0xO9ifjVk0ropRrixY1TSJbyEc5YSxA8nTePnV2kzaXIJLIzSRWkxxNZ3TZCtyeOQY2XHmN43E1z9vd3MDBoLmaMjgUkK\/lRaDWpbjCatbxahH95\/DMv8sg3\/A5FPG1m3Sd3ps2gamquRNbPvSVT4ZkPn18qeO1ax1OCWA\/Vlw8TY5V2HZDTI7xZ47edbnSpFyyzgd5C\/QjgQR\/mMGjFx2PtRatHDtoVbaiy2VHpzHzNSckl1XLLf05axMN4PYbkBUlZlidv2Mp4r\/K351w17bS2lxNBOrLJE5RlIxgg12ms2j6ZctJJEe7l3SJ\/fyqjtPYDV9Nj1u1PeXEahLsLxcY8L+vI1qzx9ejDLyjjbOYW95HIfdBww6qdxopqGzZtb2MpBt5Iyd3LJ3GgrjB3n1ovq6C6sLYp+utoV2h95azlHeUDuYWt5jG\/FTuI5+daLSdZp4re\/AeFmClz7yAniDUomF9B3LEd\/EPq2++Pu1jhtZp5e7jRiw3Hy9azVdh2j07szJpso7PmQXVq6q202e964zXM2GlSTyqbkmCHiWYYJHPFOBb2LDaYXNwDuVT4VP9zXc2\/Z6e47OpJfanF7bcRmQW8q5ATGQq431j0rgr3UNora2e0lnG31afe8z1onbarJBarDeESIB4bccfiaHmfTlJFvHLC\/NydvHoOVZTbB22o7uJyfvHZNVRS41Frpg++NcbOwNwWhjd6kmNoYNWRw3iHwqjg9GBolbXEiWUsE+mwsz\/ALUsMrUA+2WJ5lWTLE+9s8hV5Vb6R2OYrZffkPTp61vSwg0+1SW8litu+94Btp9nlgDrWddRtXuNuCAGC3GQH90dN3M1Fb7p47X2SNY+7VFzFFzdj9pqsvDNfW0FvD4mkVgZGO7PM\/nQOwFxfSyzSMzTSA+I78D+1EO0WoJZtaada7SlIlWQ+vKpVCZpoECWdmved2fHI3Bm6+lZLu7dlEKOdgHxY3ZNK4AtQ0f7RuPkOVZ4InmlWGMZkY4UdaC2ztJb24WKMHfvJ6Ci1zJHaW3sdmwSMD62c8XPPFTuZrfQ7U2cDCW6cfXOvAHpQIvLdTKnvyOQFVedBNpo0GIU\/rPGqHbbOSxJ8zXo+k\/6MVSX\/bd0QwjD9zCN5J5Zqd3\/AKO9OMKSwXU0WTgqcMM5rNy70f8AZcv08zqxZpE91z8aOdruzE\/Z28EZLSwOMpLs7vjXPZ6U3El3NicVzHeoLe8QbSj6t13H0NUpbmOUmFg4G5lzvrGCcjBxWl2MsYlUkSpubHMdarTVaQmNrhMblUslEeycp9nvmmYBIU2wTyY7hVKypNZ2izfVzFgpk8uQNdFrPZ627P8AZnUGttSjubiYx94i48I47qh6cLdAli\/Mk7VUUUtrC61Aypa28kxCBzsLnFC3VkdkcYZTgg8QaJ6KlTUqCQpxTU9elzPUgKiKnVF+n3s+m30N7ZvsTwOHRuWeh8jR\/tdYQTLD2i0tdmw1AlpIx\/w8\/wBtD035IrmhXQ9lNWtrRp9M1fJ0m\/8ADP1hb7Mg9Kl6vlEl1QAA862aVp11qt\/FY2UReeU\/BRzY9AK13\/Z6\/std+hxEZbiRgIGT3ZUPB1PTG8nlvrqre4tuz3ZnWF0opLKAtpJeD9rK58WyfuqAfnS2\/SXdugvV9ci0ywbQezjd3bg4u7tffuW4Hf8AdzXLAbqkFxkcQOdPjOa3MdTS2\/U9IgHO7J8qMz40WzNtnZv50zOwO+FDwQHqRxrZ2c0lxaSa1II44kOxbvcNhNvm3mB0HEmskl1p1nK7wRm\/umJZri5XwbXHITn8c1jdvom9bYrHSrq6i78IsNsONxKdhPhzY+maJRanYabZtZKp1VDvEdyv1EZ6oPeB9CPjQi9u7i+k727leVuW0dyjoByHkKz1fHfs3I6C8kk1yNY9MuiuyPDprbMYH\/y8YVvz9aAMHRijoyMpwyuMFT0IPCo4zROPU0uUEWsRtdqoCpOpxNGP5vtDyNNa9G9hvHiK02VrNdzFYTgoNppGOBGo5k1sXRWmzPaXUU1gv625G7uR0deKn8DyNUXt4jRCzsgyWitk7XvSt95v7DlT2CU2vskZtFBvoAmxJNck97KOgcHaVfLJ9DWL2awuhmzuTbS\/ubo4B9HG754oaNwwM04prS7X3VtPZyCK6haJyMrtcGHVTwI8xkVt0Lw3csp\/Y20j+m7H96y2moXFpGYUKSW5OWt5l2o89QOR8xg0Y01bG5tNTktSbSc26xFJn+q8TDg\/LgeNLSAA90daWetTubee0lMN1G8UgGdlxjI6jqPMbuladIgS5vkE36iMGSY\/wrvPz4fGrtKvv82lhaWX2mHfz9ct7o+A\/Ohw4VO7uGu7qW4k9+Vy58s8vhVVItTp81AGnqspijnYmURdqdPDe5I5ib0YEf3oRa28tzIVhjLEDLMThVHUk7hRGwnstMvbadSbqaKVGLAlY0wRw5t+AqZXpFCadO80yIuEhkZJJXYKiEHG8n8uNXoLC3I3NeSZ80jB\/M\/hWrtiZh2o1KGV2ZIrhu6U8EVvEABy3EULRMEEVcZbEt00z3dzcYiZwkPKKJdhPkOPqcmug1S4FvpOg288Sz2rWW00Z3bJLnxKeTfnwOaCLBtKH6V3M1lDawaTezKs00dksdpbcmfJJdv4VzTkmrGJnsNh0uLQLWS+idjdSIDtSAbdhEw95lzuduCnhurjNRuPaZ8hdmJBsxpx2Rx+ZJJJ5kmjmo6ncRXRa2nZnLFpZSP1zHcS2eK8sdPWsFxaw6gjT6egSZRmW0G\/dzaPqOq8R6VmY2e25kDnjSpNTVpU1OKvibfWUGrYzvq41mu\/7D66un29zbt78jq6EDecDBH5Y+Neh6fqkctqzzEKyLtMOgrw21m2DXW2GtCHTLK9kBaOCeSzmH3oyA4\/7nqcnFje3KXKZDOs6rZ3skltdAd2x8EnNT51zVlLcaFraAssttN4Jo87pYycErnmPz3UO7Rd5a6lNAzbQXBVh9pCMq3xBFYIdVVk9lv0721LZBX34z1Xz8udXKTx69Lx42e3Y9pOxNukMksM49oXxNGg4r1xXOXelyWstjcNeW0WY+7YTNs567jWvWDd3XZoyw3RmntAI5pIz4pbdjlGPod3xrn7LUkntzY6psOmcxSSfYPrxrhNvRJpuu9I02zPtUV5FOjNlCJMKp6VC4ng1WMRe1bM4H6q2TCzfHmaVtZWcG37RdQxWr++GkDg+YxzqmbT4IIDNo13FMnOdzsunw5etGmGeWHTl7q3twl3zLnLR\/DhmsLahdmRZPaZdtVKq21wB4iiQhW9BW\/mgEh4XCyD\/q61mm0aaFTI1xbGEnwur7VQDMDGMUxI3Z\/KtiW9vslu8mmA4mKMkfOm9qhjb9Gtl2vvOdo\/KptVUNnNL4lXYjHF33AURtRZWSG6dRcMNybXBm8hzrNJtgCTUHJJ3xxHj8uVZ1Se\/lyqbXmD4VFBCR5ry62nYvI53f8Ap0Fa5IS5Wws\/EwP1jD7Tf5VaLZLOI95KsZYeJ\/tEdFFZxeeJIbRRDDtDO\/xNv5moo5cPHpWjmOzlzPO4ieQcgOIFD9bAOqGVvcSJT6nFRuyG06357E5J8hml2iOx7OuMM6AmoIWGmXev38UVmFaeUEnaOAuK3XtoOy8csE+y2pybgQciMdRVOilrKKaQMVk2M7QPDyoNe3M13dPPOzNI3Enp0oKSxY5JJJ4k869K\/wBFmnRQabdavPaJI233cLyD3AOLCvNOYzwPGvbLS\/tLjQrHT9OuES1li2GYjGwAMms57106YXHGeefpj1TXoopu\/ubnvZg2dlW3DfwPlWNu10bzhbWzfuJMoA2cZNcxqVzp8eoQPDA3dQ7nHEMetK87SyXlvLZQtGizOp3DGzjnXTwuWM77jx8fPjxcmV8dyuxea\/8AYElv0iuoZGMDRnxMM8wK4HtjocOkXcb2bFrW4yY9riCOIPxopotxqS6otslwgbbAE7Nlc8jRH\/SesY0XSjcEe2bTHcfeB4t86xljjL1XbG8lwxuU1HnFabAkXIY70Ay+elZhkkADjw860SkRQiFThjvejcELa3N5eSwqSUlG2p6AUY7S3ffQ2+koDHiMPn77Y4GpdnYlsLITzqPaCCyKRvK4rnb+Sa4urdxlp5DhcHnndUW\/oW7PdoLzQ17q28IlGXI97dyrn725e8u5riTAaR8kCul7UaFe6K1vcXkQRZYdxBz4jyrkudNpvdPSpUqCYpxTCpV6nI9SFMKkKqHAqxVplGa6Psvaw28U+uX6B7azIEMTDdLP9keg4ml6Zv6jqdOc\/QUHZu7vUh12a2YWkjLgwo2CsDPxBYfKud1C1msOx9la3ETRSvfzNJG3EFQFoRNLPd3Ml3PKz3Dv3jyE79rj8K9G9hk7W9m7CXUZWivrZnJRV8d0gHEA\/a3Vm4\/x2b9Eym9R5vaWNxeTd1awtLJxwBw8yeAHrXQaPpOnxXYjuJEvJ0BkmKn6mBRxJP2z6bs015du0RsrKE2VtnDRr7zn+I86vvbf6K0lbBR+k3YEl033UHup\/c12uNvTnMu+wPXNQbUr1nBZbZPDDGeCrywOVDCPStbx45HNUMuKtx06eW1JFRNWNUDWVRq+xtJL2bu4yFUDakkY4WNepprW3lurlLeBdqRzu6ep8q139xFDD9HWLZhU5mm\/fv8A\/wCo5CsVUptUe1dItId4IITkN9qU82fr6dKRNjqe8iOwvT9rhBIfP92fPh1xQvn1pVPFdrrm3mtJjDcxNFIOKsPxHIjzG6q+VbbXUjHALW8hF1aD3Yy2Gj80b7P5eVK4036lrrT5TdWq72wuHi8nXl6jdTYxUSt8J2fu2Jx3lzEnyDNQzOd+ePOiL+Hs9AP3l47fJAP70p9o2uoyQxC2lRLi0\/cy7wv8p4r8PlRWO0iOjTS6V3jS3Z2RbyEd4I13ts\/fGceflXPRo0jrGgy7EKo8zW7WZAL5beFiI7NVijKnG8cW9S2TS90jEdxIO4g7xjGKVbxew3wCaord5wW7iXLj+dftj5GnGjXWDKzQi1972wP9VjyPEn+HGfKr5RGBQWIVQSxOABzreLaG0w1+WaTj7Mh8X9Z+yPLj6UxvYrVTHpqsrHwtcuMO\/oPsj8aw5453n+\/Wp3T\/AG2XF5LOgiAWOBTkRR7lHn5nzNUkbSkdRVYNTU7xWpNI6jtkBNrcd3\/4yyt7j5oB\/wDtrBawbTDHXpWztD9Zp3Z24zvbThCT1MbFan2dsjeSvJJJ3VpANu4mPBF6D+I8AK3x2TGbcuTf07rsf2St5bNbu\/Ussu9IuWOprodd0CK+tZfZgIrgxhFbG7ZH2fIGsmn9orSOxhIRokCDZRjvA5Vevae0kk2MlQBkk8hXlynLllsxy45jq+3kWoW7QSOjjDKSCPOhZd4ZVlidkkQ5VlOCD5UZ169S7v7ieMYSRywHxoFMwNe29ztMG+WOPWVaSBVTUVBMkCjAuAOLKOTdRz4ig2fzqYkaORZI3ZHQhlZTggjgRRGdE1eGS7gQLfRDauYVGBKo4yKOv3h8a4enYLBqatVAbO\/rThqu0ahLgYovBKf9T7ndu+k0C+vdNmuf26LyP3PY+1Q7jc6lNMn8scaJ\/wBzNUyy9EjXqD+3dm7O8zmWyc2cx\/gOWjJ9N6\/AVz8jcaL9mW9qGpaW2\/2y1Yx5\/eRjbX47moEWz\/8Amsy+41p0\/YvUol1SOxvHxBcq1vtndgPuI+eCDyI9aEagTbX1xZapb\/XwSNG8kfhJwePx4\/GhhYggg4IO4ij3a8i8j0zWk\/463Czf\/Nj8Lfhg1i9Vv2FGzglP6LdRk\/dkGyaUcV\/aSbcKsCeOydoMPhWI+dJJZE9x2X0OKo3vJbzf73ayRP8AfhH9qe3EMLbVtqLxjo8LflWQX1yDhZ3+JpHULv8Afn5VB6F2c7V6VpWkC1kgaeZye+7q1OHHqRXLsbQySva6fJbBnJDu65wfXhQF725bcZ3x64qhnLHxMSfOsaUbaTR4WLTI1xLxxtFt\/rVFzrsrJ3drElvHy2d5oSaVUSd2kfbkcs33m31FDsup6HNNTHhRRuNleSOCQ4jmbZz06GtOqQFp5GlyRbsAPPPCsFpi4iU8WiOT6YrpNCCX9nGLhMuqs+394rwBrNVzutv7MsNovvjEkp\/i6UNuAHUSqOPEedPfPJJdyvMCHZySDUYJAGKP7jbjRFW7lXcdl9fj+gvoRIEFyxYJITvOTndXEzRmJ9k\/DzFMjtE+3GxVxvDDkasukyxmU1fQ1rHtGnySWN1EYZgPEuck\/KubWZkkJXcCa6CTVre\/u459UhkkcLh2Rt7Hkay2i6VsXvtbS5YZt9ld+fM1wnlMtvRljh4TGeo2dl45NT1SC2Z2jidgrMN5FEP9JGrW2oa5Fb2LF7eygECv1I41g0fVbLR3mmhikmmCYgLHCqTuyeuK3dktI0jU7a7udavHikD4hQfaPHPzq4Y33WufPG44443qOehAgj75xvPuA8\/OtOnQxxv7dqCM0WfAmN8jcvhVns0ZuXmu3HcRNgKOYFU3l41w4uJVCog2YIh9kVt540\/SUr6nFJKcu7+JRwA5CqNTDW2oRooIeMqwHnxrLZAy6hAGPvSjf8aNm1XUe0NxO7fosPjlc9Byp+l\/Qz\/pA7THVdJsrSVAJtz8MYGK4LNa9Xvfb76SfGEO5B0UVjzT+0+7T0s1GlQXinphTivU5JAVMCoipr8qqL7SCS5njt4VLyysERRzJ3V0uvkCe20DT8yxWPgJXf3sx99vnu+FLsLZyBr7VkQE2cWIi24CRtwOfLjWc3kNijQWDmSaQ\/X3eMM3UL0H49elJd5dMe5tvtLa30nDSql1fco8\/VxHz+8fwHnXT6Ul5qekTMkjtewXSTxEcRkYOK4uxA2sknPPO+vWuwSwR6e0m7vXfZLfDdW+WeGG\/by3K3OYs83Z4XUseqXdr3U8fiuIgN0xAyCOm\/jXGanbS3d3JPLkvIdon+3wr2faVjjO+sn0RYGZpTbRszHJ2lzXDj+T478o7Z\/Ht\/6K8KubLu85\/Ghk0RHKvetY7L6bqNuVECQy\/ZkjXBB\/vXjes2hsbue1lTEkTFWHnXr4+bHml0n8eXH7c86YqrZyQACSTgDrWqXmcVusI006y+lrgAzElLKJubc5COi8vOsZdOuKu8A0i1ayjI9tnUe0uP2a\/uwevM\/Cg54+XKpyMzuzyMWZiWZjxJqFZ1ps1KkaWaiFV1rczWkyz20jRyr9penTzqnNLNFFlS01c+AR2d+T7pOzDMfL7jeXA+VNqkE1ppun29xE8UgaZmVhg+8B\/ahOeO7jXR3d5A1lpVrqsRlj9l2luFJ76HLHgftLgDwnoMYNY+1gfogCTyXjjKWkZk\/q4KPmaHsxJLMck7zR640ue10iKKz\/AEsX822k0SnZKKNwP3Tkk4PSsO3DpZxAyXF6OMvFIT\/D1bz5cqbNdGW1is1EuoltojKWqnDt\/N90fjUvpi52tlhEbYjBtdj6rZ6Y5Hz4+dD3d3ZnclmJyzMck+tNw4561dbBF7OO7Rp9K2m2RmS2Y5ki6kffXz49awA54UopGjdZYnZXU5VgcEGiamHV90pS31A\/tOEc383JW8xuPlSVA4GpKd9KeGW3leKdGjkQ4ZWGCDUraGW5uI7e3jaSaVgiIo3sTWkrrY9Pn1ns52dhtwpdJLmJnY4WNdoMWY9AKncX9rFbJbWQLaXbN4Wbc17Njex\/hH5eu7fc24sOxH0Zb6lmOG8K6lMmDglQSiHnvwPM5ribq8NzICEWOJF2YohwReQ9evU1jDsyjptBv5rrXLNHfaa4uEViOYzvGOmKr1vUy+p3eyQIzM4AA3YBOKzdiGz2mtJW9y2jlnfyCxtv+eKCPO0gDsd53n1Ndpl+TjeOWNVxL3lYnamL551W7UyybxmiY08FxLbTpcW8hjljO0jDkaqY0x4cT8K51sV1OCG5tfpWxQRoWC3UC8IJDzH8LcunChR3Vq0y\/awuu82BLDIDHPA3uyxnip\/seRANS1fTxYXC9w5ltJ0722lP20PX+IcD51na6Yi2AT0o12lBtDpem8PYrFO8XpNKTK\/\/AHKPhWbs3YjUtbtLeX9SH7ybyRRtNn4Cs2r351PU7u+bjPKzqOgzu\/DFT7Is0S++jdZsr4kBYLhHY\/w58X\/STUdatDp+s6hZbOyLe6ljXzUMdk\/LBrA\/iRlOMEYNGu1573WIr0+9f2FrdN6tEFP4oaX2oMcc8\/Cjmnk33Y\/V7PjLp0kd\/EOqE93KPQAq3qKAk0c7EFH7RxWkgzFfwzWcg6rIhwP8QWs301AI9KbIHHfSZXjYpLgSIdl8dRuNNVCB8WeXSmJ+FNTGshyajSNNUU9NSpjQPTUqaituk3HcXag+5JlDnzFdEFksezrR71eSTwnqBXIglGDdDXXPdwSaTbwXIJjYBhJ9w1mrHP3MwYgTLtRuMh\/tLWd7UkbUDd6o6caIX2nSKpEZEsJBdHTr0oQDIjbshug3Ug0RsJFEMg2XHuMevSqGjZHKFTtDyotZWjywmW+2FiU8ScNR6DRUvLLvQGjwdmN+Z9aDltN0ufUbyK1iaNHkOAXbAqWraS+k30lndTJ3qcdjeK6TTtH0iGd\/pO+NvcJ+qAbia1y\/RVvZz3OpWvtF04xEztvOOZqUclY6WlwrTS3CxQJvZm3Z9K0FVc4tXURIMGQ8vTzq2US3v114gigA8CDdn0qL2UJA72RIlXekW1v9TRTanpV9ZWsN1fQNFaOMxg\/b8zQOWUyuWPwA6Ucvb6\/ulSC7u3uIRujjAzjoKU1jBGypYjMmB3hk4KegqIj2W0xru97yRSII1LZPXFPrl2tvbJp9owMJy0rDi5zwPlWye5bSdKmjjbM0o2Cx3EHniuauAVWMMd5XNFqtSM+IfAUmxndUc02aIlTU1PQaBTjjTCpCvW4pVqsLWS8nEcZAwNp2Y4CL1NVWsElzOsMIyzfIDqfKi0QSW5ttH08lkmmVZZBuMrE8fQb8Vm1L6Eddzo+m2OmWlwRFcR+1SrwLZ3At54G4chQKEj7VEO2F0t12lvWjx3UTiGIfdVAFA\/ChStXTCahl+oLWtxsndXZ9kbyYXD\/XMsMad5KeQC8PjnArz+F8V1KTjTuy68ptRkz\/APST\/M11t3Nft5cuPd09H+m1g1CCVj+j3CiRST7oO4\/I0UftBawXDRSvsleteZaZdtqXZ+e1B\/SLA9\/GM73iPvj4bjWGTUNvHeMWIAUEtyrnODHP39Mbzx7xvt7FbaxbXgzDIpOCceQryXtrdw32u3k8GChIUH72ABn8Kpte0NxYS7VrsRkH3iuSR0OeVW6zZwarZSavo6Y2Bm7sl3tCfvKOan8KYYY8OW\/26zLLKayAdOsBf3ZWVu7tYlMlxJ9yMcfieA8zWTWL46jdGYL3UCju4YuUaDgP\/fOiWsN9G6cmkr\/vDYmvCOTEeGP4A7\/M1z7c\/OtXvt1x6iJqNIk1NFjaNi8my44KV41mtqzTUuVNWQ9KmpUD0evLCe\/uNOtrchdixiLyucLHk8Sfy60M0+wa72pZSY7WM4eUKSWP3EH2n8h8a9X0nRoJBBfXPjhijjW0s8gMrBd8knVt2Bnh8a555a9Jc5JbsKi0a+MiwWphtbFI1ikWVe8N0FGN44Ku8nA3799Qh7A6SbwyPeTC25QHdjy2uOK6FtYj7q472GN5GPgJ5f8AoKzWOp21vcGSUNIEXKANjxfCtTjsxfMvzMssvHfRR9m9DgfuV0i1kIH2l2zjrtE5\/GsbdjtASUvJp0iI29UM0gA9N+aue\/vLmaR2LIsmCNs1dd3d5MqNI6z7CY2Q2T5nrU\/HepWtc8wuUl0GXX+j7Tr9DJpcs1qVOWV271QP+7865bXeyWoaNGbiQx3NvwM0Wcr\/ADA7xXdw60y2yW42FKtnbC4PzoouqRonsd2DJtsxcbmUg+X4\/Gs5zPHuPT8fnwz6z\/8A15JDdxXcKWupliE8MNwBl4uin7y+XEZ3UZ9gm7MItrHstrt4hKyD3bWDflg3U8+g866O37GRadPcatp8kc7YLWFtcDZVX6sd4IHLhXI3t\/LpzzaTrAmna4YyXjljtKzb8xnpwyeDVJl5PVGlpoJOw9\/BaL9VbX0J708ZSQQWP9h0rlQd1dRb2L23ZHXNkia1doJYZ091wGwfRhnBB\/LFcpmt4FdF2ZbuLDtFfE4EWmmFT\/FK6oP70CLZo3a\/U9g9Qc7mvdQhhHmsYL\/niufzVl7tNdJ7VN7xA5mo5piau0SkVkZlbipwcGoUt2OGBTZ6VFPmi+jMuowPok7Ad4xlsnY\/qpsb1\/lcbvUA0GJq\/TrWa\/1C2tLXPfzSBIyOIPX4cfhWb6WC9mG0rsze3jqUutRkawgUjDLGpzO3z2U9c0APGur7eXEOpTQX1lMZ7a1zZSbgNiQEnbwOUm855lT0rkiamPran40b7R4fTez1zzfTzF8I5XA\/OgVHNcOeznZk\/wDl3QP\/ADR\/nUvsA626JcNa61YTocGO4Rv+oVhzWzR073UolPAbTf4VJ\/tS+hs7ZWws+1WpwRjCe0M6+jeL+9Bia6DttKLq\/sNQXhe6dBKD8Mf2rnCak9KfNNSps0oRpUxNLNRTGlSpqB6QO+mzTUVMsKL28vf6dDAxCgZVWPJqCVps544w0U+TE+\/I+yetSkare4mtJSoJUfaQnd6ijdhZyXhedVXbVchZF\/GsenQKizXN2ntEMS5Rk4586K6NeQSpPLOLhA6EKgWs1pmZ3tbeRpoVnnPAAblrE899c2qPG80GHyTkhRW6DT2WT2rTpHdWPi7wnK\/Co3V0ttZvHeXvtDI+e5RN3zoI2s8Fw6LLGLu5BGJV4r51pv8ART7HJPI4uZEbIBPujzoU3abunxZWFvbovHHE10Fle2N5pdzdC6SDUSu6AjKsB5URxs90WkzHl3XcCOC+grN3UsjbTkhjzaums7W31fUreK+PsCOCXljG44q\/V+zFvpt4s9tcm6t2TaRT73xqHoOsbiHR4VklHtF1IPCmPdqNyksTJee\/K5ykI+yTzNZp3kik2+5JlPDIzs1fYxzWWbu8ZVabdsu28A88UVTcsb+aO3ZsvCMyP97rQu6lEs7EDAzgDyrbqbRWrFLRiyP4jKftVgnAyrjgRRFdNSpUCpUqVBqFSXOQACSeAHOmrfYKttEb1xkrlYVP3vvfD869VcVs5+jrY2qn9JkH17jkPuj+9EOwkat2mhlb3YEknP8ASprnmcyOzscs28k10XY493Frlz+602QA\/wAxAqWdF9yAcshlmklPF2LE+ppA1Wu4CpCuiXutVrG888UMXvyyKi+pOB+dHO1VyraubWD9RZILZPPZ4\/jmqOx4VNSl1GTfHp1u9z\/UBhB\/iIoMZGdy8hy7Hab1PGrL+TMnujeh6o2l6lBdqMhGw6\/eU7mHxFae0Vsun6gywHatZlE1s\/Jo24fLhXOhq6TSz9O6HJpLENfWW1PYk8XTi8X5EVfLVlY8QR5aN9l7uTTJZtbDskdouyFBwJXbgh6jiTXOZdyFC5YkKF5k9KLa63saW+jRsCLUbVwwO5p2975DA+dM75TTUx7EdXsoNctptb0Nfrgdu\/sc5aIni69VP4VyrMOVaNPv7nTbyO7sZmimQ5DDn5Hyo3e2Vt2jtpdS0SFYb6NS15p68+rxdR1XlWN+N1fTc7c1TGlyqNaCpUqVQKimjaS99LC8wZLeSURIAPFO5O5E\/ueAFQsLGMW\/0hqJZLFThVX37hvur0HVuXLfXoGgaDc20kWuauvd3EUDtaWMWQtuuyQM\/wCKuPJyTHpZjllLobtNMsbAxWglgidEI2l91B0H9\/xoHfSyLcMtq\/eBiVVs42sVTqGqNJcNKmI9o4AXIxROBLaxghiuFLzSHMjKBlV3bgT\/AOxXXD8XxOXfJdUK7i7K5Koh6FxUtNgZtQxegrDGNtue1jkOtENUmtFnYWOREoz42ByegxurPrs9tZ2Fr7NcrJKQWkxGVOy2\/jz505c8vDp2+F8fj\/mnlehGS7002Jk7si6ZyMbQCqPTjgVLRZbSN5ri5mH1S+HEZYHO7J3VyNm897II4FLknGeWTwre1pJCdi4JRumMfnXxccc8svT9ny5cHHh43ITvJYZnW6tgI5JMh405Y4nyzRizsYBp0N5qUwCFvqx3m0D5dRQK30SZ0jvJJkTTly00pYFkA5Y6nhWW91xLu4jSFAlpENmKHPLz8zX1OOW4yfp+Y55h\/Jc8Z1fTpYteAincn9JMmAUbw7I4DHShHbLTV1vQ3ulgVbm02nQ437IGSv4k\/CsxgiluC0LtEuPdPi6\/2xXRWqynTpbSeYIJkZFlkHAFSBuOM8evxrnnnh\/2+3p4OH5GF8s5+Njzjsjcouh9oo7iMz23s0bvEGIz48ZHnQTUbH2UJPbyd\/YzfqZwN\/mrDkw6c+Iro7HQ7zRLftHa3aKVOnlo5UOVkCsOH+Vc1YagbPvI5o+\/s5hieAnG2OoPJhyNdvRuaF9Y\/RuyWg2p96YzXR+J2R+Vc9XU\/wCkO0e0v7KGJXNpbWkcMbEgnaAywOODbxu865TNXH0VKmJpqbNVCNLNNSop93UA+Zo\/phbRNDn1cgre3wa1sBjeiftZvyRfM0O0TTW1XUY7bbWKEAyXEzcIYl3s59B+JFS7Qaomq6ht26GKzhQQ2sR+xEvD4nifOsXu6VPs5LELqTT7khbW\/QQOT9hs\/Vt8G\/M0NuIZLeeWGdSskTlGHQg4NVY3Hf8ALjRfXmN\/BZ6yoBa6TuLrHK4iwGJ\/mUo3xNPVUIzijmtjHZrsz5x3R\/8AuLQMcaN9ojs6L2ZhO5lsZJCP55WI\/KpfYBmiGkHuUv7vIHc2xVCR+0cgL+TD40Oolc\/ouhW0JGJLuQzPj7g3KP7+tKrVr+H7P9l5V\/8ACSwD\/wCnKR\/+6gPrRvURnsZ2ec\/YuL5Pm8bUDNSBGmpGmpQ9NSNMTUUqVNSoaNT01NUU54U3I8hTGnUZYDzoCdlLKqexxSMjScgeJq251O5tbyKMSnZg3H+9ZISTqkZ+6QflSvcXcsk0YxJk7S1FSvp54roTRTSbMniUg7qIWOopewyRXCx95s7mxxxUdEvdLGm3VlqVs0k7\/qJPuHpQWNmgnBYYKnf6VDbs9F7DajrVlHd2yQpC7YXvOJ88V2Fj2G0mzCJNNtXeCNoLuqHYyNdG7OJqN3cMXdj7KhPug+VTGrSm7SSa9Rwu9\/DvG+seU8vHbf8AFnMfKTpXD2Kt5TK6XsjAcIXGN9cJq73N3dSWYQxGNtlWU7jjqa9Hn19Y5pJduMiLBVBuY9a4f\/SXI0GtQSRIyQXMAc43Ann8auutuUymtOYmR9NcrO7PMOGDlR8aHyyyTOXlYsx6mtneZTZf6xD7pPSsssIxtxHaUfhVaWLtTWhH7n8qrHitm\/hbNXaac+0IftRn8Koi\/US0FVKmpUD0qalQb4ozNKsS+8xxvrVqMq7awRfqoxsj\/P8A99ajZ+COWc8VXZX48T8vzrMd5z1Nen3XH12da6Lszu0DtMw4+yRj5vXOgV0XZoZ0DtMo4+yRn5PWr9JPc\/3HPipZqAqVaHQ2v6J2MvZft31ysIPPZUbR\/GgQNHO0B9n0XQbJdx9na5f1c7vwFAamHpPqLM1fZ3c1ldRXVq+xNCwdG6EVlzTg4OTWukduba0aX\/W63VRZCMyPb\/urvhsehJ2hXGSSSSyNJKdp3JZj1JrqrO8tdG0600bUY9q21KM3F+2PFFt4ERHmoAP9Vc7q2nTaTfyWc5DFMFJB7sqH3XB6GsYX9tXuf2yVba3M9ncpc2krQzxsGR14g1RmlW7No6iaC37WI9zYIlvraDantFOEuh9+Po3Va5hlZWKsCGU4II3g1KKWSKRJIXKSIcoynBU9RXSAwdrQFk7u119RgP7sd8PP7sn4Gsf9LUcxRHTrGJrdr\/UGZLFG2QqnDXDfcX+55VOz0khriXVRLbWtq2xMMbLs\/wC7XP2j+HGsuo3z30qs6pHDGuxDAm5Ik5AD8zzO+m9pP7F+z8za12u032tU7pXzHbqMIqopZUA6ZA9a9O1G1unupJl7yfwYKtvwD1A+eK5H\/R3oU1mV7Q6gqxRsuLXbXec8Xx6cPWi0uuXEcd0iSv8AXjec49d3mK+b8vOXLUfV\/wAfw8mUyykCb9YZJQUUo6kEkb+dW6lfySyDvJC4UYTyFYTLJPP3UKjbk8AA5n40+o6RqMFl7Z3Za3GR3oO446V2+FyZZX8ni\/zfxOPDGeE1VMl5vrBe32VYscgDGDzHSh9xcyoSSj4HE43Csi9\/qL91ACx54r6OeeOM7fC4ODO5dR02h6lNZC2aByjJhtxxRtLu61zUm3bUspyXY7olHPPQCuZttNvB3cUad5KxCLGOJPlRfUL2LSLU6VbSCS5YZvJ1O7P7tT90c+tebG43qPXycfLjfz9D+r6497JDYWcqiKPEYfcokPDJ8jXIqns+tPBLju0YbW\/gOY3VmW94jP45p0gmluml7zBcZAPGpzY2cesXo+Dlx5cu+Z1s1\/bTXbPBEIoFwEjQbiB58fwo3cavHI3s9rETAIwNljtfEdK4VxcWUndXMbRuOTDFbNNvJUuEMGe8JwuN+c8q+PbljX6v+Djzw3L1I7q9toL61vtHTYV2smQS7OCuVzv\/AArxfRtPkuu0Nnpsi7EjXiRTKfs4bD\/IA16vpl4LvXNQ7s7QFsY8g52iqBfxxXE2c8Y7Z9otaiwYrFLu4QjgXOVX5kk19jG6j8px3flr1sM1HWxP2g1SWeMzWF3cP3sOd5AOFZTyYAAg\/Chup2BspEKSCa2mG1BOvCRf7EcxyrCg2VUb9wHE0R0u8iSNrDUCxsJjlio3wPykXzHMcx8636bYONKtGoWUunXTW8xBwAyuvuyKeDDyNUBiBjlVRGmxndjNS410OlWaaNZfT98qvIrbOnQNvEkw+2w+6nH1xUqm1XGgaP8AQqnF\/d7MuokfYXikP9z51znqanNLJPM807mSWRizu3FmPEmoVJNBqNaKPbtL1XSzvcoLy3HPvI\/eA9VJFBTWzRb8aZq9neP7kUoMmeaHc3\/STUrTDtADaPDjRrtapiu9MtG9+10i0hcdG2Ns\/wDfWTVNJePtBPoy5LNd+zKR0Z8KfkwNX9sblbvtbq80e5PbHjX0j+rGPglZA\/TrU315FbqcBz4m5Ko3sfgATU9Wuxe3ryIMQqAkK9EHCrcnT9PwN1xeL4uqw8h\/Ud\/oBQ3huFFH77\/+BdHPTULsfhHQDNHdQbHYfQx9+8vW+RjFAakCpGlTUCNNSpjRSpZpZqOahs9NSpqKenU+JT51E0s76g2QtjUkPU1VcFobuTG4hqjKT4JBy51dqIDlLge7IPxoIZScEg7Eo+Rq519sTZcbNwgwD9+h\/A551fHcNkbWXI4HmKivQOx+owzaE1vfZluLZ8RRMdwHWud1nXZReyxwDYUcf4jV+mxg7HcSBb2UBVBONonrWbWtJks9Re21eBUnZNtDG25qzZq7jV71Lelz3VxPqFtPbbTvIqlgOA4cfnWjtzqkWp3wtIdkxWi7CuDnfzoNc6zOtglvbxpAmzsMV94486GWzEyMCfeFXds1WPHGXqFA+w3dSb15eVWS7UL7anjxHI1RJhgW+0Dg1otyJoCjcV3Cij40S3t+z\/0xDfI7yJ4rccUJrmFOzbt\/EaI2xe2g9nO8ztgqfwND7sd3IYeUZwKCmlSzTE0D0s1HNKgNS\/V2cSj7XiNZhWq\/8PdIOSAfLdWWvVh6caeuj7HjvI9bt+cumyYHmCDXOV0HYWRV7S28THAuEkh\/xKaZemd6soAN4zTlS42FG9zsgdSeFSkjMUrxMMFGKkelb+z1v7Xr+mwEZD3UYPptA\/2rWXUM+tt\/blx\/rLPbofDapHbgdNlQD+OaA1t1249q1zUbjOe8uZGz\/UaxVZ6XL2et+hWQ1HWLW0b9W7\/WHog3n8BWD0o5oLex6TrGpYw6xLawn+OQnOPRVPzqZetftn3Yxa1fHUNWurvlI52R0UblHyAoppLJr2mros7AX1uCdOkb7Q4mEn8ulc4OFSVmRgyMysDkMpwQati773CZGR2R1KlSVKnipG7BFMBXSXyr2j0+TU4FH0rbKDfRKN86D9qB1+98652MA0l2X9mwa26Rp5vZ3aSTuLaBRJPP+6HL+o8hUtPsJdQvEtYMbT5O0fdRRxZugA31ZrN5b7CadpoIsIGLE8DcSc5G\/IDkPWpe+kg1Pq1l2q2LK\/c2k0OVsbmSQlSMDwzdSce\/x5UI0\/R5B2nttI1OJomM4EyHmnvHB5ggHeOtCK6js32ht0msrfXg0kdq+bW7A2pIOq+abzu5VjKXHG6b96j0HWbszSvZd5HsbCiELuUEDgPyrhrm4JZsnnRvXoZIpldT3sEoDQzRnKyLyKmg9zpk02mXV+M7MW\/O7B3gf33CvhzHLLPV9v1+N4uDgnJL+NNpk8UcVzM0zrMAEhVPtE8ST0H96tOpzGxW0Mh7pX28FmwfUZx8hXPxzrHAFeRTIxJKDOVHnTwz99NHErKC7Bcsdwzz9K+t8fj8MdV+O\/yXNeXmtnp0EV3dSaVeWEKEw3Lh3CICNw38s9KhpQTSDbTQFVmDlmyuSD8RV2marJol5MLK4Z0wYw6gAN57wd1abS4WxtPpe+RXnkLezK+\/bP7zB4AHh51PkY3LHUT4PJMcvyFdX1OSCR5pTs6hOngAwPZozy3faPOuc1qe31C1tLeG1t4WiA2pEj2XY88nO+hE2oma4kkeTbZ2LMxOSSd9VtdDBOd1eGZZY5dP0M4ePLHtHRkghv1e7XvY0bJQjjgHdu5E4o\/Y3UBvIriaBGXvMvGR4MdMdK4+C6BmffxOaKRXWcbyM19Xj\/LHt+V554Z3Trb4N2hvZO6iijBIxsDcg3Ln8qF6NbXT3TQQtsXAZo1dsAA7xuPwrNZXrxMGjZkIGMq2N1FtG1trK5nuI40LSoQC6hvF1314vlTHGx93\/E5cvLw5z6Gey2nT6Xqdyt0AcWrEBTucHzrkNQ01uz2ia\/bMWBlv1tI2YHxRr4gfliu57PSbVndT3EqrEIX8RbPdADJ3chiuW7V6vZ6pBY2uqvJEbpHvIbgkk2\/eMe7DLzXZxnmK1wcmXJd304\/I+Ph8f8MXBZ8j8aQ5VfqFjcafcm3ulCvgEFTtK6ngynmp61Rw417HjF9MeLUbddKvZAjAk2M7fsnPGMn7jbvQgEc6GTRSQTPDMhSWNirI3EEcRUN3QYrorSzk7VQxpG8Y1aBQHeRsCeEbtsn7yczzHnUvQwaFpS6lPJJdStBp9sokupxxC8lX+JuAqvWdSfU7zve7EEESiO2tlO6GMcF8z1PM5rdrd7AIYdI0lydOtztNKNxu5ech8vujpQZkwcAUmO+zakimqwrUWFUVmmIBUg7wRUiKiazWnZ6Si3PaTQNcl8SfRvtVyx+1JbKYmPzSM1y1jCs5lvL0FoIztSjODK537GeRJznoM11ugnvv9H16EISdZ3t0lb3YopNh3OengO7nnzrj765SXZgtQy2cO6IHix5u3mfw3DrnnPbSm5uJLmd552DSOcnAwPgOQ8qq50s7sUxO4+lUHdZXuuy3ZiInit5KfRpRj8qA10Ha0GG37P2h96DSotoebFmP51z9QKmJpUx4UDZpU1KilTUqVRSpU1NQOaalSqC2JsgxtzFW20itG1tOdx9w9DWSrMiTcSFbrRTSIUkKtu8612sSwQG6nH8grfoFjb3lz\/th2gtYxnvccfKsOsAtdSGHxW6HEZHDFSjI9xK03e7ZVxwI5UYttUN6YRfkyMhwHJ3gUCyORBqUT93IGIyOYqA5e6fHPE3s7gMrZwedCVhljmXK8DvrZPK8IMiE922CBn8KUU9veNGAO7nLAYHOgxshW7aPBwxxWrS7RxfESDwL73nW+bTZo7lmuHKoMEKRkmtN5cpYEMCq5XcoFFDrlXS8NxN4FU5QHpyoNO5klZz9o5qy8upbqVnlctkndVHLFEKlTUqB6VNmlmoDuo\/rEPUH86y4rZeDbtLaXywflWOvXh6cL9U9adMuvYdStLofsZlc+gNZqcY58Odas3NM30L9rrYWnaXUI19xpe8Q9VYbQP41o7CrtdrNPblEzyH4ITT9oc3ulaLqw3s8Hsk388RwP+kipdhPDr5b7tpcH\/oNZt3jtcrvV\/bny20zN94kmlUU9xfSp11XL2Q40b1P9E7N6RZj3rgyXsvxIRP+lT86CqjSMEQeJzsj1O6jfbJlGuPbJ7lpFHbr\/Su\/8c1n3WZ9glKkKetIvsLy4sLyG7s5DHPC20rD8j1BozqdhFqMC6vokXgkcLc2abzbyHhgfcY8Olc\/XS6NdydlLdNRK5vrxNmGBicLBnJZgObYwvTjWMvfXtZ7UanNHpFm+kW7q1zJj2+VDnJG\/ugfujn1IoCxz6UX1nTrfuF1TSSz6dK+yytva2c\/Yb+x50Iq4610t\/r0alT0xqoP9nO0smlRmyvI\/adMdstDnxR\/xIeR8uddRqtvHJoMFzYSrc2SuwWZCOJOQGH2WG8b+decV1nYK9e1TVUQI+Y4yYpN6yLkhgR8Rvrz5cWMy8o1yc+c4bx+X4gF+o8RHDkKps7a5e6j+rLDG1jqOuK6fVtEiv2F7oas9ujD2u0JzLbjqB9pPMcOdPb23t2pPPBsWVvAu3NIN4hThz4k8B1NY5+Xxs0vxfj\/AMuN3elej28TpLf35IsLdsNvx3r8Qi\/38qG6rq0moXb3EmF3AKijci8gPKqu02qm7ljitY+5063BS3h6DmT1J60FSZ2bHLzq4ZzL2558GXFemqOK7urvubGGSeUgkJGuTu3ndWOe4myUZSuDg9a3WzNExkX38YG4c9xqq8MRjjRYwrqxLOD7w6YNcs+Oe3r4fkZXWLJGuwFKOdo5ypHD41ujmndWKqWEQy2yM4HD5edUxxBsYPxonpkM4aWO12tqWIpIq\/aTic+W7PyrGPNZ6dsvh4Z3dV2lwzEhuHSi1vIcA54da5u2kfvGIGVPD0rp9BhhupwLp5I4wDkgZ34rPL8fmzu\/b2\/F\/wAj8P4+Hj606nQ7Y3un39okiia7tZIY1z4t43n0GRXD9sLtLvtJfNAR3ELi3ix92MbI\/I11ulSrpPazXLiEZWwt5wnkBnZrhtRVZO7uolx3vvj+LnXf4\/FePHxfP+Z8ic\/Jc56+mjT9Rge2XTtXBeyye6kXe9sx5r1HVfjxrNqWnzadOI5Sro67UU0e9JU+8p\/txFYwcb+tFdIv0Ef0XfxPcWEr+FI98kLn7cfn1Xga9Hp5GC3gluJo4LeNpZpWCxogySTXTS3o7MRfR+jzI+obYa\/u18S7Q\/ZL1UczzO6rL+1PY2IxRN32pXasBeKhCQR5wVXP7Q8\/u8POubiQnhv9asnkluhXVbGKVItU09NizuidqP8AcS\/aT05g9D5Vge38qPdm2jDS2l0G9juvDLuzsH7Lj0\/Kil12UvYEZpLaTZjJBYKSp8812xknVcMuRw8kWOVZ3Wjl9aiIEEYxQmZRyrOWGnTDPyZCKnbW013MIYEBY8ycADmWPIDnV1rZz3spjgVTgbTu7BVjX7zHkKJaXBDf6ja6Lp+RbTSD2u4YENKg3sSPsoBnA+JrhXWD2qxW9l2Bk0W1dpJEjg1K4kK7O2ZHIG7psqNx3jIzXn\/59a646h9LTdsLvGEntlaNeiI6qgH9IFcieVZkbNS7szFYl4yEIPjSor2TtRe9p9MgK5U3Cs+fur4j+Cmg09vHB7U3MS+7bRx24\/oQCuerVql4dQ1O8vSc+0TvID5EnH4YrKak9Bs0iaVNRTg4DZXORu8qj0p6aoEaakaailSpU1QKkaVNQKnpqVQafbZWthayHahU5C0oZNgZikCj7j8KymmpVECEf9ZBnzQ1W0MJ4bY8qxhiOBNP3r\/eI+NQHLeNPo8uw2kTcQTVMFzZWrh0AB4gY50I222Su02DxGeNRoCT6zd5bDnDHOSd9YZZXuHMkshLeZqulQKlTUqIempU1RTmmpUqDpbQe06fPB9tB3q\/DiPlmsFXWc7W1ykqkbm3g8MVbqVusFxtRfqJfHGfLp8K9k6tjz\/TKKVLBp62joNDH0h2e1XSuMseL2AdSu5h\/hp+w2\/WZfOwuP8AsoboWonStWt70LtLG2JF+8h3MPlmuk0XThpvbmazjbbhlgma3ccHR4yV\/Dd8K55dSxJ61+nGJ7i+lSpk3ovpUq6\/tcvYn2Zt\/au0GnxH3TcKT8N\/9qzanP7Xqd3cHf3kztn1O6ifY3Ca2Zz\/AMPazzD1EZx+dBF4b+NZnusy\/jaQFLGKcVfY2k9\/dxWtqu1NK2yo5ep8q1brs226JYxS97qGoLnT7PBdAcGd\/sxD1PHoM1iv7ybULuW6um2pZDk4GAByA8gNwohrt3Ae50zT2zY2eQH\/AH8n25D6nh5UJxUk+6vpt0nUpdNuGdUWWGVNieBvdmTofPoeVW6rpkUUK6jpjNLpsrYBb34G+4\/n0PMUNxW3S9Sl02V2VFlt5V2bi3fesq9D59DyqWa7hKw0xotqmmRLANR0pmm05zsna9+3f7j\/ANjwNCqsu1Ro\/wBm7ltM07VdUSNHdRFbIrjcdtssP8K0AxRqRTF2StY19+7vncKOLBVCj8TWck1vps06a4uNStp9GkKXQbcQcbO7J2vLr5V0OrS2uvQSWWitFDcpKWeALsJfNjeyN1H3T13VzVpZTwSro+nlTqd0P0qblbxjeVzyHNj6Cuj7URJptnp2lu7LALTMEzIAzShjgkjhn+4rjy4\/yU+Pv49txv8Aw881EPHLJHOjRyo2GRhgg+YocshVuBHrXZz3lpriex9oX9nvFAWDVFXfgcFmHMfxcRXOazpF5pN77PqCYYjajdd6Sj7ytzFcceO416uX5GPNj0zC6wuBVLzF3GRuqQVQcDBJ4DrVrQMshR1KuNxHMVOS9aX43FbluRKObFXreTAMkLFdtSjEHGVPEVCCAbuZ6V0XZzQ3vzdTRQtKLaIybONxPAA\/ifhXDGyZR9Lm4s\/4rvoFtocYPnXRWFzbadGZ7rLIoyEXi55D51h7xTCZYbWIlBghi+QR1GaCmV7mZe8YsSfTHwr61ykj8vPj55Zbyeh6WqjszrmqStme+XZ388b2\/Fq4fY2YGtjyJYV2LP3drc6TuC2mnx955SSOGb5bhXH3ZI1bAHMKBjjy\/GuGF9voWak0HYYnGMknAA4mujQf6rRiRwr67KvhTOVsUPM9ZD\/0jz4syR9lsyP3cuuNkxI29bFT9phzkIO4cq5+SR5ZGkdi7ucs7HeT1NX2yL6TqohWS01JHudPuH25U2vEj\/vEPJvz4GrL3T306VCsiz2sw27e5T3ZV\/seoO8UGWjWi6tHaRvZX8Zm06c5kjB8UbffQ8mH4863j1dxnJ0HZA276pbLc47oyDaJ4fGvZUv7N07tZYzgYK55V4RdQyaXJGwlWa0lXatp4\/dlX+xHMHgaIWXaSaCeB2+tUHZdMb5FO4r6kZxWuXjx5Zvbz43Pjt19n7X90upXYtUBiWQ4I4AZrm4bNrgNcTSLb2iHDzuMjPRR9pvIfHFHtZtotHupI9QlM4bxQW6kqZYzvUyH7I6gbyQeFc1qeoTXzq0pUKgxHGi7KRjoo5Vcstzp048bj7V6hfrJCLSzjMFkDnYJy8rfec8z5cByrdpDfRmgalqvCa5P0fak9SNqVh6LgZ6mg0UMlxPHBAu3LI4RFHNicAUT7VvHDeW+k2rh7XSoe4U\/vJSdqWT1LHH9Irhf07wuzn\/wztD0XTT\/AN60Bo7ofg0PtG4520UY8y0nD8KByoyOyOpVlJDAjgan22gTijvZVjaLrOq+EGx051iJ5TTERp+BegRO4440enzY9iLePaw+p3hnYc+6iXZUehZifhWaOfwF3AYA3ClSpqBU1KmopGmp6aoFSpU1RSpU1KgVKmpZqBUxpE01A9MaVKlCpqVKoFTUjSoFSpqVAqVKlUCpU1KinpqVKgL1uspUuENjcuFRzmGU\/s3\/AMjwrFSwDuPCvbY8u9LJYpIJWhlQo6HDA8jUKJQSJqUa2124juYwFguH4MPuOfyb4Vhmglt5nhnQpIhwykcKuN2t\/aArv+xTDVDpL8brS5e4fq1u4IH+EnHpXAj40Y7K6vNoeu2l7EfCHCyLyZScEH8\/hWeTG2dM71dhckZjleM58Dsu\/wAjio0b7YaZLpXaO+glXCvKZYj95GJINBwN9dN77i5+7Bjsz4E1ub93pU2PUsi\/3oORRrs+P9m9oDzGngf\/AHUoOBvpj9pvr\/n\/AMGC0etv9jaEboHF9qSMkH8EHBm\/qO4eVY9E05dSv0imJS2QGS4cfZjX3v8AL402r3z6nqMtyQEiOEhjXhHGowqj0A\/Omt3TMofinxVhWls1o2rxTYqwrTYpo3F+mahPpk\/eQ7DIw2ZYZBlJU+6RWrUNMhltm1LSC7Wo\/XW7nMlqT1P2l6N86GkVdZXlxp9yLm0lMcoGPJgeII4EHmKxZruNSshG7NdddFbHTtCS3He6m1ti3iUZMTSMSWx97GMdN56VVDptjfWx1i1s2ZlVydLVSRJIu8lOZQc14jhWvthOmkalOYpVk1aaFI2kX\/hoyg2sdHY53jgK52+V03jPsFv7ldJjbTbGYPOxDX10p99wd0YPNQePU+lEO1NzNf6Do01xK8kmJEJJ6P8A5EVygwpGAMDyrrtgTaBppf3Eup0+axsP71bNWJvdc\/d7EbhJt+4cOXrRvS9TsbSwNrqcE1\/pZwUhkAHdt1Q8Qfjg9K5u\/ZmvJtrjnGKsmmMOxC2CgHiU0ywlSSS7jurPS7GSezl0W0gudNnmAkkx40HR8YII88ipdrtItp9SmVYokeJQESLC7IHL\/wDNc\/2Y1SXSD7RYsfFkFeP4cxR69lh1xA9mEN7IuXtNve5592eZ\/hO+vLlh45eunsx5Llx2W\/6BrPRbbZaSZGjxwWWbIP8AhArseyVzZafaFFYQGY+Jc5B5CuN0+JtSvFt45+9VN0kMm50xxrdPqcelwmWWNRJFLsxo\/EgVjwnlqRucuVw3nb17Cbq27rVtThtJA+yzMBnjzqzsjosWp3DXM0yxCBgzxN9sDeRQewla61aWQAq8xY7vOuh0dZYtOu\/Z4mmu5GFpD3Y8TM29vkOPrXqt1NPJvd2yxXEtzZa\/cqHae6ljAULk+J9wHwqy+EPZy9Ei7M2tuAAWwUsupHWTln7NEEQaJoV6+m3YmvzKiXM0QBWM4OQh6jhtfKuOlbvp4WJ2s781Me1vpnu3d7qR5GLMWJYniTVWelTYNNO2zgkk431XW2UwcVNTk4NTsbG5v2b2aPKR\/rJGOykf8zHcPzrZnTbAYAGpXA+9kW6\/Di\/4CmwW7OzO1nLBqKj6Fcnbmc47lxwaMniw4Ec+dPqkh0B44tPXaM8YdNRbBMqkfs\/uDkfteYrnbu+ubx9u5mZyBhRwVB0VRuUeQohpWpQNbtpWrM30fI21HKBlrSQ\/bH8P3hzqbsZ8WieZtS7NiZjtXWmSBGJPiMMjeE\/B939VASxI38aNafA+jdpBp+qgC2u0NtcGM5V4JRgOp6Z2WB6rQoafd\/S30WIw16JzBsgcXBwfhz9KkyXQp2fI061u9elA2rf6iyB+3cMDv\/oXLH1Fc8SdraJJJOSSd5oz2ongS4t9LsG2rLTkMSMOEkhOZJPUndnoKCGs\/wBtjdue47F37Eb7m+hiXz2QzmgbMzMWdizE5JPOjOpuYOzGh2vBrgz30i88M\/dxn4iNj8aCE1IqUcck0iRQ57x2Cp5k7hRrtpLGuqppsBzBpsCWq\/zKMt\/1E\/Km7IrHDqM2rXC7UGkQm6K\/el4RL8XII\/loG8jysZJW25HJZ26sTkn51FNSpqRNA1KmpUUqalSqKVNSNKoFSJpVEmgWaVNSqBUqVMaBUqdlKnB41GlCpUqaoFSpUqBUqalUCpU1KinpqVNQPSpqVAapxSFKve8h8Zolb3sM8S22qKzogxFcqMyRDp\/EvkfhQ4U9LJTemq90+W0RZAyzW8hxFcRHKP1HkR0O+sxGVIU4PKtNjeT2TubdvC4AkiYbSSD+JedbCmm336uQadcH7MpJhb0bivx3eYqd+qmUljr+0mO0SQ25wb2Szju7Fsb5Bs\/WR+uQSBXn438M557q6vV4L217OaHfuGhns5XhWUMDz2kKsCQR6Vk1uGPUrQa7ZIFDts3sKfspOuPutU4rqSNXd0r7ODatNeiH2tNYj+mRDQgCjfZFS9\/eQj9vYTxgdTs7X9qyaHYHUdRtrTOEkbMjfdQbyflmtzrbnv8AH\/ltkH0X2cjh3i61T62Tqtupwo\/qYE+gFB1TyxRTWbr6S1We5QYiJ2YhyCKMKPkKzLESK3hj0zctdMwSpCPNa0gzyq1LY108WLmGslRKVvktyKpeIip4rMmJlIzgVp0+yW5aSW4do7SEbU0g4+Sj+I1O2spLy4WGLAzvZ291F5sfIUXijtTb+03CuNGs3KxR8HvZv\/fHouBzrjndOuK3StkX+najdRKJJ5o4dLsxnZjQtsiQjoM7s+8cmsmryWOv6re7Jjs783Enduz7MVyNohck+6xGN\/A+VPoF3PqPbG0vLtgzLIZmAHhRY0LBQOQGAAK5oElQx4kZJ86x4atbl6SuLea3meC5jeKZDh0dcMD5iugkct2IjkQnMOpRs3o0bD81FYrfUYbqBLTWleSJBiG6QZlg8v4l8j8DRe20uZeymswFlmgPcXFvPEcpIA5B9Dht4O8VLVnsBu4hJeJMniVwCwHI0PnO1M586I2UhBjJGSpxIPKsVzDsuzodpCx9RW6jRppbBKkjuyHyKneXIe6aYNsd54lYVDTjs28u1xlBUU1naS3kbRBSe6OScbscxWel10Oxat7Xb\/7VcRXjjYj1SJMuByEgHvDz4ihGoQ6jBMqahiaN12opg21HIv3kbgfzrNKyxSAl843Koo5o1zKllJNqYjTRmPiSUEiR\/wDywN5fzHDnXOzx9Ny29K9Eso5pJRZeGUJtSSPuSJebMeQrb2kuZdDsYdB0qcssqmW6ugNl3L8VB4gY+YxWq2httaW3t9FkEemI6vdWR3SjZ3lnz+sG7iOHQUDuYLvX9eup7Lbk7x84jUtgDcB8gKk7va61E9LdrPs1hVANxdsgB5gLWKeOJkkmgIDQJhlrp5YrXTNJtRqtxGjCRiiRASsx93dg7IO7mfhQKTW7CwLDTdNXvd57+6O2wPXHu\/nVhQmy0u7uI+\/7oRWo965uCI4h\/UfePkuT5Vez6TZZ2UfUZjzYGOEH095vwofe3dzfz99eTyTycjI2dnyA5DyFU00y1XuoXN8UFxIO6j\/VwIoWKP8AlQbh68fOs+Tz4VGlV6glmmJqOaWagPaXcw6rYpomozLDIufo68c7oHP7Nz+7J+Ro72hzoYfWJVMWs6jbCFISPFbsF2ZpfXcFX1JrlNE0+O+uHlvWMem2i97eTfdTko6sx3Af5V1Wozy9t+zvtKrHFqFhdtb2luDvniMe2EB++ArEddkjiRXO+2pHBjAAwN1PHHLPIkFuNqeVhHGOrE4A+ZFR38xjyPKjPZXYt7241abfHpcBn8jIfDGP8R\/CtW6VX2tkjbXpoLZtq2sUSygP8EShPxYMf6qDk+VO5ZiWbxOxyT1J3mt2h6emqanFbTtsWiq0t3JnHdwJvc\/LcPMis+lENQA0zsvZ2PC41B\/bJxzCDdGD+Jrn81t1nUpNX1O4v5E7sSt9XH+7QDCr8BisFSBzUc09NVCpUjTVFKmNPTGgVNSFMailmmpUqBUqVNUCpqemNA+80sUlp6giRTVJqhQPTGlTUU9NSpYPSohUqQDH3QT8Kl3Un7tvlRUKRpyrKN6kVGgWaWaalUHdN2aljP1lxGq+Y31U2mQwOBIzsP5d3zrQmqwq3hIcHm++tS35I2oZEePmjDhXvteXpdrdtpNzaWsWj2cq3HB3XftUDvtGv7KTYmtpQcZ93lXQaZZpqV5GdPvFs7jORnetENZ1rWOzuphL+e3vxJH+tKbtmpLrpJenAY3+YqYonfwwTym4h8AlOQRwBoe8bxuVcb\/LnXT+ma6PspczfRmsWUIUyiH2mJHXaB2D4hg7t430tG1nToLkvc2DxJKvdzrbMDHMh5FDw6jB3GhvZ6++jdZtLtt8SuFkH3kO5h8jVms6cdN1W4tAcrG57s8ih3qfkazMJbYTLrr3HTaLoRtddsL\/AE6eG5024kIibvAJApBBDKeYzvxmslpYyaNZazcTxPFJkWcG0uN7EliPRR+NY9A1AWMns92rTWEjhnUcY2B3SJ0YfiN1dj2quZIPYl0+4d4LjbudthtK20Rgb88MfjSTLz8b\/wC6Y88dW\/pwcUOQOlaUh3gUdiKSnNzp9s5HExqYj\/07vwq2O00+Vj4buA+ezIo\/7TXpl17jyZcmN9ULt7LaxRCLSmLe5RvTNKieZEjukYMRueNlP9xXfWdlbQQBIokIxzG8+tcub5OPH9HDxZ81vbxy705o85Whklm7yBI1LOxwqjma9X7UaMkgWW2iyx3Mqj8a5pdGuocCGJhdT5AcrlYE5k+f\/vrW5z45YeUa8MsM\/Gucj06NUltO\/wC7t4sSajdL+EadT06nfw3UB1i\/bUJ12UENrCvd29uvCJP7k8SeZo9rkdy8aWVlZ3S2URJGYjmZ+cjbt5PTkMUAksL3P+53H\/Jb\/KucxnuvVL0v7M+C5v5hxi064YepXZH\/AHUDPlXT6Hp94thrbmzuNo2YjUGJsttOucbvKhC6Lqr8NOuvjGR+dY+613oNI8q6DsZeSW02pxpiRHsJZPZ2Pgdlw28egO+sn+rmrnebJ0H8bKPzNFeyukT2uv24uprKMSq8RU3SFjtKRuANZz1pqbURw2V+\/tukq4cjM9izeNfND9sfjUrL6E0+4nl1GOe4glX6tQPdPPPpQ2KwtLFwZtetkkQ4\/R4ZZSCPQAfjR2LVtCutlNRa8umzh7gQpCxHmNptoeeM1m3TX2zzns9Ho8bW5dNR2tpFb3cZ51a+qahpmnvp8enK4vBtbYQ7W\/pW+40+yULdWGlWLoFyt1cTs8YA5k7gPQrmqtQ7X380BsrCYd4E2fa1jCZPRE+yvmd58qzvfprTBF2YNlGNQv4O9dhlLZ5FjRT1ldiAB5DJoVqLQ3Vx32r6xHI6bkt9NiMoRfuqW2UX4E1GKW6e4WHUsFHOyWl37PnRTWNHtdLkgktJ0vY5FBTZG\/aPI1dXfZv9LdNmtNP0t7vS7FhcM\/cwzXMm2x5scAADGRw86jd6zFqUIstTvPZJBuWWLKwyn\/zUUf8AUPlWPXbiczJbRYSC0j2PCMbbnex+dc+zLBl28b7zwzis6+1\/oe7TRzWNnpMU6KrLAzJ3bBkbabPhI3GuaPvZrodQ1WWwnWyaKK5tFgjWS1lB2GbHEHip8xWQ6VDfo02hStKV8TWU2O+j9DwkHmBnypj67W9hFNTkEMQQQQcEEbwaatMlTUqalDmrbS2nvbmK1tIjLPMwREHMn\/3xqjPQZJ3AAZJPlR+4I7PWclmh\/wBrXSYuXB320Z\/Zg\/ePPoN1ZqyKtbvIILdNF06TvLS3bammHC4m4Fv5RwHpUdLkki7Oa3LDIyyW1zYTxMpwVbalTI\/xUG5Ddii1h4Oy2vOeEs9jEp6kNK5\/BfxrPpqNGsrFrFk2vWkYWVCE1SBdwic+7KB9x+fRhjnVOo507RLTShkXF2Rf3fLZUjEMZ9Fy5HIuvSr+xMptdUmv7g50+1gZr+MqGEsZ3CPB5scAeYzWftfFKmtveGb2i3vx7VbXGMCSM7seRXGyRyx51n70A1HpT9D9mUh\/43VwJXxxjth7o\/qO\/wBKx9n9OivrxnvMrp1qnfXbDjsD7I82O751m1bUJtV1G4vZwFaVvCg4RqNyqPIDAorJwHEfCo09NVCpqVKgVMaVNUU9MeFI01BKTY2vqy2Mfa41GmpVFKlSpqBUjTUs1AjTUqVQODT5qFNQSJqNKlRT0kRpG2UGWPCmrVCpjiBQeOTgegqBKiRMFVO8k4eQrQo7kBp3QEfYpDNsO6t0LztzxwpfRz\/rL6YR89knJNAjfRN4Spx\/AN9QNu8qbdrKx\/hYb6TNDF+oVCOrcatiGoOO9hi+qHF8bhRWJzcxtsyR7R6EVdPaMFRpYjCXHhONxo3Z3yQxPLJbCVk3EnmfKsd7OJ5lyzbPIGhoDljaNsMMflUKIXMRhkMM\/wCqPut0rObOTO7eKA5NGCO8j908R0qMLmM5HDmK0W0RDYlYJG3HPGnlW2t5CMGU53ede94vpFhImJIGbDcMHh5Ua0vUJnjFrqcSzWvAGTivoaGW94xDQDZRW4YHA1llL7REjMSDzNLN9o6v6EgWJ1t7tGR94RhnFDZLOFT7NPNh+KNs1DRrtyTCzeh6VrcrPC6zHLxnaVhxIq4m99hfsgZiscikjiDuo9qoN\/otjqWPr4P0O5HmPcJ+FBtRh7uZZFO0km8N1NGuzs0b3Muk3jfUajH3ZJ+zIN6N86t\/f6Y32HW+N1etQWiaha2dgIg8UEapKM4KZUMHB68R515T3L208kEy7LxsVYeY416Vp2pCy1nbOSlzaREAczs7v705pbqxw34ZXfp0Vt2X02OPZZHkbmzOR+VANe0dNMkVoiWif3Q3KjNh2mtrg7ADhgd4YcPWsPafUBdQxmHZeNCdplOdk9DXHhy5pyTyvTXLfj58d8ZqhVk7ROGDAEcK7TS+8nhEshwD7uOlcDBL4v8AOupttetrWxg7xiB7nDnXf5mFsmnj+Hnjhybyo7d2kdwFDqCV3g54GvP+09zLZtLZwyuCW2ppM4LtyA6AV2EHaC0nLKjgkLtH0rz3tPe+1X80w91m8PpXD4vHl5aznT2\/I5ePObw9ubur28UkC5m\/5rVgk1K\/\/wDG3H\/NNXXTZY0Pk4mvZljP0nGM6ffXf+r2tSm6nzmBATI2RlidxzurnnublvfuZ29ZDRm23dktTP3rqFfzNAWrhJO3eeog\/iOW3+u8\/OtWjSi11ixnHhEc6E+mRmsrEDiRjrRCHSpBELjUJPYrcjKFxmSQdUTifU4FTLWmu1euWzxa9e2sUZL+0uqIBknJ5AetT9gttO8erSOZh7tlA42z\/O\/BB6ZPpRbtXqLw6mZdOjS29tt452uE3yyKy8No+4N3Bcb+JNcs3UnJrM3Y1RUdo74MuwIo4UBCW8aYjAPLZOc+pyTVinR9RPgdtMuT9nazAx8iclPjkUEIptnaIAFS4\/o2L30NxYOq3veb\/cYgFW9G4GpaXcqk0t5IWdLRNoBuBc7lGPXJ9Aaw2mpXlijRIyyW59+3mXvI39VPA+YwfOi11DpsltFZI40yaULcPHIWkjLEEAbXFRjkc4yaxlfqtzsDur6e5J22ODvqqFO+uIom3h3Cn4nFadQ0q905BLcwn2c+7cIdqJvRhu+BptIj7zUoFxwbP4Vb6Da25k1a6J4h9n5AD+1Y1Yo6spKspyrKcEGp3EhlnmkPF5GY\/E5qo0+gWOpwajsprsbF8YW\/twBKv868JF+TDkTwqi\/0me0txdROl1ZE4FzBvUfzDip9awdaus726sZzNZzvDIRgld4YdCDuI8iDU1fpds9MSACSQMDO80YV9J1IEzqmk3f72ME2znzXjH8MjyFajpn+rcEeo6tFHPM7kWMQO3EzD7btwOOITjzIqbXSFsq9nrdL65QHVZl2rSB1\/wB3U\/tXH3j9kfGgLuzuzyMWZiSWY5JPmalczy3NzLcXMrSzSsWeRjksarNSfsNzzRye2lj7MaTYxozXWo3j3gjA3kAd1GB65c\/Gsej6f9KXgiL9zawxmW8uG92GIcWJ68gOZOKPatqH0ax1JVMGpXUQi063PHT7TGFcj94wzjptMelS1dBWvPHp1vHoNpIGWF+8vpV3ia4xjGfuoPCPMseNX9n1Gs6bP2ekwZ1LXOmEnhLjxx5+645dRmudwRxo7pTDRLAa0wHt8uV01JBkLyafHQbwM8TnpWaptZkGl2CaDbOGdGEmoSJvDy43Rg\/dQHHmcmgJNG+1kUL30Gq2cYjtNXgF0iDhHJnZmT4OCf6qB0gVKlTGqFTUqVQNSpUxNFImmpUqiwqVKmoFTUqVQKmpUs0CpqVKoFTUqVAqcKWOFGT5VGrkYxxhl99t1RU4bOWZ1jGAWOMUfexgtZdgzJJMmBsgbgaF6WmLyMFsMTtMx5Ua7VWtlo1rALO+FzdXOWmOPc8qUDJ5fZiwhmiaduLD7PkKFywXDvtNtSMeec5qtIi67bkhOvWrBcmLw2xK8trOSaB47KRnCyYjJ60fftPLBoS9nrOGJ4M75WXxE+tCVu3jTu5XDSOPEWHCq4VtkjeYkqRuU9TQ69NI1OaJ1ii2e6jGSCONL2wXL7\/Btnd0BrDLDJFb7Q8W2c5HSm08gy92fdO\/fyNRRFrtkmNtfIskR3BscKf2dhuUvsjhQ+WVj+sG0pyGB5VYs7BQBcnGKo9SX\/Ry6xRS6jqWy7Ebarv2aP6j2Lsk7KPDpUS3t4Gwsr7m+FR1C7W3+tb60Z8SLxJ61ODXb68aCK2QQMi7u83Zrt553HynbzzHHDnnHepZ9vKLyzudOumt7yJ4pkO8EUrrxIky89zeteudp9LsdS0159WSNbtEOJgeB6V5JEA0U0QOcbwa7cXLOSbi\/I4P4b73Klp52bpDyFE7WQi82M7i2V9KF2YyWYcl4V0l1oMum2FjqVxPGdo\/q1OWre9PN\/SE0UcUUaXG6FidgdDQhjItwdokOp5fhRXtE3eKuNwTDAdM4odckSQxTcz4Wrpj6TP9Oh1crqOn2+uRgbZxBeAfZkA3MfIitpuGutDsb6EnvLMmCXHFRnKN+YoD2c1KO0uniu99jcr3VwnLHJvUHfRCJ5OzusTWtyvfWkq7LryljPAj8xUnXX6csp5d\/wDFHdRuvaYotTiPhmGxMAfdlHHPqMGstrqb2rF4sMWGGRvdcdCKlYwraiUrJ7Tol74TcIMmBuRYfZIrGbOeC+aylVe9BwCDuI5NnpjfnpW8MsbPGuGfHd+Q9awQX+JLElMY7yBt7J\/L1FbbuZLKJYNhTKVwqFc90vU5+0fwqOm2MlosQt17y4bxRJjH\/wBRhyHQGi0nZ+5uome7SIT43Sod5\/mGN9cryYzL8r0s4srPxnbkbm5wNlcKo5KMZoReTFsgndRfW7KWwA75fCThWX3W+Ncxdz7yOHrXs8sdbjlhx5b1YyXJG0cGsLnj0FEEsL65Qyx2ziIcZpMRxj+psD8ab2XTIMte6h37D9lZpnP9Z3fIVxzzj24Y6TiIXsfek7v06Ljuz4TWNdIljRZdSkWxhIyO+H1rj+GP3vicCj8Oqi37LXkuj2\/sRS6jQOG25DlTvyeB8xXISu0jtJIxZ3OWZjvJ864zd27fUbjf21nu0i3xKDn2q5UPID1VfdT1wT6UOmeSd2klkkkkY5LSOWJPmTxpetRxTRsW1jE+h6FdqPdhltG8u7clR\/hcUGajdqvtHZO\/i4vZ3cdwB\/C4KN+S0GI3A1mL9RXTcsZqbCoHgSSBjrVsVo02BJrsGbPcRKZZcfcH+ZIHxqi7na6uZJ5Peds7uXlWybFppiQj9ddESSfwoNyr+Z+VDzXP7219aabDUr3TXL2NzJFn3lByrjoyncaM6bqGn3TTz3GnxW0kcZLz2fgBB4nu+GfSubrbCwi0udvtSsEB8hx\/MVnKNRf9D29yf9l6nbyseENz9RIfLf4SfiKx3+m3+m79Qsri3X78kZCf4uB+dZDgjBAI8612Op3+nf8Aw+9uLcfdikIX5cKeul2xAhuBB9KWRjOD8s0ag1m91C4jt302w1GeQ4VTaASOfVNn5miL6no2kTwvBpsMt+ue9lt5mMUR6Rk5yw+9w6dankdB8cMWgKtxfwpNqbANBZsMrB0eXz5hPnjhWCDWtQhnmlF0ZTcEtPHP9ZHMTx20O4\/mOWK1tdaBI5kk0\/Udtjkv7WDk+pGab23QE3xaLcykfvb0gfgKnX2pj9CX67ydIucb8kyWx9PtIPmKtj7L3yQm81Ca1s9KABOoNKJInBG4JjexPTd54qA7QSQMF0jTLCxkJwjx2\/ey7XkXzv8AQVv9suNAe4vNUvrm4126QhrV5y4iBG4z7yGYcRGeG7OKzutNVxcWWkaTC0VsVt2Ims7O5\/WXb\/ZuLkD7A4pHz9K4+6uJ7u4luLqZ5p5m2pJHOSxoxcazY6vM8+uWLe1y+\/eWkmyznhko3hO6p2fZ211Gcewa5aG2Ujv2uVaB4VJwM5BUk8BvGTSde0YtEsYZ+\/vr8sunWpHekbjK592NT1PPoPUVl1S\/l1O+kupwFLYVI192NBuVFHIAUa7S6bqzSQ29vouoR6Xagi2CwmRWz7zlkyCzYHOhNroes3kvdWmkX8r8PDbPj4kjAHqaKIbPtHYDLf8AAan4Dz2ZU3j02lBrn66LWWh0nQ49AS4invXuPab8wvtpEwGykQYbiQN5xuB3VzhqQI01KlVCpqeo5qKWaalSoFTU9MaiwiaakaVAqalSqBU1KlQKmpGlUCpqemoFWq0USrk\/sxtEVkzWmzkMaSsB9mosEtAj7y6SVzu2ixzzHIVk1KTvb+aef724eVdXpM+m2nZ1e8s9u4lkGxJzU1xeoO73kpfedo+lSlVSytIf4eQot2Y0G+1y87uyjBKcWbcq+ZoOilmAXia9k\/0ZG0teyd086kRvIVLA72Na3JN1cZfqLf8A9NezKxQpd3MrXWx9ZsycWoTrP+jFLqCCTQLoBQ2y8Ux35rorbUGjmkuLorBGG2U295xWW5162nkaFJmhTO+cZwazqzU97JnM7vWpPbyfX9L1DQtRa0vo2idPdz7rDqKoSSPuNqQbMjbgwr0jt\/bpqnZSG4iMlxLaTAGVh9g+deW3Lgtsj3VGMUvV0zjlL6a54D3JfcysM5HWh+15iiGmSEJJGMFcZwazkRE57s0aehv2niiuUSxhIGMEZzmiUEt5raRyRSrHLF9g7jivN7WaVJMqnxro9O1CW1CNCrmfOSxO6utufj+E04ceHHlyW8+Vrpe099HcaBFamR0v1kLSIGzkYrkdPV3nwBgMCMmrvaFN+1xdNtyOd4FRXvDqCxKNkbW4Dzr1YY+OGnLkz8uv0sbu7KBlTxSscZNStmmuTCrszgNkgnhWfU2\/S5ET3U3Ct0IFnp22T9Y4OK39uay6nN3a3M3JW2R6cqxof9nuf4xTxMyaTJ0kcCmlBhs40YEM52iCKsSq0bpurpdNlXXdNXSpmAv4AWspCf1g5xk\/iK5YGr4JGjdXRmVlIIZeINaym\/Xtm3XYtp97eafO7WzywSZ2XQc\/IjnXothKJYbSTVorb29kKwQr4DKBwU8gB8s7uVceko1qP6Rt41Op24HtEA3CcD9ovn1oe+oyz3PfzyFpD03YxwA6AdKxcP5GLfCbj1ns5JCUuLgiXvnkxL3xBYeW6jr3UWAFZSScYzXl1vqS6tbi3luDbahj6uUNsiXoG6N0NZTfXVhMUmmnE0e7ZkPDzrl\/8bzy7TH5OeGPU6H+0mrQ2moXSRW6zB\/1iSPmNjj7v965t7+CeMJp72um3fMSRLsyHyc52T64HnQ29u++JJbLHjnnQqeTJ4Zr0\/w44yTaYZ5W21ZrKX63A+lu\/ab7JnJbd\/CeGPShbHBolb6tdWsfdKyy254wzLtp8jw+FM30VenIL6bMeTZlgJ9R4l+TCs707TVW2fi7Jaqo+xcQt88igZrqLDS7uLQNcVlSaJ4opElgcOrbL8seRrlgc5386xjd7b11Cp1GaVTUVtBjssve3V3YN\/xtrJEP5gNpfxWgmycbxvonpUzWV\/bXijfDKr46gHf+Ga0a\/pws9ZvIE3xiTajP8DeJfwIqTH8tEy6\/0AstW2Nus0+1KD7PEpkmI+6PsjzY4UeueVWPEQDWi+QWNstmN0pxJPjjnHhX4A\/jWcpprGht5M1zcSTSY2nOcDgOgHkKzmrG4cKgazpuIVoujsWtrCeITbYebbx+BX5VUkZlkWMfaIGelaJYp9Q1BobOF5ZOCqgzgefQVzyajDWyz06a5ja5d0t7FD47qX3R5ADe7fwr+HGtPcWGmE+2st\/dj\/hoX+pjP\/mOPeP8K7up5Viv7+51B0a6fOwMJGq7KRjoqjcBU2rVdalFFavZaRG8FvIMTTP+tnHRiOC\/wj45oVu5cKfh5Vr0\/S73U8mzt3kjG9pT4UX1Y4H400MXOtmnaXdakskluka28f665mfYiiH8TH+2T0BrWItI0xv0mQavdL+ygJS2Q\/xSe9J6KAP4jWXU9Wu9SKJcSBYYv1VvGuxFH6KN2fOs7akbRqlroyGPQS8l3s4fU5U2W\/8ApKfcHmfF6UDJO\/JJJOTnifWlzrXp2nS3\/eOHWC2hG1Pcye5EPzZuijeaehHTrCbULhkjKxxIu3PcSbo4EHFmP5DiTuFX6lfxSQLp2mh49OibaBcYa4f94\/n0HKn1XUImgXTtOVotPRg2GI25n++\/n0HAUL\/Cs+1TtpprRi1pNNbknJMMjJ+Rq+41TUruPurvUr6ePgUlundcehNZKVTUCIVRspw8qY0qaqpUjSqJoFSpU1RSpUqaiwqRpU1QI01I0qgVNT0xoFTUqVQI01KlQKmpHjSoFV1oNpjH99cCqKst2KTow4g5qLBrVLh4Bp6RkYiG\/wBaxaoiS3JkjOyWGdnlVup4mtYbhPdLb\/I1luAZYldeK4oKkBhjd3Ug8FzzrtOw+uFNMbShjKOZBtHG0TyrjprhcLFKm0qjjU7JWjl9ot5PcGfOpZLNVrDO4Xcdj2nvBHF7PI7d8N+drmaFwdpNi1SylUPGSNoY4486DTXUlzHJLes+1nw1RbmF7hHdNtEHiBq45eM8Z6cMuL+S3LO9u7fVzFoGqNA2LR4wndNvJY9K83Jzk1uu9SnnjaBTsw7W5BWdIgvjl3L93rXPGXu16uXLHKy4\/U016Gha7BcfVlSD51TJJh2Ai3ZOK0aUzTaggXci8ugqyWQCVwF3bRxurdc6JBYYzu8bfhUXndhgeEeVK4jAIZPcP4VV6V9HTw1IHeG3kijUeIkt7ojxSeEfChVvFt+N9yLvJoxZr7RD30u6KE5AqfafbIsPf37l\/dLVLU5e+nWGMblwN1We0CFGlH62T3E6Zqu2typ3nEjb2c\/Zq7PTXaypDcW22geCB9tweBqXajXV1y9SZLZIFjXZXYGMih17dBgsEGO6QYLfeNZAaSd7TuelgNTU4qoGpA1uVnTdZXk1ncR3FrKY5kOVYV0EsMWsW76lpsYjvEXaurNd\/q8fl1HKuUVqutrue1uEntpWimjOVdTvFLPuM6a4rglto7\/jRmHWobuBbXWQ7qBiO6j3yxev3l8jVWzbdoVMlqIrbV8ZeDOzHcHqvRvLgaBSd5DI0UqPHIh2WRxgg9CKvlM08NdwX1PTri1hFzE6XVoeFzBvX481PrQdpNoZzVllqV3p0xlsp3iY7mxvDDzB3GtjXuk6if061axnPGezGY3PVoyfD\/SfhU88p7akxv8AQSxqsmi79n7qVS+mTW+oR\/8AkONv\/AcH86EXEclvKYriN4pRxSRSrD4Gp5StzEb7HSSfSV1bwuyST2UyxlTgiQLtKf8ApNY\/pn2kA6lY215ke\/jupP8AGv8AcGqtEvvo3V7K9O8QTKzD+HOG\/AmlrlkNM1m8svsxTMEPVeKn5YrGp5WLN6q5YdHuP1V3c2bfcuo+8T4Om\/5rV8WiXMg\/Q5ba8X\/yJlJ+RwRQcVfFs7QJJyOB51qS\/tm5DUOl3cRAuLWaP+ZCB867mXsbeatZWNwRHDMluIpBISCwU+A\/4cD4VzHZTUZYL62D3U6wmQba94cY+dex2+oW0gYRSq5HJTk1jm5M8NajPDMMs7Mq8cvtEk0WR5b6Md7Gfq42GVZuR8wOPwArk7kM0jGRiznexY7yfOvXO2U0VzcRIunfSUzKSVBk+rXO4Aqd1cbcWWkxljqWmWloDvwdSlL\/AOFcmtTk8sd5e2pJLqOHkxT2tpc303c2cEk0g4qi52fXp8aP6hd9mYtn6P0eeeQHe9xduqf4RvPzFV3faaOe2S1+h7aO3X9lHczRp8VjZQfjXO5f06zX3WePTYdOElxfXsT3MI2vZYDtkZIHifgvHlk1huNZlmT2KySOztnO+3tsln\/mY+Jz6mtc2prBaW3caTpULvtOyC3aRSvBMiRmyffPoy1Se0erhCkN53CH7NtEkIH+BRXOd1160qtdA1a5XMWn3CoPtSp3QA\/qxVjaRaW+TqGs2kRH7O2BuH+S4UfEih9zcz3RzdTyTE8e8ctVFXVQUF9pVnv07S2uJBvE+puHx6RLhR8S1ZdR1W\/1PC3ty0ka+7FjZRfRRu\/CshpqaU1LjU4o3nlSGCN5ZZG2USMElj5Yom1tZ6SNrUAl7fjhZq+Yoz1lYe9\/IPialpFNlpoe29u1GVrbT84DqB3k+PsxKeJ\/iO4VVqOpPeJHBHEltZwn6m2jYkL5sTvZurH4AVTfXlxfzd\/dymSTGBuACjooG4AdBWes6U1NTmmopU1PTVA1KlSopqY0jTGgVKlSqKVNSphRYVMaNdmOzd72mupILExqYk23ZzjAoXPbSwXMtu4zJExDbO\/hUVTSpU1EKmpUqgVNSpVAqY09MaBUqalQKnVtlg3SmpVAbsoxJYSIx2o85wORNZoIijANvRTxHSqdLvXtZ8HfG+5gaKxtEHkeMHGzhkHAio0ATjEzZ67qs3rEka5DOaJmytLpwIpmDcQp5iqdmKItL3UhPuoDz5VTTPLMzukCr3gTdjrVrwRbHdq\/dZ95jUHuFtkIhQCZuLcxWF3d\/fbaPnUQe0Ps\/cavPLDprRSSIu2WkbHyoPdW88V08UyHbRtkgcKjayXEchNtI8bYwWQ43VrgaZ5MLKS7HxM2+irtOg7pAeDs3ibyqL32HYBRgGtUU08s6xoQkUYPiI941PvrEbmClhxPU1Kf7XQSbjHJ7h\/CrorCQttAfVferpT2b0yFO8MzTNxUKKsV4ljEE9rm3HCMcTX0Jl+nj05pwMrFEhkPJFGfnRuGxubTSnluwI3mYBQ\/2R6VseRbfxWgtbRPMgvQLWb72tgs9yZcHJwd1Iyj3ltbuwhzcTfePAVlubh+DN4jxA5VSbjC7MShR151Tz8+taRLhTg02aQqomKcGoZp6QTBp9qqwafNXaaWBjuIzkHIPSjiara6pElvrwYyqNiO\/jH1ijo4+2PPjXP5pZ61nKbPQlqmlXGnKkzlJrOT9XdRHajfyzyPkaHk861abql3pjubaX6uTdLDINuOQfxKdx9eNbiujasNuOQaTdkb0kJa3f0binxqeWuq11QYMVbaQ4YcCKIRa\/qsUYi9saWEfsrlV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5pP7lxxniHPKSTWl2RzmRbzPoei\/Jjl\/WpYuphcNmeTIpbOddIw+U32ROGPt\/FJRX1RswqfZG3Vgzs0ktt+hPXV1X2YkYJNWRkn9DFPHlFKXRxfsy8lw26tfFBx+60a7p8uXLOG4vox6p7KZxItFpfgSjB2QTdfo9Gm6WjONNblY1Fm1GnoN0j1TWtyjSMvlhydSWKII2K0Qrrb7GxXW99iZWpW5iV8zWjuvBvBHxHOqhNaqj8VjX8qOZ4Tw3KulDyqZy5tcuo9z1jwHw+\/BV34ml1ycUlsz1zZNWdS11lNUKq4wrioxitJL0RkADi6sd1MLq5V2xUoSWmn6nlXizhUeHcQsrrWq31j9mesnn37SZpZVKXfyd\/1ZYz08\/us6tFTmZGotbM+Zdpspsmzm3s6RlrXTbbMEmTsZikaZGxCSblpGV0uMebe\/poMsT7aM+BlTxrlKMmupgfcj2eywx1nF8evifBFm0SXn1P46\/XRx7LnhGf5FyjLrXLpJfQ0OKY\/wCFzrKlpx3zQfumKRqbI7DYiNHsTYCAYthsAAAEAwEGwGARXMTkoNfC\/wAwIFhjXwcWmk990VzFssuJZqwy7lpqOt\/2NDYgFurIBMBMyNEYgRlsxiGEMAAoaGmRJRWygAm4r+EgEAAADAAAAEMAGIYDGhIaCGu5ZKPJgVt9GytXYveLUQox8SNbbXkx399LZqJWvhL+L2OgwLfwODr+Oz4pP+xR4MOi369Dayshtteh04+fXPr6lk5bmzWlbs1pWbZHnF6WcttT2zNBczRp1Pckjexl8aTE+rjq\/Bvhq7j2fGit+XXFc1lmt8q\/7Pa+B8BwODUKvFx4RnrUrGtyl92UH7KcWFPh2V6+e257+y6I7Q4+Xu246ePmZrHfTXfBwurjZB94zW0zznxz4Kpqos4jwyPJCP8AuUpfKvdf9HpCbbFdCNlU65L4ZLT\/ADMcd3m\/GuuZ1HznZfZi0vG5E4t737MrJY0rLPgj8MvY9X4l4b4Bjyst4jmqcam26a+kpdOiX12VuNm+DsGxRjg5d2u0rJLTPZMt+TXm3I47C4DkXpKmqU2\/5UbMfC\/EbLo1Qw7XJ+nKztcr9oWNi18vDeH1V8vRNvt\/Q5HjPj3jWZFwjlzrht\/7fwt\/fRv2z9n\/AKxltZbfAPEKoSnlTxceKSe7bkkaK8PcPpTyM\/jGNKiEmuXFfmWTfsl0192c1l8QyMlx862c9LS5pbNeMmjF8sb9L\/t3Tz\/BtLqWPg500ustuO9+3X9dkMvxRg3OXkcBxIS5eWM229a7PXY4yM+pmrmYvlv8anjjs8fxTxB0111ShRGC1qmPL+Z0PhXj88fOhbdOU4y6T2+6POsPI8p6fWL\/AKFxg2y5ouHq9aOfXV6bknP3Hv8ARbXfTG2qSlCS2mjIcPbxSXh7guHVGSWRP4p7Xp1NOfj7J5NKunm99HG81057ld9l5NWJjzvvko1wW2\/8Hj\/i3i7z8y23sn0it9kR414myeIP9\/bzJdlvovyOWy8l2N9RIWtXLs22Vtsu5sZFm29djSskdIjFMxSJyZjl3DLJj9JNmSM9za9zHjvba9TJGDUm30RqMsFnSYJKSb9SF0tz6DomlNc3YgUZtdOxu2p5fDZWd54zTe\/WL6f3NG7Sm9didFrUbIddTg09FGsxMBMy0YmAgGAgAAAWwGAgKMkHpMIvTIQfXT9TJrlW219AlY5d2IG9iCnsQAQAmAmwNMAQGWzGJAEMYgKGZIfKzGTrfoEqUO5AyNcqIGggACAGAFAIYEAMQwGgQICoyVLdkV7tF9np2xX0loqOGw8zOpi+3MXdlin+FhpqTTlL69ehYla\/+1FJeiNe2e2Z8x6skaMpGkDYJkWKL6kGzTLU0\/YsMeS83oVcH1LPhk61bF275U\/i+xqUe1fsk4pC3Av4dKX7yuXmRT9U++j0PufN+JxG7hPEo5OBc4uMt1zR6fwH9pmJfWocWqdNiX+5WuaMvy9Dn5PHbdi8d5Mr0E0+LZ1XDsC\/LuaUaob6+r9F+pQZX7QOBUVc9V1l0tdIQg1v9exzXE+OQ8b4zwMaSxMyuTnVVKe43JLt\/wAjl63n71+OntL8jhuK59mVkWWSk9t70U+RkSb7mTOhbTfOuaanF6kn6Mr7JOT6no\/yb+VynGCV8vcwznt9xSRiM3pcD7jTIjRnVxliZq2YYmxXHZRsVJvsdR4YwcvMyKaK4ylUpp7XTk69Xv0KTh2P5l0Ir1Z6rCP\/AI74NufSN2THlhro+pqT459dX8cb4i4qs3itsFZCEaf3UG5dOWPRPf10Vc4NQ5vxWN9vM2yqy56skjUlYZrfLftyUm1zKT+hp23OXqYJWGNyMt6lZI1pMlKRimyoUmY2xtkWwEpOL2jJPJm46ejCDKlg36i31EHqQTbTr3670TwYSsya6oRcpTlypL6mJ\/KZsDJliZlOTB\/FXNST9mnv\/BTGvYnGcotaabTRA2M+XPl3T\/8AuTc+vrt7NcAATAgAEADEAAAAIBhsTYtlEgI7BgNsQgIoEAAaqAEBlqmAhhDAQyhgJDAaHrfTW\/YSNnCgpXx36dTUS3Genh0pR3OT+2jBk40sfq+q9y+osjTDbSfN06mtxCEZQl6po6XmY5zq6oxDA5OhAAAMaENANB6iGUW\/hauq3juJDIlqpyfO\/bozYnNviUI8241tQT+iNHgjSzot+ib0y2z6o1cayFDpFT5kvutljNaWQ+Zy132zRfc2U9zX1Naxam19Soe\/gIjfbREipxkZ6rHHqn\/8msmTi2BccOyqfNjDKT8p9Hrui6y+FupV2cOyFlV2dUo\/MvucjGZtY2dkYslLGvsqkvWD0a1MWds7K5OE+kl3T9DPwriMsLiFGVCxxnVNSTXoU12XdkTc77Zzk+7k9tkYz69DPd2Y1zMuvabsDhXjnh8szh1fk8Qik7odlJnmPF+E24GXZRdBxlB6afuPw\/x7K4Plwux5yTXR6fdHp+XhcP8AHHC6+IYMuXOhDVtXTba6bPm3rrw9ffx7JnceNWVv2MLgdZxbgV2JdKFkNa+hR347g2mj0c+adfjn147FboF3M84a9DFrqddcsZKluRZ4dPPJFfQviRe8LqbnH6s3z9c+\/k10nhzgkrb6pQi5NtdEi6\/aZxBqcMKFijXRFLlXvo6LwriLFwnkSTj5dbk2uz6HjPHMyeRn3ylZKalNv4mdOrNcOJevrRvluTezHj1edZp\/Ku5C2e37Gxw7rtrvsxPtd\/yN6eHDyvljopMmHlW8vo+xdOb\/ABD+2ir4qknF+vU31JjMv1ptNvoY7E4vqS5mo\/ci3uHXuYaY2yLBkWyKbeiINiKAETcGobMYGzGaVXNr5f6ms5bbMvPy4zT\/AIpGu+4G3mwkqcS2WtWVPXX2k0ahO6Tari29Rj0X3bZjAAAWyBiDZHYEhNhsQAAAAAAgpgIAAAE2AxAIDWQxIZlqgAABjEBUMYhgNM2cGXLevqjVJwk4tST00WXEs+OlhXK2tKK6pmvnSUVN76aMGLxKMYfM4v1NTNy1d8MOz7v3O16mOfrdagCA4ugAAAYAADGJDA3OFS1n0dvilydfr0LifNK26yctziuR\/TT0c7CTi1KL009o6K6PNbfYml5tcLfupJS\/yajNVsXy2fZiyUm016kpL9THY+iCMLY0RY0Ro+w0yLBAZEySZiRJMDKpGSMjAmTTJVjYjPXqdL4S8RX8Iy4Ti\/g3+ZykHt6LHGitLT6nDy8zrnK68XK94zqqPEfC6eJYkYThOvdjX8LXc8w45w6dORJcvRPp9TpfAniOWDRHG1zRn3i30O74xwTD4rhK2EIxco7T0fN28dXHq\/mV8\/3UNd0azq0zq\/EXDPwGTZXNa09FHGuDfXqe7jye02OPXGNeivTWzpfDuFLKyYqCfR9SqrjXtLyvz2eo\/s4wK40O\/wCHS6vfoj0+Pr+vL5+fmMfjLOyeDeG8bEXwTtUnPT+vRP8AI8cyG5TlJvuz0j9peR+KzZRqlzRre2096PN7TXVZ8XPxqy2bHD7lCzkk9bezBIwuWn0My46WfHSudXL5m\/ia0UPEblO7lT+VGOWXdrl5nr3Nds3e9YnOJ73FaF2g9kIza7dhTnzL6exJVRbE3sQiABMGxFgyTl8OtmNdxiYBJ9CHdmwq+epuMflXVmGuLlNIoLfmX0SRBsld0smvqYyB7FsAAAEAAACCmAgAbEDEAxAAAAAACYCIMCGIaI1QAAADEMIYCGUMEIYDTG2RACQERoIYABdANCGgGMiSAcTpndV5eE1HcJYNVc\/+SWv7o5lMusJu7GoS7x3H9GWM1jtjp6fTXQw2Q6fcs+JYk64V2PX7yKkivlJuGn6FRryrXoYzYXUxOPVkWIgNoNEUhg0AVJMmjEiaM1Was3cefL0NCLM9c2c+vrpy6DBzZU2RlF60ei+FvGcsdRrym5Vb6xXseTVTfTqWmFbLni0+zPJ5fHLfafr08WX5XqPjfgEuKV05\/DFGePYur5uz+3scHPhF2PPlsh8SPUfAfEPxeF+Hlp67x\/ydLDhWFGzzHjwlPe9yW9HDx3vr\/p8Oupz86eGw4ZdLU1TNr3UWeh4ErPD\/AIRjPIp5cjKnqMGuqj9fyX9TulBLslr20aPF+EY3FKeTIj8STUZrvE9nHtxNrh3nbwni2bdLiFmSm\/ifVMoMzllNygmk+ujtPFvAruE5kqbfii+sJrtJHHZEdMvPl9mv8ck+K2wwyNm+DizWmdpXOxjZAbZFmmaRFjZErAEAigGhBsCS6sUu449DHLq39yjJBy00uz7mWn9zW7fVp6+5mxKVdVGK7xltmvnySs8qL+GHf7lRqgICKAAQDEAMAAQAAAAAACAYCAgAAQAACb6AYRoQEbpgABAAAAxiQBDAAKGAAADEADQ2IfoEAxDKAaENANdC24NbtzpT1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\" alt=\"Los \u00e1tomos, el n\u00facleo at\u00f3mico : Blog de Emilio Silvera V.\" width=\"592\" height=\"444\" data-deferred=\"3\" data-imglogged=\"true\" data-aatf=\"5\" data-processed=\"true\" data-imgprocessed=\"true\" \/><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cctiEf\" tabindex=\"0\" role=\"button\" data-sab=\"\" data-processed=\"true\">\n<div class=\"mVK8Lb\" aria-label=\"Ver todos los enlaces relacionados\">\n<div class=\"hjy7Tb\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div data-ved=\"0CAAQ8ZsSahcKEwiI79uDzuqSAxUAAAAAHQAAAAAQAg\" data-processed=\"true\">\n<div class=\"oC53i HX2sCc MuNdUd OXIfe\" tabindex=\"0\" role=\"button\" aria-label=\"Anterior\"><\/div>\n<\/div>\n<div data-ved=\"0CAEQ8psSahcKEwiI79uDzuqSAxUAAAAAHQAAAAAQAg\" data-processed=\"true\">\n<div class=\"oC53i HX2sCc sWReI\" tabindex=\"0\" role=\"button\" aria-label=\"Siguiente\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"Y3BBE\" style=\"text-align: justify;\" data-sfc-cp=\"\" data-hveid=\"CAIQAA\" data-processed=\"true\">El n\u00facleo at\u00f3mico es la regi\u00f3n central, diminuta y extremadamente densa del \u00e1tomo, que concentra m\u00e1s del 99.9% de su masa. Est\u00e1 compuesto por Protones (carga positiva) y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>\u00a0 (sin carga), denominados en su conjunto como <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>.<\/div>\n<div class=\"Y3BBE\" data-sfc-cp=\"\" data-hveid=\"CAIQAA\" data-processed=\"true\">\n<p>\u00a0A pesar de la repulsi\u00f3n el\u00e9ctrica entre <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, se mantiene unido por la interacci\u00f3n nuclear fuerte.<span class=\"uJ19be notranslate\" data-wiz-uids=\"HvtS7_13,HvtS7_14\" data-processed=\"true\"><span class=\"vKEkVd\" data-animation-atomic=\"\" data-wiz-attrbind=\"class=HvtS7_12\/TKHnVd\" data-processed=\"true\"><span aria-hidden=\"true\" data-processed=\"true\">\u00a0<\/span><\/span><\/span><\/p>\n<div class=\"Fwa2Od\" data-animation-skip=\"\" data-signal-inputs=\"scS1X=HvtS7_12\/scS1X\" data-ved=\"2ahUKEwi_sdmCzuqSAxWQnf0HHag5HQ8Q3s0SegQIAhAD\" data-processed=\"true\"><\/div>\n<\/div>\n<div class=\"Y3BBE\" data-sfc-cp=\"\" data-hveid=\"CAMQAA\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Componentes y caracter\u00edsticas clave del n\u00facleo:<\/strong><\/div>\n<ul class=\"KsbFXc U6u95\" data-processed=\"true\">\n<li data-hveid=\"CAQQAA\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Nucleones:<\/strong>\u00a0Protones y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> forman la estructura del n\u00facleo.<\/span><\/li>\n<li data-hveid=\"CAQQAQ\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Carga positiva:<\/strong>\u00a0Proporcionada por los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, define el n\u00famero at\u00f3mico y, por tanto, el elemento qu\u00edmico.<\/span><\/li>\n<li style=\"text-align: justify;\" data-hveid=\"CAQQAg\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Interacci\u00f3n nuclear fuerte:<\/strong>\u00a0Es la fuerza fundamental que une a los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, siendo mucho m\u00e1s potente que la fuerza de repulsi\u00f3n electrost\u00e1tica entre los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.<\/span><\/li>\n<li style=\"text-align: justify;\" data-hveid=\"CAQQAw\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Defecto de masa y energ\u00eda de enlace:<\/strong> La masa del n\u00facleo es menor que la suma de sus <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> individuales; esa diferencia de masa se convierte en la energ\u00eda de enlace que mantiene unido el n\u00facleo (f\u00f3rmula\u00a0 E = mc<sup>2<\/sup> ).<\/span><\/li>\n<li data-hveid=\"CAQQAw\" data-processed=\"true\"><\/li>\n<li data-hveid=\"CAQQAw\" data-processed=\"true\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/23\/Helium_atom_QM.svg\/330px-Helium_atom_QM.svg.png\" \/><img decoding=\"async\" role=\"presentation\" draggable=\"false\" src=\"data:image\/gif;base64,R0lGODlhAQABAIAAAP\/\/\/wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==\" aria-hidden=\"true\" data-xpm-latex=\"E=mc^{2}\" data-imglogged=\"true\" data-aatf=\"4\" data-processed=\"true\" \/>\n<div data-processed=\"true\"><\/div>\n<\/li>\n<li data-hveid=\"CAQQBQ\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Tama\u00f1o y densidad:<\/strong>\u00a0Es min\u00fasculo en comparaci\u00f3n con el \u00e1tomo completo, ocupando una parte central peque\u00f1a, pero con una densidad inmensa.<\/span><\/li>\n<li data-hveid=\"CAQQBg\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Is\u00f3topos:<\/strong>\u00a0\u00c1tomos del mismo elemento (igual n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>) pueden tener distinto n\u00famero de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> en el n\u00facleo, denomin\u00e1ndose is\u00f3topos.<\/span><\/li>\n<li style=\"text-align: justify;\" data-hveid=\"CAQQBw\" data-processed=\"true\"><span class=\"T286Pc\" data-sfc-cp=\"\" data-processed=\"true\"><strong class=\"Yjhzub\" data-processed=\"true\">Estabilidad:<\/strong>\u00a0Los n\u00facleos estables suelen tener n\u00fameros pares de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>\/neutrones o n\u00fameros m\u00e1gicos de <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, situ\u00e1ndose en la &#8220;banda de estabilidad&#8221;.<\/span><span class=\"uJ19be notranslate\" data-wiz-uids=\"HvtS7_23,HvtS7_24\" data-processed=\"true\"><span class=\"vKEkVd\" data-animation-atomic=\"\" data-wiz-attrbind=\"class=HvtS7_22\/TKHnVd\" data-processed=\"true\"><span aria-hidden=\"true\" data-processed=\"true\">\u00a0<\/span><\/span><\/span>\n<div class=\"Fwa2Od\" data-animation-skip=\"\" data-signal-inputs=\"scS1X=HvtS7_22\/scS1X\" data-ved=\"2ahUKEwi_sdmCzuqSAxWQnf0HHag5HQ8Q3s0SegQIBBAJ\" data-processed=\"true\"><\/div>\n<\/li>\n<\/ul>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.blinklearning.com\/useruploads\/ctx\/a\/15880299\/r\/s\/1865689\/ILU-0S3FQLA0-0323_rotulada_947783.jpg?idcurso=392159\" alt=\"Blink Activity | BlinkLearning\" width=\"482\" height=\"242\" \/><\/p>\n<p>&nbsp;<\/p>\n<div class=\"Y3BBE\" data-sfc-cp=\"\" data-hveid=\"CAUQAA\" data-processed=\"true\">El n\u00facleo fue descubierto mediante el experimento de Rutherford, en el que se demostr\u00f3 que el centro del \u00e1tomo es una zona central min\u00fascula y cargada positivamente.<\/div>\n<div data-sfc-cp=\"\" data-hveid=\"CAUQAA\" data-processed=\"true\"><\/div>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/imagenes.heraldo.es\/files\/image_990_556\/uploads\/imagenes\/2026\/02\/02\/democrito.png\" alt=\"El fil\u00f3sofo griego Dem\u00f3crito pintado por Antoine Coypel.\" width=\"552\" height=\"310\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Lo que nos cuenta Penrose nos abre un poco m\u00e1s, los ojos de nuestra ignorancia. Sin embargo, nos tenemos que retrotraer en el Tiempo, y, acordarnos de aquel Fil\u00f3sofo que re\u00eda, <strong>Dem\u00f3crito de Abdera,<\/strong> \u00e9l\u00a0 fue el que intuy\u00f3 que todo estaba formado por peque\u00f1os objetos invisibles e &#8220;indivisibles&#8221;, los llam\u00f3 a-tomos, y, desde aquel momento, muchas han sido las mentes que han ido ampliando aquel primer conocimiento sobre lo que estaba hecha la materia.<\/p>\n<p><strong>Algo Perturbador Ocurre Cuando Divides un \u00c1tomo \u2014 Roger Penrose Ten\u00eda Raz\u00f3n (como muchos otros).<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/thumbs.dreamstime.com\/z\/%C3%A1tomo-de-helio-con-n%C3%BAcleo-y-c%C3%A1scara-electr%C3%B3n-diagrama-elementos-moleculares-que-muestra-los-electrones-neutrones-protones-195911445.jpg\" alt=\"\u00e1tomo De Helio Con N\u00facleo Y C\u00e1scara De Electr\u00f3n Ilustraci\u00f3n del Vector - Ilustraci\u00f3n de mol\u00e9cula, estructura: 195911445\" width=\"650\" height=\"686\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>Cuando somos conscientes del contenido del n\u00facleo at\u00f3mico, que es una parte de cien mil del \u00e1tomo, no podemos evitar el asombrarnos, all\u00ed conviven varias familias de part\u00edculas infinitesimales, cada una de ellas con una misi\u00f3n que cumplir, las cargas all\u00ed presentes se anulan con las cargas de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que lo rodean, es decir, todo en el universo, todo el equilibrio que podemos contemplar, es la combinaci\u00f3n de fuerzas contrapuestas.<\/strong><\/p>\n<p><strong>Pero&#8230; \u00a1Nos queda tanto por daber!<\/strong><\/p>\n<blockquote><p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F02%2F21%2Fmuchas-son-las-cosas-que-no-sabemos%2F&amp;title=Muchas+son%2C+las+cosas+que+no+sabemos' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F02%2F21%2Fmuchas-son-las-cosas-que-no-sabemos%2F&amp;title=Muchas+son%2C+las+cosas+que+no+sabemos' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Est\u00e1 compuesto por Protones (carga positiva) y neutrones\u00a0 (sin carga), denominados en su conjunto como nucleones. \u00a0A pesar de la repulsi\u00f3n el\u00e9ctrica entre protones, se mantiene unido por la interacci\u00f3n nuclear fuerte.\u00a0 [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/35236"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=35236"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/35236\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=35236"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=35236"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=35236"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}