{"id":1511,"date":"2026-03-17T07:42:09","date_gmt":"2026-03-17T06:42:09","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1511"},"modified":"2026-03-17T07:42:25","modified_gmt":"2026-03-17T06:42:25","slug":"de-materiales-y-radiaciones","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/03\/17\/de-materiales-y-radiaciones\/","title":{"rendered":"De materiales y radiaciones (La imaginaci\u00f3n del Ser Humano)"},"content":{"rendered":"<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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alt=\"Uranio-233 - Wikiwand\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Uranio 233<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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\" alt=\"Uranium-235 Chain Reaction\" \/><img decoding=\"async\" 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\" alt=\"El uranio: el elemento m\u00e1s pol\u00e9mico - BBC News Mundo\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Uranio 235<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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31T834VClm8AqOAVuScuxysjtk533mSa44C4zghdSaTJKNBdJOZ2JGO1CGJt7DKaS0Xnltq23DwVm4fix4lyQp6QIjufrVc9obHD2WVmuE65giSysPORBMDfzzSW5bumX1P4p6zgxvBx0muOX81Ft9N0i4pjD5A9JmOnymruHGNompW6Z0\/EG0uk21d2XXc0fheWksoGNOljFV\/nnOJ4ZbayActgSRONuhgGrKnD6OF4i6bjLeuXVCCAxICs7b4AEE+W1VLmfLdOjxalCjVCxGYgnMdN++KlBbVlZPWiX2Y4W40KgbxZJG0Lj7ajXq3B8PbtWhrB0xqGN1GDEf3iqL7P2lS04cuiIIJU5DMVOme2G+tW7grupFNi+fdhfEHPxGTq0TnaPn3rk6ipzd+Dqw8o41Xkn4yyXXW1rfSAoTLKQI+AjqQTnp9ZvZAe4sXfB7xDdI8bGQWM6T3Eg\/OiOGQvc0p4QP5hDKSGGkRkbSAT5TvRF24Ag0LoYxqAwsgQvUyd\/7mpfGXHj4Xv+bDHC+d+\/sdcE5uagQqgCQCu5H1nH5VUOeWr63bpS0yho1lO4MDbJwR6QatPMOKOi2LbkXFaSwWdifCZMR8Jkf0xQHMLrqDrcNr+KRnefpNN00\/UuLVvwDqI69UXRJyW66WBbbU2CM+bExJywEj7jzJNu5bRQEIOrMev3moRxeoqCwt\/wBLQIBA8OoRscih241W4ZrlpNT6W+H+sSMTmD09RUM+KTlclVsphywUaTuiv+1HObd1msm3b0A+EsJIOZiY7nbeKi5v7P8AvLFtka2WcgjSCIkaYj8JESR1gzBig7HA3+IB1MV0qIJBMCfsZP8AeasfI3RQtlArqzM7KCPEVCDAPSST+XWvThJQSjHwcElzblIj5d7OI+uVZQVgO2WDLENJEk7Eyd6ThDw95rV0gk7gDBEyGAIzkdBIMj19L5hC6TrGpzMEZM9ajuW0UhrlsMTtIJMTtB6TmoYupniu1aKywRyLRSeFm3dSbYB0eENJAjK7QQfkeozGAOY2iznABIBgYjUJwf8Airf7RMrAkWtQUjTJycjUF05I361TOP161bJEHRn+mNSkDYievfzrt6fJHLHklTWjmzQlB8W9BHLZJKvAUxk4BbvgbwDmrV7O81Lq1htM2z4WG5Xt5xjPmKqfDXg0o8Dwyp7mNuw61nK+JNlluKSdLZ7FCB\/v9qHeTbCtJHoBWuStEcMy3EDoQQRO\/wBq4YmchR\/+wftR0PzB3xWlPlUr3UG9y13y4\/fNYwUQS6AHrOPlmtoHIWAeR+ldfSaD1XG3vKP9KfvR\/BcFazqv3JO+w9YgUbYNk1myT2FdcbY8BJAICtsM\/CQY+s\/Kh71qypw11vVzRDLw3VXbHVj+9K2zUxJyDm9oJc0sGdctBGFOTMkgj0mueXez1viuGLLc1XZZwSBESQqsdz37bDGaScw5GL3E3nt2wsFXtrMDQ2WDbYz021edPXV+HJAuqoJ0lDGlpKwMjaDuMwN63NaBx7i48tNzBSAIBUmdDJMidxMnPktLiJQsDIOI7\/XBOxg4qz27al2NwkEzt1ghWkLMMNwesdxkPm3KxbLJbI\/mKpsvlkuneQfwkjEHqOgIiuGXeLJ5F2aEHFcCwwILrgid8zqXOzT61BwfBMQ133DOLcatJ+CcqW3\/AGxUPHcPc1KVkacNvMjBDDuIyPKmNnhWFthpcAyNStAIPxAiM5PfFXab7k06LDx5C2rd03YsOA7BdMhiHW1aOoHYa1kdANsRHY9lTxfCIUdVcEhLbyPeHSGIUkkzueux9aqnNmL3OH4fh0uXFRhcZZmTqYPiMAJbmSMAntVn4PmdtrwPgdU1GQxGg6SvgiTpOqMHOkeRPBklGDX1OqKchVwd0e4uI9sMzGCmewg+sznEVb+X2SygKtm2qkKNQkknM5nOP7zVKfhxZdLrhxduEODmPGMAyABOc+Z8q9A5LZue5\/maSDiPPuR3jrXm9RJQk3vZ34dwp+AEXGsMVBLE+EkdSO3l5VOnGm4hXSQ4EkTAJwMy22527DrW76K1wqZ0KwaO2CI9cyfQUt4y8zXNMoQRAdvEqqBIEDOqIGDIgCetT6dwm+1ovn1DvTJ14gCGLHJ86UBP4i6zksACcQcfht5H4jvjYVY7yg5gEasDoB2HlQ63kTIMnJAOcnsB16Tv50vS5FhlKSW+xuqxSzRil28iJyt0AvAYvACmS3QByPxeUfOrTa5QUtrc\/wC3jxINIWYicbd4Het2uF1A3EVQR4sZPzHeP1o1LnvFKHKjMHuPXbc1bJ1PNU1r+zlx9Osb0yne0NsaAgaCxlzONI2x1\/2pdc4m1atFdmFxdAIkxpy3pMDE9\/Wx805K14FEHi7NJCR+IRkNiJ89qpvENfsObTW5JKhUbvDCVb8KZ6YPXauzpckeNMh1MZcrQ5POrl26tzhgysq+IMch8gwM4yu3nR5vcWGuPevMVuAIkkaV3kqAJxLEQOgGd6U8gTiOH03GAU3ydIMmBGw3I757g1auVWw13W4OtRCZB8wTiDuN\/SKhmyLlJR7P2LYYehSfdCvlPs\/cALG4VwShdQ1zSZ\/DsAc71nF+xtwg3VgXAJZAoVYIOBE6Tg1aOM5BbvXRcu3WI3NsmVkgKM7nEiNpPyoviuIQXixb+Rdtm3cYGdLGYgQRAjr3quKKg1JS\/UlNymmmjya\/YZYW4FGT1gjaMdP96J4GwLh92D422B3J3OfnNR6muXb1o2WuadbJcUENpgwbmYMgfbGcUXwLP\/DBVCm5qV0OdSEHcx5DrsN\/LsyTaX1+hzxjsV8DzBuGuEXEVlBhkYAiZgkTsa9E4NLbKroiaWAIhRkHNUn2nsMXLsgDEBiB6fnT\/wDw645GtvYdtJU6kOTg\/F9D+dGMlOKkBrhJxY+PDxnQon\/KKie42xLR9qZfwZ3WWHeDH3rR4FiN49YFEYqVs1LqrS2bYwWJ9KN4mwluBGpsHfoRI2rGsiUjeQR96g464FRjPSj7XEp\/5Ymoubj31hkVQpMQfQzB9aSd0xo99latz71Wt3CdPiJ0xgwGBBJxkjziu9JucOfxG22sBgAWTUPhJ\/pJ6ZIMUNZ4VzfVFOlQviEb6SCVnpM1JzSxbFz+JthgAIFsszKv4HQavM\/dajBpJMM1baHPDOty5rECUEwoyQSSI3xAJG2B3FE3ePV7S2iZ0ltDdBkGD5eIHMiG2OYrFvQU12y5EaidMEEE4iZIxMgihuG4uWAWTJJaFYDTEklp6ZwR1rrSUfUiDt6YXztQLkTqjZ\/EHgD8UGQem59Tiln8SyjSlww2cnON5n8XSaLv8YQWL6WRRp1gxMjwyI3iP+JpZxHD28Mjk7x67w28+tPzvsJxBU5kbT+8X4ixUQ0aQPB9CFPX8RqycFzibai3o1A5GkEDTBAMY8RAPyqm804ZndXAADAQBjOxY9hMk+tWXh+HaxaW0qoP6mmdTlfLby9BXHnSpe\/7fU6cTdteP3+hrj\/a2\/xCgu4JywlR8J0qRgQMCa9UscPCK7MdOkQQT1WQPQSBPyrxJhb92FNwe91BVUDw6IljI6yowYj7V7Xw493ZthmLgKFbPlAjy7Vw\/wDJRSSk12\/PqdHSN9kCXWf8AOQdRRc7btJ3696qvHezfEm8t+0p0wodbjdVx\/MnoRG28HvVzvcYrKVLEhNJuAN4h4sZBBj8811puXLTMDIbeDMjGwkx887bV5+HNLDL0p2y+dc6TWrA7PDiSjBsELEiYIMaiRGIGK3zDkWgaw3X6Y\/sURyMaSwMEYjyPfqKYcYApGogK079uo8+lSz9VJZVCC+\/sVlNwdA\/L+EQaRqBUjMdDvn6nNDcyJtM3u5ORk5kf0g9T1omwQGB04BkbdDEeY+VT3mUjTAGZIOfrNUm1Wu4ttyshucWLaliVjTJ3ER0\/vtVY5xx68YG0IjlT8MgkAYDz02GBv1iiPa3lr3FhWYjJMSTgeGCPhjufKgPZTka8IrG88NeGoDyXYDqXyfp3rshOPwm73ekvz+COR8Zr2oYcusXruliokaoiBGoCCPLHU9qb2+ULYJYkmMuTAxBnbE\/5Z60Fb5jatFWUu8L4gEOM4wBG3l0NJ\/aHiReVh\/FlSsnQSEGTIUgYJ+9cySa4fiX6DS5VcA\/i+dllEFVtyDcYnxAYAUeRn7ClXDc0a9cuWU029LTqwWxpnyKw2YBzVO5bzx0N0XbNxwsBiMgCfExnMZOx6g42o\/iueo6sbD6NKjUy6hqUfDjzM\/bzr05YnBtRVx8P\/fuckJuUk29jLnaixqKsyI4065I95JGoaRuVlo+tL\/ZvjZ41Laj4nCDPxCJBIP4hE71UeP469c+OVVsBe4758x\/c5sn+HXJjcui6WgWSTExkiPlEn6125JqOD1LwSjG8vpLr7XqoKF7hlidQI+EwIOB8JA2zE1XuTC3a4gMxgbEdM9Qabf4h8z4dwh1KrgQREknEQRgDfpSzgOY271tOGvLNxjptmNxGoGfIAyOoWljNRxRcVa7P\/QuDc2no9BZljGI260LcA2+kiowzRuPritID\/Up+f2qtmK2jCaJRh3rdvgjAOIPc1P\/AAONWofKsCzdt67Bn16VDbtD+qKnVU\/qNAJq9ywuDdVW95bIYxGUG4B7nb6VWvaTilS371RqW54fOZlSfMT9hV25Zx3uWJ3Bicbiqh\/iBwtsITbYwWBVYPmzQPI9euqozhtPwMm6F\/JOLNy2xRC7SXcsTCwGJGD1IBM9SI61NwqLBYsynfyK7sGWY\/4qX2M4nQxBhifjUkZRtKjz8JBkbic1vmPLSkqXgAnUBus7+o+4mrQkm2mSkq2CvwpIhfCZiIGktOA04jO+RvQt3hb2xtxpOk6RBgEwSu8inHA+JGIALLhj1KkaZ8wcfMU54W8rqQ2rUiAWwq+PE+JwJFwAQOhgDfcHjasNpM884u4oufzGkgEbYJJET8vpUXFc6tsDZ8Rc4BkBFG8YySdKrvgdK59rOYq2CpW5MyMLHURA046HvVPAk00FcaYkv\/WhxwPD3XveBS2gQMDAJwAPUmvROW+\/SwLXEXwuplNpZ\/mqpBgttCTESJx02qp+xNq7dF2yl8W5CuWLR8LRGr4ohmMbYHlVvs8EgRdEXCsn3g6mY8RPntO4rk6p8k412OjpvS1Kx9cZiEt2ltFS2QckwADLAHxEAjpHSNqsNhUNrTbIKo2kxAKMACQZHoZHeZM1SuCuu1wAAKWIkD8J\/YftVl5k9m3ZW9xD3FuAFYU51EyYAEAnSN+gryWpSkotfb\/PY7M3o9cWFe40NBUnJEjEdsdP9qmu2WBQF5QyRqiRGIJ3H95pN7J8\/S\/rPvWXQR4Xz4SSQZG+wBnrHzY8VzlJIt+MxMgYE5+VQzYXBuMlbKQy\/Epona8NO00se8zE6sL5EiNu2\/TFDpxYMk7noO56TjH7Uu5px+nTrue63n8W2xx0\/wBqjiwyk6KymojdvaQW5RtIPQ+vfGDGdu9ecXedXbnEkW3hkJAYkaQn9Okg7ZEA7xUnOLacTeCWLweBL3jKgNGSQfnnpSXn3s1att4bo06d2mCQuYgdTt0z869zp8MYv4be2v1X58jzc+RNcq8jnjufurlLRyp8ZSZkkkCd53H6DaobFoXpdrVyAcxJk9ZJ6k52PpVf5eWtEC2+knBj8QJxv1nyqwcm5jcWdIJvrIJwZIwQoXYwR3\/dsuD4UfSv6Bjz8vSyHi+Tca0Mtl0QTGfF5zsSPlFccPwF1db3GVTiSGEtPoCAM\/UbUz4vm10kXr73JCnQgEvIByWwVjfzAiknOOOtOR7vxtuzEafF1BA+M+Z61TpuU9Na+X5snlkou13ILLB7qLcYggj8QxHQsRt8v3r0D3YukWUYIc\/+3GpoiNxOT28s0ng+FW7cXXbbSzEahjSYk+v+4qwc\/sAIVtSXkAsdgI6j70nUx5ZIw8\/wVwuoSkLfbDhVW2jWri3F1eIhtRBBcAdwIjfy706\/wu45T7wOgZ00gEjIUzEdBtHypVyflakhr11QmoC6TldBIHQgn7RivQillDbTh7Xu7ekk+cxpPn1ySaq5fDSxvySjc3zGb8WpIiVHYR+oqK46H+o+RiPsKjQj\/eP2ri4JOP7+tVrQSujiGIgnA6VIeK8IWIjNAp61KgPWqNCJhaXsxRNq7Qlsk\/8AFTi2cYNKNYULlAcz5et6CZDL8J+hIIODt1oy1Zb+mpbfDOfwkUrNYg4Hi+G4S6PeXEV5ggiRGnVJjOdvWrAj8Fxqe9sXVFxZDoCSRiTCkBnSOo6Dyrzrm\/DMbjznJ39aVnh2tt7y2zIRGllJBUxkhhkdaMIxjv3Eb5HoXCcGyFnQzLYb8DKPw4yF9R+dA86vPY1QjIw6z3P4cf8AFeeXOYcQXlr95oOZuMcjHfyoriPafimMtdLRtMYzOMUzTu0C77g\/PXDMNK6VVQCNMAMck\/PFa5T7PXrpXShOo\/r54+9Zc5oCn\/blmMsWyN5AAxFegex\/OUuWFQm3aNoY1aQCMTG2qd9OSOlC5RQeKk7B+X8rucCg1pBJ1a92zAhoaMEGAe9Si5CO\/vWPQYBLEx8QJOARvHbrRXPuaqLCtqOgnIGSvxDMHEx1jFUW5fuXDqRhGQAPvjJz16b1KON3Kx5TSSoZcp55f4dowVw2dziEhuo7bjJqS9xrsxF685LSZJ1LMeZwT+1LU4otaughWiDqUmQdQyJz0+9b5bxqt4GkYievr510YoK2yGSTaQxs8RoIYMQCCCRIERsSPwgwflWv+qMFUWb9o3JhhK5Bx\/3HgT0gYz9V\/OOPEC0HAUQYIwCdwIBIx086UXuWl2JZhpjEdR0x6flU544ymUjNxiPOH5tdW4ZtuYJkZIBHn0E0q4jjbjMS5IV8MOsEz1\/vFDvdv2lA96xtAgxqMGDIx1jscCsbnfha0tsG00SSALpjPxZAz5dBSrCovSQzy8u7HHKeJW3eRcFXBXruR4SYnIMZobjeZP7y4twENqIz0GQQPKO1DcJbVgLwYqFbT4mk6o1KcDA88bGu+cMzkNpWF8JI69BJGPn502ONTcvkJkdo41DDKZ\/MdD61dOS27GlQZ1Mslk+KRnA2277fnUbV5RGoAD8R3MQDgT5\/aiReIRgt0+LwApuRuVX\/ACme84odRH4kaBjfF2Or3OPd\/wArWzgEnWCVtspIwV\/8S427M223Y0JynhrRcgIjM+VwCU\/0eXlmqvd5lcUBdKwARJkmPWal4fmE4J0kbR37z0NVw41BfMWbt6Gt\/j4chCQEY5X+rAMflPkKcWuepb4Zgzarl0aYIygBkSRvMg+UHeqZYBkx64zsCaOtfDLLqI+Ht5k9wPpP0ozipNN+5oyaToLF+3cYLkTgyBt1g9DXpHsmwhtbhUUAAuQAN5Ak52H0ryn3ZJk6tRMwNyZ6favX\/Z\/hTZsIraWcCS2kTJyQCZIFSzxUmvcpibVjkcVwsY4i1I66xXLcTw3\/AJ9sznDA\/lXDce8QG+gAqNeYP0cg0lMehKvD3dtFsH\/VUv8AD3FEu9pRPYn9aQLeMySamPFE4JJFWcSY4s3f\/XX5J+9HLBz\/ABPyCCarttx50Ql3ypeIw8mBI4kn\/wBgmuuHu248V68T12+2KTpePYVOl3GwpXEbRW\/aLgktuxBulWJIJNJVvW1nDGREfqKvvHcOt1NLbb1QOYcPodl7Gmil2YjVbAHTwsFiJmIz86WHh2DAmaZMrDIJFMeV\/wANcZRxMiOuQP8A6iTPqPWmpoGmI7XLiWE4B3noOpjqKZjh0RW0likjpBG\/Q5HcUdzDgkS5qt3Ue2oGnQWME9CG3OemPvQHEMyr7wK4EjUNIBK9ye\/71FtydWUWlZI1+1qhw52JG4nTHw\/Pv086U8ysFHlAdJhlOZjpPY\/rU9zjkYeD4pnxEat9ux2+9CcbxTlssxz+Iz6b7U8U0xG0xvynhDcV2aFkAeECWkgQQDIzGfOl\/HcKeHdlffIA6k4+hqLgeJKMDpmBkzEdmnoR0NdXr+m4Qzi4uSvXU5GnVPUCSZ60y5Jt+APi0dW7AbTbRLbu3i1azEkTpgwNQ65\/KuLnFvbLLcWGGO2PltRPIrYV3djGlPCxHhJJ2JGBMkCo+Y3BcIUsgVBLGOpycxn0oKXrozXpsDP86EUQM5J+Z\/KsbhNBhVNxukZ+oFc8Pw7OSFIx1OAMxJ8vMVYuQFbQPvGtnpKEEiMgMFExk5z1mjObirSsEIqUqeiuWLsEwuCIdSDGDI2yDvXR49QPD131CnnNOdW1VkUBywie0jfI8\/KkPAcu9+xCQIEmf0jvWjPXKSoMob4xdhFriw50+4VlxEE+HuQST5470ytcG9mHLb4AjAEGc\/hMEjA70BxvLFsWhc1DVqjTOY9N\/nXFrnhOkMxIE4PpBz6E1oqMk67Alyi0b4pC027aFmODCyTG0ACe5n60u4fhWdgsGe1MrV118aBtDGNQbSZ8yNxnb1qTj+Lc6XySuCYGrPmB+femuuwrQMLGglVYNjMdMxFZdvPkAvpWMn4QeuenpXDDcqIJ9a44S34jrU+UiJMg5BGfSmdASZd\/YDgluu11lkoPATPWIOOuDV\/Wwf7B\/alHsHcNvhVwstJJjP8AxT4XTOT1nrFc+72dEVSMPDn+n6A1MvL5AM7\/AIYI\/Sum5lONI23k70Jc5m69RHnv+dC2NRV7XLZ2z5zUv\/S8ZOn1NLFuxtWNfZjJJNWJcR1a4FRANwfWjbHBIN3X61XEbvUyPStBosgS0IGsGpAbQE6x6AZqurcqe3coUNxH1u7aIODj71Ruc8LpdjpbSST3xVjU+dSMgZSp6iKC1sziigXCnUGl9+Pwz86bc24P3blenT0pXcA71VE2jOGvoJV9QkjxDcYI\/Wj+O5qmqNUoFC+nr37UmuCoLig1uCuwNsccEqe8V0UCN8Ykjv0FDcSbSPr+Mz323iSOuPKl9lyhlSR6f3tRXDcVbDE3VDjf0MyfSf2oOJlZxeve8BltCYLAbGD2G+c0FeAkRDQMGP0Nb466rN4BC5gdRnE+dRW+IImVDT3\/AEiilS0C7eyT3JImfSoBaIB1Y7dz\/fem\/LU98CBCld8wM9T5UVZ5CjuoPF20BIkkGB3OYGO3lQ5eAuPkStxLMqqSdCyQDtnf51pnUfC7CdwP0M1b+B\/w3u8Sbn8Nfs3kRtIYMRq7GIx3z9645h\/hlxdogAC5IJi3DEEdCAZH0o8oruLTKgwB6j1JqfheKW2fDM99vmM05vewfGKodrFzQVDalt3GERP9II7dvlmkB4YA6ZgzHiER0z0H6VvTJUZNp2Htw97ibbMF1hPxE7de9KLXDycj9qbcm4l7RIKyhI1qT4SB6Z+hqDmrCdSKFGrAUNH\/AMjv1x5UsbTcfA8qkrfc2bvg0totn8JE5\/1QTnzioVuApBuEH8UTntA2oIyTUiW6fjQlhFkLOZgD5z2n9aK4G0WYKoy2PPPSaHtWe\/61fv8ADzkSO3vnOEMKI3JHriKEnSsK2WXkvBCzZS2SCQM+u9MA8dvrXfG8ARlNWd8ofzbFLjwLE5bO2Sv6GoWdBPd4wDcUt4y6GzMD5UVf5Uyg6rkDfBBnsMdaBfhWjdj84\/MUdGsX\/wAM\/wDSai0H+xRdku+FUEevftJod7ugkaV7HAqtktnaWSRW1s5+IfUVGONPQKPkKlscwcTEZ8hWDTJtC48a\/WplQROseVDJxzjr9hRi81fY6du1Kw0ybhUU\/iHymjrfDLvJ+jftS1uZuYzHoKkXjnO7n60rQUmTc05Gl7T8Qg9Fbb6VW\/aD2e900rbfQRgkfXerInEtvqNc8YGuoVZjpO2djWVozied3OE8j9v3oduG8vyp9zDklxTjxDuKR3LXeqJ2TcQS6oGIqF7YPap7tuoTbpxaISgHUVCy0Ubdc+7rABVYqZBIPcUUnMmG4VvMjP1FcmxXBsUGk+4VaOxzBwQV8P8Apkffem\/C88ItGZLZkznfHm0zSRbRrprVZpVRrGvDe2HF2zNu\/cTGkQ2wxtO2wqPi+Yq2przO9w5Bn85pT7s1LctE0X7GBr99mO9cEE7kmixw1EWuDJ2FawUL0tUTbt0c3AEGDH1q2eyfsb7\/AMd46E\/DmC3n6UHJIKRTrVokgZJr1b2f4IWLSp13Y9yd6O5b7IWbLSignuzH7U0u8uA6r8yKjKXIrFULblzGDUSt5U5uctECSAa5HKR0J\/8AiaUfkhQzedcte9KdXeXAD91\/cUIvCqzQpGNwSg\/\/AKogsoPDc4KagBgiof8AqI20fesrKtRJsmt8QpwARRNizOQa3WUaNbJ24XrNR2zL6O25rKyloFsN93FE2bIrKygx02F2+H9PpU1nhgSM7+VarKUJLf4cKCdx6CoX5PbvW2YoswSCdx9qysqTkE87vcuyc0M3AwN6ysrog7RKWmQtY09ZrVqxqYAd6yspvBj1LjPYO1csgIqJcgHUCYJjqI2qk849lWsfEyH0n9QKysrlU5JlGkDcv9nTdnSyiO4pTxvC6HKmJUwY2rKyqxk3KjOKoO4nkhtqCzAyofHY\/rUfAcvF1tI38zj8qyspIzbhbC4q6LVy72Nt4NxpxsuM+vWnfCci4e2IW0PMtkn61lZS22UUUFNy2yYJs25XY6RNTi5BHT0rKyiGkS+\/baT9agd8+lZWUUwM4u3WIyx+tR+9adz9aysrWGjkv3k\/360M7xW6ysA\/\/9k=\" alt=\"Qu\u00e9 es el uranio empobrecido? \u2013 Ciencia de Sof\u00e1\" \/><img decoding=\"async\" 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\" alt=\"uranio 238 | Mol\u00e9culas a reacci\u00f3n\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Uranio 238<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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Eq53zKWqmjQ6tJkEVWBISm6gloGofEYMsdMADA2VyAOgBHWATAUc5gjUQ1rmduUCZIJjEHBslTeZqEg\/DEi7AFt5AM23MyLAThxVotSbQ6wrBV8x3RFYL0PwHa5Atcx1OMtp+HcPUsGYTpBM6NKv0DEaoJ9lCnbrdnRza5eprolGdWBPlDUTMgg80XCkEkiJgX3AzHHwh0Zem+bNw7JNNOUGYcEl73n4SNiZnC2h41o0wdWXZDr\/wDDMMLAam1zDgAkRuRNsTKmx3bJ5pXRamllDCRqW4teb79Pl2xHQywUHy0UKSSZ+8TuT1Jk\/MjFW8J+JqKutGjTrPTrMdDunlhbSp5jqfV3A3ufinBPHvGq5eotJ6dNnabLXQMoEQStQoDqk\/e+71xtk54nl10mo7T5csdPsCZ6TAAv3xxziXDzWq+bUqczRCORKD4VUsQzEmSWi+5326X4gqrXy6pT11EcKxqpa03usXsTAiNPyxzypTpV2ZaFOrUOgN8M6gQTrdt9NpiRYD5SrFfzOWVpVW1KGAhEW5uJBF4AF7d5jqkrZbU06GjuxALAdgbEWjrhhnc7pJUF1dhGo9L3gKDYkNNhuImCCt8u8szNAvpIleU95gXIO3rsMUoxOG6SgBp1NQkKuok3+8tgIva433EY6Z4U4tqoAMpFekqazUIuvMEmZglSeXeTJsZPKKdSSOYoIgKJ2ub6TqMndrbnpi2+C83rrmgGZkddKK06SV5tUCRYA7iTO++ESui5FfMPIabIexBJA6RsRG3uflZ6GUHllRCgiCNgo7af4++BuCZEooLs82EsFBPpYfl0jBWa8wukUw1MTOrcH7hXmAtB3DdCI60L+GjynFMLpWCFEzYEQZJJ+vcYZoinVC1KYWRqCROoXgkGQSZhfvD3xs6xymqEJ7kFvo15jrBwQyCO4HeAPe\/8j0xAoqoKZlbsYkxPZZJC2\/ofXGZikpX7zloHaAIDbbgST6ycF8azDrTVaaQrMBUedlIJOnYlvUj0mSIXfb9U+X+sC7id9gQ1ztJPX6C4TVMrKEKFJAA5lBAvJlQV6W6HrecC+VV7J9R\/LGUs0xhmp1gxiUGnVT9yWA9dz+7Bv2an+Fv2m\/ngA8xncylqNOg0gGamsWm91IJmTFgLH1wzy1fWFYyC0GLevVd\/z6bYEq5\/Kwh8+mUdXYMhBVwhCuSw5bMYiZMNaxgzIv5ih1WRPwldJAvFjfaI336YoLVbQQffv3Jj+HbGN\/6f7UzMTMWM3OBs9lWejVBBG5GpQfhuBHUSNpvgTLZ4UqYhk0ESAimQYLGIaApA9Osm+IGBdtQkhd9RJuLdGjTPWI\/djWrm0YKVGqxKneQNjN7HvY4npVdSSHUCJJPQb3DRHz+eAuIZcVAdL6V0\/EhWDqG9he3WSO2AW1HquStJwVFiyuQQeokLsPwz0IJGOZeOMzmaeaqBKlSqKYTUamhlAidmJaDJkbz746x5QA0ramLFlAPoY\/jO3rGAqvCKFUh2pU2uW1VE1bRHNF4AsSZ2wI5GvEc3VSKZXLoRdaNNg7AkbvzMBc\/CwFtsMshwtcsoDVRqaGeKahonUFuslmBWQxJiLDbF1zyUqk06GWoFBKmo1OdJ25ARcgKeZuXaJ6wUeBKj+YiHU1mLGfNgW1ydVQSNpsBEXOJ1XVK8Z8UeiaVDL1hSlNVVVUAEsSYWZMqovcSSe8Yg8E+FVzmap8jNRVzqYgkSBLLckRqtDSbzJkY6DQ8PZY+Y9bL0NZMr5dJekfACCV6XuZm+C8vwqlSJCZfyFCsC1MadYPdaV27X+mLiapH6SM+AUo0m5Cup2W+pSYTTEcsLqMd46mefCiqDlhpDdNRi8StoI33PTeMXz9JdBkr02UnynpLe6hCsyGB+Hl0kDV3tipZiojwFBsBrN+ZgQCZFgJJ69h3mNZFs\/Rv4oWg4pMrPrDBQ+uC+5FNhqCgkbaRJYGbXG8eqwrVFoUqlB6hFVzrUKRfUQFs\/MST6kYC8DcP8zOUqaMAFKuzNvCiVCwbibR2Bx1fO8MoNH2ilSeCQpemj2m4JeSvQ2iT2xWXz99nrVKhDU2LEidKgSdtxbvsbnBIoMWKEaWYgKNQO8RJX1uTcekXx2erwMJekyZekW\/3aqANikQCQQSJgRO5g3xn\/ANO5Uin5uWycagsrSVA3KW+8epEAWiRhhrjtfIMpYEDVPMqlTtAnSCG7STG84uf6OshpzCVNMSQsIVGqbGwjl5rxHscXPM+FstTYtSoUVYAlGpoAR0sdUzBnc+1wMa1+HOtMrTqsxpggqgioLMSq1GpipeNwQYFjyxhhqz8T47SoN5bB6lWARSSTE\/DqJsoPuTHTCccUzTUylQoNZs9M6Ci7lRzEbDTrkQO5wDQ4JVQ6nKsHglSWQ8wg62qEu7ry7aZ5R1ODndACq0kLU6ZY8tgWm0CdI6wGIhQPTFRJlMvRpspp011IQTESNRKsZN5gtY\/lvhhlvENJq1RND8gSH8tjdpLAMtiF5Z0\/uwqq1Kq6QQbjU1731AKqiTHaB3wXQptSAJUI+q66QdYHVQrdBMm+0YDbxXxam9I0KVTVWLIQoDEcpB5m0lVuBczHbAGRrVCUV20CxBVZB02Y88ykW1ACJ7XwVxLiCVP1NOTqP6yppgaeqqzAAmSOYbad5tgLNU1ceWWYKTdlM3sBHKQ0GCJG4FiBYCqAfzDTRtZCgF\/MO5u2pfhAAAOsyenQYE1U\/wDzea+p\/wBOCMmpUg6mKsCCCJLys80iCQqmdQN426k\/aG\/Cv7J\/lgpdUrICrsaSsew+K0hQBLNEFjEdcMK2XpVk1MoFRYKspKstwbM10J\/j03wNw+ojwyqoJ+EsQCdUEgAXBje0ggTjOI+IClVqFKm7FQGLMCqy0jShNyfUDtfBDukjGiQzuCwPwkkgEkBhM3APS09MKhnAvLUATYMS1lk3nVEbi+0Eehx4eKEAN5GY25p0AKdol9z6gEX3mY0p53S2urkIRiIZKis49SCF7Dr0wBKcEocz80OZK6iqNBmWUGGvzS03IvtgXLiolVlpUlFECRpp6SzwJJLMoIBkAj88HPX8wFoqUhJ0hghZgL8oDH0i\/a\/TAtfM1KKt5dFTaxJItsZsYbe95meoGAMy1GsLuea8QVI37EW\/PbcYAHEadddFMuRq06mTSGIIkgMZI3IIUgkTfE1fjaomtTqMHQhF3MGEAUCIO5gwBfviDgweE8xSpAggMWBItERIB3PX8sFTyqmBRLFrAlhJHeexjpJ69sa+WaggqIJkEkE22ILSBcT1gjrjMzVJUGmoYnqCCqkdhF72IJEd98alWlZPXmJmDYEwNXLcET1gb4DK1ICCi6p6xOnTsZkAQSbgbTtjfz3oog1suon4oltoHMWnrsJ\/PA1GkPMBsoH3RfewO0RHTEpzBRGfk0n4SxtHUElionoBb88ADxzOIUAzZpMlRoRCwvb7utgoixm57C8YqnGPBqtUVEZ1DkMwPlzAnVpgQV5tItvEiMIfFPG2zdYwAfLBWnqgBVMSx0nTBI1SZtAtGFVPLneLbKQBBCr0E3BJGxiwmdsRcdR4TWy1FTl3qCVEyo8wiAINRhJnmAAED2th9luLioAVptYb1AASenKCd99\/ljjXB8y9GuKoK1GUqDJMKmzA2vPTe6j0x13IOrJrRjUDrIZRAGodIEzB29BgiCnnS1UKabOQTLBgqSd9MSX\/AIT74ZUczcuAAuqDJFzteRK3gWn0xsDCEEKx6iPiHbmgD\/vgR0dlDOq04mQIIjuDIj2uLYoKr15sRBdtLaFbdlJg6VmITc\/ORjVK6UVVQdRFNECzUERy6+cgLEkTpk7+mPaNRxBWorQPjdNJ7EgwC2wEk2gYkqVjESZElmBYn1AvCGD7dsESZnNPqUNTXUw0kggwFMgMRBPxSFAFgd5AwmqCpXqJSOlNMM4VmDABiFKHlBGqG542B07YdZVVamyVXu3xAKbiAIJWNu9thtGPeIVEIQwSqzDaRJO0QotO\/wB04COoDAIdi6QqgMpcAW1ELCkkDfoDboME0jsALaRNp1W2kkmZIuF79zCtEJMotyYEtcWvJIO87mCL4sVDKBSSIExeLnv1\/d3xFJs1VJAHJsIUi1rEi0gz1NvTCavwVVEsWaGBgVHkmOZviJsD2O4ne1nq02kGNTG6gzBNyCT2mCQO040VCTzTM7zZjHQSxCydrwPlihRw7IRTUAhZu08wbezaYIPsflsMG6qn+f6r\/wDFg\/MsFAIWY2IHfe5Mk+vb1wP5X+Z\/2G\/14glWkwkhQTsCLb9ZB\/r\/ABT5rLOtdiSuo6CN5Fuw3Ehj067dHGXEqTIA1GdIjrP3vofU9IxH9jQtqgaoAJ2IAJIEg2HN3wBSeW6gglliAQx\/ITIPynGLpi+gKLAaT+cdP79MS5emsAAQB\/Xbaf64qjeL3qhqVOi+XqI5BqHQ6whawO4LEBfhOnVM2nFDutxBFqrTq1aKM4JQa4ZgJvpiQJkSeoO5xpncxNPWmgKCNIN9UsBt0kHtbf0xzPMZeo7NmqtY1WUaSzOZCyzALBlRuAARMjrOLknE8vUbRSalU0jUTqHKBtqkg2uT2i8Re2Jo7LxUiooQxvBJuPiAmw5hv\/HGzJJANaNoQEyTuQT1FyYgfkIlouQs1HULAk2iTsAeouI7z1xsA5\/3RpkgwSRtcTHcxbcb4igKKEOrKgUQACxACuJncSYGwCjr3xrSqIxvLEraRqkWv67kyNwcMs5kVZgW1WB9jtuLr8\/64C+ygFpbSpYhQbTtpgSIUHt1\/MM8gaVUAKANlAFhAEgiPSL74p3jPjOimaaONVYEMeVdKTB7FpFgAD164sOeztClrNVuWmJ3lFhRYALc7fUDrA5LxjPPmKr1WKyxtJNlAsBpNoHpF5v1lIw6W0610oJnSDEDoQIUGAYIvve043qimkhj5ZMDS6SRblDEnSpsbCDe57r1Y\/ESYmVHMxvvsRb+XTEqZdSdVRwGHMTJJbeLnY+3brsY0na8LTeNR6hCBPXrewMyZvHQ4uv6OeL6y+Vq1oF3pqoKk2BdehgbgAzdumOeVs2tpBBCrOmRHcEb3gbW6R1wVkuJMrpVohlYMpABsxFxIUAn6wRaTOA7s1FV5dK\/DJE+0W3tiCgpb7zqoLEKLT6TufeSfbbAPCfEBzFFKoWNQhgAbEGHWZkXHWNx742yFRyd5MD7pg7WkiCPUbY0yNrrP3gx2A2M\/wDulibxad9hjWnTVJizdiZa23xGQN7WE3742FauWgqoCj1va+1vy6jE5yhsYDG5GpYn0sAo2Eah8ydggFdSSNd1FzqG5sZ1GY+cG\/a0DZXWCrMGJ+JiQDBvGoQ3w9R3MjB9Smxs5RhNljSB2sJ+s4w5QpJqtYgwomW23A+ID1\/7hP4brIaVpDIYaes7Rvbp7g+5atWjvqPQ9Pcjv64omZzdbLuuYoK1QTFSmIAdTGom93ULY7XiY3ueWr0mVXSGDAEETDa9vmZ2wE2sQSY1RIAIMdviMTOIkokAQB6TB29\/WOvT2xuArGWJkmRbb3gWP0xOXIPKsExdtvYSRt8um2IByNJUF1BJ0ySJJiTewm2wGwxH\/idH\/wA3Q\/8Ayp\/PGnFMoa9GojgMpUaQBOoi\/UbSIi9j64pH2TL\/APpfT\/8AvFResuiKFEgA\/D3Y3JI79TiSs0EBdoMyCb7D2ET17dziRqQ1BmW42JuYttEgTHpsLYxQDDEnfqes3i072xFREOTNiB0iPqSZP0\/rUPEtBWqo6JESXLcstYLpmzHcHvb2xcKpqEHYDtYRH19MAvSadRAkTc\/dABve07WjtvbFFS4ZwvzAAwPlq0i9mJ\/5fhsdjsCbCcMsrwNQWBIAEnZdIN76BexM7j5Yb0qZYgQVAFyPqYv9bH+cGffUmlYlzC6gD3\/CQSIG354amAkoF6FDnnlXUSJuAJI6Az6EzthjwV6beZpfUUIVul+vubACPbG3D8od3tpEXJIJgEmbTB7j1vgw5JAeS1S\/P1vvv8QsPi3gYKlbVaApgDeLd\/UE29P3YAzS0gwpty1HUmFUkQxvJ0xEzMkTGxwypn8bLq2tYHczHc3tfbCfxTRzAC1Mu2hxAZ3AKxNl35ZLG8Wj0xBQPFXh3NJS8tQaqqzGpoWCRPIqosETY22IFoGOfvVKwuk6tj+IR90zBm95+fr3Gt4ryNKiazsEcFl8oR52tTDIqna\/3\/hgzir8PjOU5zNOnUhWLOxKPTEatOoAlh2be4ti5TY5lRrBpBAB5QDo5pJJaYJmB1tiVaOvSEMwOgIiIBkn57z6XxauI8AyVvIp5gteQtRSi6epNWHAPrffvONOF+G9ToKtR9NRRpKaCFUgwTJBPxdPpviZTYq2byBJJZwBFwJ2tc2gze8nbE2TyjghFom\/WWOqI6EC3SOm\/THWst+jjKqtxUcarguAGjvEdb\/lh7wjhtCiJy9GmIJkqQTabTBJgiInEVS\/AvBs1RLipRUJUXV5TNctsWg3WQY36DF0o5NVQBdSj8F4E3tPr2H54MFaTpblYb+s9oNpPfsd74lK7wIi2+w+v9zioi4flSsw0z0Isfl0AFv34Kpgg9IPbf09L4irVyunSPiMR29fX+uIX0DlhrH4ryTHfv6+uAhzWfhwp5dQixEj8rm\/yGI80VQhi5a0gESTp6kkm15\/syZVy2o3S5HMT07RMiZ64AfIgHSRqM9xbtJZpnYYoQeKuJKtBVTUXrOFnUBoiGLctgLR0+L6MvAtRmpmmzljTOkHYMAACdOx3n01RhFx3IPUqqNGkJsGiA28tDQSQBBHQ\/I2vwoqrrkgMpJPWAbg23kkx7Yvwnyfqp9DA6W6j6dfyx7Mg6lAFuv1\/v0xrpkkA9OY369B2\/PG+kKLTckmeyjff8v5YyrfzLHcjqLX9LX+WF\/2j\/In7OC9a6S2gjYlj17A2mL7+s4Hhfw\/9X9MBXKPGM0Kw1fZ4Kk+QisGbrOoliSokbAbiOzHO+JKVKqKZrJTqFQw81wEGowIBYajIPbb1wg0OK61UEEEXL\/FpB3G5E9Ohbqb4f8AEOD0qreZMOVBlQDMWUkASevwx87RUa5PiFN9KDMLWcARpIMkQSxC2W1\/YE9sE5iiTYkSBcMYAG8sRYDlJgCdtr4SvwlmTQ176jpeCDJNjEi5NxhR4tpVVNKkruKTAmpLGCUK6QSZ3LA3MnyxvfDBba9amU0llhrEpzXO86VIE+u+Fviaj\/s6RKIrhiSt3gEAAC6\/FMkfd74KpIRl0So5HUvIBUmYWwAb\/mNwW+iHiuXztbVRSsXU6SToRfLKsGVNZGpvhEi8xeZOED3w9UqkQ2opYAm7MIt1n3J3\/PDrPZkU1JA1GYA2DE2jr0BPywq4TQq0qaB1DPbUdW8C5uDvHzPQTZT4mpZ2sFqU6\/lqoYBQEWDEWLBgTuNRIAttfAT5vPNqZ64LAKoRaQOli5uQT2IUkzsNrXC8QV0U06TirVzFTSWVGqGmiuSJ0zoJGm256ziXg\/E3SmWr0tRprqBBLAruAWgnVtveCJvJwPmOJ03pmoqkZxlk6mBNMASp0EyVAgCF39jihXmODU67hngMsyFn7xJjeSbRH12tIvAXJJVOWRpFQKTOw6cwAMkyesYZ5esrtOmmhExBUAzvpJBibyASb4KGZOtFXQBqBgsSZ1AAARAJ+v1u0UvKuHrL+qOvUOUj53m0DoCI73vh\/wABzJFdqa\/rKwaxAgGdRqK2ph3kQsyPlgDidBDmmRKgZRpYujTE9JB3X32jfHuT4k1LMhipddRqFgNwwYa5J+GCWI7DabYqLHxDidUPTKIQFI1qyxMm4FjsLWNzjMx4sywlPM0k2FmYjlJJhb2MDpeB1GE+ZzIraQjg6nWADJUMwVmg9b3HribN5FahPkhmUsqTIJZhuTqsBEG2xvucTFC8PzuZdStEIoZtKPUMsOY3KDlUgTaTteMXfJUyEVWbU0Dmj44tNtsDcOyQUU0QLpTdivxnqfeTN5ODeNZxKSKWKgkiNRgRMkxv6D1IxKr3OUAy\/wCYXBP1+ntfBNi1goC7Qd97W\/mdumKJm+O+dnKVBHQUEYms5nSGAlKZaQGbUBN43kdr\/QyThIXoLEg3MbmIH0jDBHmqdgReDO8YT1c4qszsRTKLL+YDEc0MCLEbyLH2xYnpX9fUTjnP6Rc2j5yjQvyIWqiYDaiPLU3gmxMGY1KcJEtQ0s5WzLvUp0zpLjmJCkqqm9xyEEiwG0bYtnCaZy9TnMs6yxVbSfhFl6dydonvin53zFy7KE1IF5QwDQbCSXgxsIvYdoxfOA8UTN6nU07RqphudGAAIYbiCN9iII9bQyVTfmgzuY6n6DHqKJhWgARCRB6n8\/4+uNUoaRE27Dp\/TfEVGHEWkzFhPX0iBtOMqICkrJRQCSW5jPt2P7sS+en4B+ycROmlQuokAXtMkmfY2xF9qP4X\/YOApFHU2apyywunlAAjURG14vtfFyqp2MMRFt+39++KtwmjNYqWadMgnTPY2N7TIJEX67YetQFMlhMm51kkNHz9em3bFo2XTr09Rvy+xi\/yPr64GzcaT1vc3mOsx00g7enbA1PiNMZhlY\/7wKU3KkkHl1mxsnYdpJIGGeYy6qjM5tEWXvAAgXJJgBetsQVSr4iIrlFGpXIVabbnTExoGlZaT12G3S3cPrpUQFEb\/lYaSJ7xb57e+OX\/AKWKpy2Yo\/Z61RGfzGqhZAk6Cs6YmQxJv16A4r1HieerU7tm6lNp+EOwBvBVgNwQAQP4Rio7xTIYWuN51Ei\/YkXHWRjfO1VRC7ryoLwhYgSJsJJA3MA7HHzrleP57J1AS9ZDFlqoSHEqTy1FBi29tt+mOy+EvE323KmstU03WVqIAjBTY21KSQQRHfbfEDAV6a09bMhC7MGF+oCgbk\/h+mEQ4mKpMEOTBCsCB\/lUtJAAkEg9Y6zgAUFRnRy1XZhrglZgQWMBBqDWUgQLzMYn0qENMEw45dHMVRYDMTp5lgaYi8mBY4oIOUAIAp6HaxI\/nvv90TOEtSocnXXzG8+mrMfKmApadbANZnGoTvGs9ca08i0XzObEkcqZireBYEySsjcDa3bDHiOWpEeWqLpXqjLC9SDAJGwFujHpOKEuUKBzqpazqDKrBeWRKg2MwLAdI6YZUqgrSCqxbVTRouTbWZusRIEb4hq5AwtROhgoJljMKZ3EkgGZ3wb5oy9GrWrkLUB1BFghREljFiYvf3N8EF0KtJaXlkoGL2iJ0kBrXmRAuD0GBc3W0eW1NASDKyxGqxtAMKNJ3INzOOTcU8SZjNVwQzrqMKtNmJg+oJaTuR67YIyPE83lnOp6gdRJFXUwcA9Ne3uI98B1JvFGdUMVyaRBhxVYxPwGNABv63AjFdr8ONSKmaJckkmGJHYE7ktYi8gTaOjPhmfp5nLpVEy+vl1CVKiGvMxa0Eb+2ObcZ8VVqxFKm2lFIUeXILwYB7i2wHzk4DuXC\/D9M0lplkNIC4kXJEme++2DTwSlMLKqBZVZwABsAJAH0nHEuCeIs1lHCM1RSSCocsQLEAFXOlxtaOnfHavCPHBnMutULBkhtPwyIuJvcRb1PvjLT3N56llNANYgsyiGqEhQf8pkQN+lh9aJVzC5pxmaikPWjWnluFlVRZGocphVHTf2wN4v44z5p6GXIV5KmuSBrO5UvBIAgKFUDm6xY0ji2YzdGqxZ66gEBNZqRcap\/WfFYmAbkdMWVK7Nw3IzTJBkpDFDEixvJJ7ETYb+mEFfgFCqC7Lzks2pSZAIBJtcnsep29FXg7iX22C4LVaS6WFxqVwb2tpJEED8INulqRxTcoKpV1ALRqEDlIG0HpP54oW1vtWWzFBEzlapTR1mkzn4XlWljLPE2BJAMQO3RKdXSdKlZgk2EgfiPT87SLdMUlq9IVhWd28tjE3JBBAWRuo6\/PDHjHiqlSo\/7M6V6jQVIJ0qB8T1G\/Et+SZ2mMKLQjETBAgxqLGfViPrvvjf\/wC5V+h\/lgPh3Dm5GZ1K7oFPK1o1CJkbHfe+GPkDv+RxlVeyPC2vUquQxPL5ZK6QTYArfrHYeuHDGN+aO\/XsJ23GIaFJaaxTGlewNvcQLd8e0qF9Rf2nYegGw98AFXybPT0VArCZJi4i9pm8W9fywr4P4epKpV6VMgsCCuzWszA\/Ed+Yz8WLNWoFkZLQV0k9tQg79YO+IstkGBJNSb2iIA6DAcq\/TLkUWrlI5QVrTAnY09p6\/wB+9q\/RfVCcMpanWP1hOm\/32MW3PpG9sV\/9MiRWykRZaxgTcTT7bX\/OMU2j4OzOaQVstRFSm5Ol2dAZnSQdZBkMCPXAXj9LnFB9iRahpmq9RfJSBqpiDqJEz2XsSRtEYQ\/oqZ9OZAEg+UBJsGAee42PvfCmn+jfOAE1KdOkoIOoupMi3KKZJJ9LA9xi48J4c2UoLQQVAKhcmooAYxEySbWhZUSLe+Kir8O8VZqrmKVIVdCOSpWjrmQCWMExOqRf+uLJxTjRyuWr1FdWrKywaqNLklVa4gNCt9za2++ObeC75ygG21dBJIg2AFz\/AHOOn+NMu5yFQBNAIVQCQXOpl+6lliNhPXsMAj8HeJaubqVAadNAigqtNSovOrqTe9+k797tXfLqFpKxqMSJi+gESSxA3NhBvHa5xRf0dUgWq\/Z3VQFGqeYggnYkEXVSTHa3fG2Y\/SGvNTORBuyya0SASDby7Sf+9sBb8ll6lZUadFNqhA0s8uq2kQLLMxPbBnF\/DKV6LUgxCMNwdr9LHfaT8sc3y3j\/AEAinlgC86+cFWI2sKciL3kzO3a\/5PjT5mhTbT5YdEY\/e3UNAEC19zMjpe1HngfwBQyhOYVndyhXnjlmCSBEjaJvue+Kp+k\/N0mr0aVNh+qDF6l4Ltpkf5o0Xjq3cHFj474pXJZVaYTTWeyQQdCTdrg33AkQT7HFP4F4YqVWL5k+XlmcGsxYSbyo1tZSZgzBHuQMZVbfAXhpjkFLHSKvmnpYOSBBFojmEAbz6YRr4Sy2TcVxqGjVz1CSAII1AAbwQRf1xds54ryx\/wBmQ1FUBQ0UyVRRsi6VIbVG4kQdxthdxDM082tTL0g6irSKh6iABSwImS0gRGwm+Kjn\/i\/jlCqaflPr0a9cCAy8kKfmDtOwx0v9GOWK5GWU0xWqGpGkzpIUKAJJC8u\/aIxznxL4VrZBabsabgk6HVZjSANDCpKnuAQZgzEAHpHg7xlRzGXR8zXy9GuDocNUVNR3UhWMCQdu8jEVzLNaKXEKxqpKLmSWES2kVS2sDYavppJ3vi3\/AKV+I5b7MXp1aVVqiqCi1ATZgwcqDJjaTtbvhn4w8HJnl+2ZXMUlGnmYv+qcISCS4nTGxI7Y5n4nyFPLss1ULsCzKgJi5C3dVO0XO4vfAqf9GPmedV8t3XkQahp31GJttAa2OkjKpTYl3DNNyZJndiTH7zhV4Ly6UMsKy0vLNZ9TSRpC6eUCCQBuZMfEdjAw5r5h20qSAhMqVEfFc3U2F9rnFQPw\/htBm0EajVqF+UWBaIkDtAA7kkj0Ofh1A2XT5YaLKI3uBB3bv+\/CrieepZd2CumomXWV1sIEiCRMqwjYmbbzhrwbiOpNZby7BQgRiokajJ1GRuDc\/CAN5aiycP4fToUglBQnL8IF11HU1rbknA3+z\/hb6\/1xt9sfTy7FfjAP5qfh6W64C+wN+M\/9X+vGVOnpAmTI9jt+WNiQBMGALDv2Ha5xFmszSox59SnTDHl1sATHYbn16AYgo8Vp5mDQfVSB+KCNTDf4gDAmPfAG0AQoJF5mB7fw7Y25ov8AnY7deu+IqNVGLKrgmmYdQbqdxM9++PU5jF98Byj9OSHzMptpCVJ9bof5XxY\/0Woh4bRm511em\/O0k9Pl+7BvjnwsnEKyI9RkWgIGiLlwrHVqBBAAQgR1M9Ma5bhi5LLjK069Ty1kzKhiXcsZZVkAzFot2wE3Eq7O60aAELJIVQQNwBG1ubfuMB5zKCknmZiotJFAU6puWMwkDUxmBtJM2wHmaAKikocBhcq5URNyxLAt8zeeu2I8pwmmK1M+XrAi5EtzFhM1J0CVmNM2HUwNI5N4Zf7NmVq6ZNF773uVO8FTExO5ge1n8eeOaOZo+TQ1lmjUWsF0mT1MkwB2gnFw8WeCaNeXVqiVGUSacAPIAGsBYOwkiDE+2E3DP0ZU9NSlLnXAaoYDKAQ0LYhZK3N+2IA\/0LUiama3krTBBMWLNNvaw98X9vAuQLFjlyzEzJqPI62JblHYA498J+D6PDy3lvUfVp1a9NtO0aQJt74fUc+rMRqgLv3v0jof64iudZvwTlTVZfJHLYnW9w1xJ1GbED0O3fG+bYZOm0rCUFkJuSigQoLCd9z333IxadY86q0aV1\/e\/wCQG9yJkjbp7Yhz\/Dlzgq0nVgjIVDxDAnquqZ3JmJ27YqOKPxermHatXOoBw8dgWUaVHWAoAG5g9ji\/5rjdLy6Xl+f5dMEn4NFTzCCKh54Okahe4BF8Mz+i3KaRTFeqGiSNVPUQLCRoI0\/LefXA\/HP0eZTL0Gqu9diV0hQVguQdBhVgRHT6ScFD1XGZoM+V+IBhTkKTMFkvebMLesdMVLgXi2sGJzPOiJHl+Veb6bcpgRckiwOOi+DfD5y2VGliEksPMUHWTo7gQBBC95J7YEznBMsasq1RKzyzeW8G4\/CVIM220m19sKineMvHhzVKjRKz5Y1OWi5C6YGnm+93Ewel8R\/o+4Z5qO9QtAclYkSQACZgRGDMz4JpU+dmLAMAVY6QZMhZXY9JEACx74t1XKeRooqPLpgaVWQbmZMAmB+RJxYFOdq06bsS1WjSQhzLMyuVCkMUje8zG43tij5BBm80DWGg1akaAT+rULJmY+FFBHuO8i\/1uDKaT02eowd4LEiRcESWsSQsTBJHpbAPCfCq03eoHqGoEKBnuyE2hNhMSLz6xOFRZ\/LHKEZaigTEkkA\/CJNoibAdT6YNzuWpig1XSNYXkANixsoAmAuoi3bFZpLUWovMJkAAiJLAKZKAA25rWtI2xa8tlPNpLl9Q1UVAblb4gpSTJ5tj8JtOCl9GkaxKWIcH4lZQQIUz1tAHw33wwNOpRpAPFSzBUbqSNTF2EdeXUVPSbm\/uXyVUKQtQgs1xpAhRywsbiZIt133xP9memw8tYE3UsP1p3kauYNIve4+REGZWh5ieYNfMJhXJB6X2VYP4JPSSBcv9f2T9l\/8AXhdXqPQCDSaupo7Q7SbBRBUkkkbCCewxH5md\/Gv7C\/68RQ68L1ksXd6hPM7mS0mSNrDpAAAAA2GGXhl0OtAb6i407BbLAPUyL++POPVKzUEXJ00J1ANP3BpIBERrOqOvT6K8lTqUJNdrgaiwIXmkNcTt9Ld8VDbjlVMojZtAOR0NWbFw36vTfa5U26iYN5Z+H+IjM0lrKGXVMoSJUgkbrvtIPaNsJuOPSzeUJp\/rUDrqtp0FZYaw0FYMdCbjvOAPD\/EKGVqk1H0hkI5VLDlhpJQG8Tc7fMSwPKtUCtXJJID2\/ZUR8iCO+E3ESDpYqecxykC\/QEsRqJg2Emxt0wFT4qlWKnnNSpsxqN5g0Al5O7AgkSQF97dtkrpVWnVYpTLqNPmMoKKQGIEiAdO\/W5OAKymVZnARtEEkkHqBEsxtaTAiOpm0DU8+zMGXZjILqDI2B5CI5VnmgXwPnOLB6bUcrDapptWm6gC\/lqokiNmsLyLQcTZOjTpBQzRsIiSxgWANhuJ2AttOKHeTqmorakIBbSNJZTp\/He6ddhOx9gs3SNOhopozFv8AeOwIJkWW9zPUiYFrycN8mu4CkbyDBjqJ7\/LtgPjlQJRZRpLsIVTNyxvAFx6n64io8nnneh5OimgA5jqmBvEQqrfqSQBGCsvxOn5RaortpUnUYbV1jeVJBBvb1xT0yrVIVmSoD8cWLSY0gn0k4tnB6aiiACCNUMAdWnaxImYHQThYkb5fJSnmFQoJ1MATZSLSTFoAF\/fDKi0KH6yVSNoMXvv3v2GNUVai+WoZFH3YgsAeXbZbTFj3jbHjyXCaeQKNLA3M\/FaPQR3ucRUOcp1FD1Q4c6NqiAiFJI+ABpudzF9sVmtXqVqlFarHy5LMGChZEBYFp3MT23xcczSp1F8smQSNQBjYyFJHrEjtvvhY9EVK1cVQfLpBTSC2iFljtzHVaJiFUQLzUacW4wlWpUogVV8jdzpFN5jaCS0Qem4OFGSQqxYjXbckkgWM3Btcz+\/riLJ5ytmGV9TeWink0ydTCAJn69sOOAsyVCCpOq2ppGmPfYTaOpjAIs41MyfLd+exmZItA6xEiRsDGDvD9BUqM73VVaRBOk9dzse0fvxL4lySpWptOmm4cMASBqJHNHw9+n8sKwhJBAaGJPxRIBuY\/FvJMbjvejYUw9XSmvUDZhaw5hOrsQsRHY2nEVLJOSQ1WqZkSeg3LHVJJiOabap3wXmss1WrTYRymoRqF9MiDcG94v64SVc+QzFS2mYknpAtawmLxbt6hLVpBqi0qfxlgqkdgu8nqCep6Dti3HLVYSHpjVdw9MnUTsBdb779\/fFJ4PmPLzFKqVYqHWQLDSx0luY9Jn\/2746rRCuA42ZQV9jed7YUhTRoOhJ1oATADwqiIvq0zJjba57Y04eKSqSSrMTLszA32mTttYT8hbEGazGZRinkJVXZS7tEWu7GZkGYCgCDc2OEdHJZ8tr+1eUKhPwlGCiSQFV1YKBsIubH1xBahWVqgpmqBUMsqAjUFgCdJMkCR064n0t\/xG\/\/AF\/6sVng\/hLyy1Wqzl5Uh7F30g3ZnXUTBgHsTO+LT9s\/zP8AU\/6sFK+H+YzKgJCAkkGCWJEC5tHUwJkD2M\/iLKIlDzDZaTrUaFYloMGdN23mOsRg\/i+U01VSmSgKknSzdD7iT0wGmSWpUpLUJq02aYcki1wYJ7ix9PYni5es6+Tr1vvJv7z+sdiNcrRzCWSVEamMqfpCzZj6b9ZGIc9ksu7po0sFQggGRI+FjAN9MQJtFt5N0oZGIIyqH1VwsTAYWJ9et46Yz\/D4MjJLNrioLC0ifaf3euO1pRUyQFQKzsSTquYXoNMTfcTv12OJxmFqPASSvKeUfFYxeNjE9vUi10qcLBIP2Sm0gffuDJ6mZEAf3sVleCUdGlsuiAzKgyL39jfA1Qlp00CuWprqNyTzGYA0kAknV0jr0OI65NZ5krTTlVdJHN95pZQxmBsADciQZx0Kl4cyqxpy9NdPwwsaeto2xsnh\/LAkiggLEliBdidye59cBQnqVnQKtRgFEMPLImB3JJm3SL+2FI4SFXSF0W3gzvJvuJkmfX1x1c8FoEFfKXSdxeD7iceng9H\/AIY+p\/ngOZ5PJgSAVBPp8XuCJ\/ducNuFcGZ4bUNOrVYm5Gx5SLj164uf+BZf\/griSlwqks6U0zvpJE\/Q+uBqj+JcqvxNq5nAufi0gxYWAEfn64MyCnSh1MAkryk3FgJi9otHTFqrcGoMAGphgNg0mPqf7jG3+E0fwfmf54GkuVoinFguo8onc\/PrbGVmCB6hdVULLEyYCiSd+wJw7PC6RMlL95M\/vx5mOE0XUq6BlIghiSCOxBMEemIa5L4Z40fO1JqFOqQdFWPgZm8tesQDe4gg46I0qdVQAqAYRFkD6SWPzj0GDh4cyouMvTBkH4eo2PuO+MzPBgY8timmIW5W3SARaLRMbRBE4nO2TZNRWczlDXp6XBFQgHUB8J9On0O3rhNTpjV5byziFI0nYG7GLe3QD8+g5LJhhzj5Bm+Y32\/v0Gz8Dy5maSmbmevT92HDl2mrrm3FF+BYtTkLHqF03sEufik+94CFaDKXGkGAJvFtx8V9gdr47P8A4Hl7\/qlvviM+HMqTJy9OZmdPXvjeo43lMg1WoKQV7soOm+hdQkmJgaZuT\/HHVstlQshOVZJO4BJMkx3v27emJcplqfmPTWiFA1fCWEwY9rzOCHpCI8hyB\/nMD2v6nGOPOc5sJQ1SlO0HAzZIFwSNli0ie+3y\/PDuhkkK3Qr6am\/njc8Pp9j+0388VdV915pBaYIHM0Rbp8JIteJue5wL5zfhp\/sn\/Vi0\/wCHU\/wn9pv540\/weh\/wlxTQ3GuFvUZalNwGUEQRYg7\/AL4gjAnC+D1fMWpVYDTMKPX2sO9pxmMxy8vR+Pl5O9379\/xv2zib\/AVEwrTa4qRsCv4Y2gbXi83nP8CXbS3rNSZsReRffHmMx1KkocGVCCocEf8AqHsR29T\/AGTjKfBlkHS0iP8AxNukwBE2GMxmAZ63\/AP2v6YzzH\/B\/wBX9MZjMBsjNN1gd5\/piTGYzAZjMZjMBmMxmMwGYzGYzAZjMZjMBmMxmMwGYzGYzALqVGt5jEtCmYvPURaLWkfzxOadX8afsH\/VjzGYxw4dZmjZqdXo67dV6997e0nHnl1Z+Nf2D\/q7f30xmMxsSUleeZlI7BY7dZ9\/qMTYzGYD\/9k=\" alt=\"PU 239 - Is\u00f3topo Radiactivo Del Plutonio Foto de archivo - Imagen de pared, grunge: 110536822\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxISEhUSEhMVFRUXFxUVFRUXFxUXFxUVFRUXFxUVFRUYHSggGB0lHRcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFxAQGi0dHR0rLSstLS0tLS8uLS0tLS0tLS0tLS0tKy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAMkA+wMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAACAwABBAUHBv\/EADYQAAICAQIFAwMCAwcFAAAAAAABAhEDEiEEBTFBYRNRcQaBkSIyocHxBxQjYrHR8EJSgqLh\/8QAGgEAAgMBAQAAAAAAAAAAAAAAAAECAwQFBv\/EACURAQEAAgICAgICAwEAAAAAAAABAhEDBCExBRJBUSJhMkKhI\/\/aAAwDAQACEQMRAD8A8mhkHRyGKEh2smme8oLyiXIGwBzyleoKBbAtmvIV6ohsHUBtHqE9TyZnIrUAafUJ6pm1E1CDT6hFkM+smsA0PIV6glyK1gGj1C\/WMykVrANLykeUz6ytQBo9QpZWI1Fahhq9Uv1jIpE1gTZ63kiymXUXqANazP3CWZmPUWpgbY8z9ynmMusmoA1esEs3kx6gozASlxYakJgMBGUyynIXZTYATkC5ANgsAPUDqBYNgY7KbAbIID1E1AlWAHZLARdABaiJlURoNgVlWVRQAVkbBZVgB2DZRAC9ReoAtDIeomoFEAGKRaYtBIDMTLsCywArLAQSYCAixtmeLDUgKCYNl2CwCFNgtlCJbZRRQGuyFMsAgcUVGLbpbvpR9ZyT6T1JTzWv8i6\/dlPLzY8c3kv4eDPlusY+Yw4ZSdRi5P2SbOxwv0vxM99Glf5nX8D0Ll\/L4Y1UIKK8I6UMJzOX5G\/6x1OP43Gf53bz\/F9E5H1yRXwmx6+hX3y\/+v8A9Pv1iCWIy3v8v7aJ0+H9f9rznL9C5O2WL\/8AF\/7nP4v6P4mPRRn8P\/c9V9IXPETx+R5Z\/aOXR4b+NPFuK5dlx\/vxyj8rb89DI4Htebhk1TSaPmub\/SeHJbgvTl46P5Rs4vkcb4ymmTl+NvvC7ecUQ3c05XlwS0zXxJdH8M57OljlMpuOZnhcbqzSyFWSySArIwSAQohoWWmMGFgphID2lFopstMDhUQ0BAYgRigWwgQMJTCaKaEQSEZdCSUEkWonS5Fy95s0I1tacvCXUhnnMZbU+PC55ST8vpPpLkSjFZsi\/U\/2p9l7\/J9diiVDHXRdBkTz3Ny3ky+1en4eHHiwmMaMaNeJGSDNOOZlyT00xRdALIXrKy0toW4luQDmEGgZEY8sTTkyGbJIsxSkc\/mHAwywcJq0\/wCHlHmHOuWy4fI4S6dYv3iesSPnvrXl6yYNdfqx734fVHR6XPcM5jfVYu915yYXKe484KDcStJ3dvPaCWQuhooiIhdABRCSBiEhhCURlWBwEWMQEUGgKIRkQUFYjhTCTL0B4Y3sRtSk8lDcaVblyxNPodHDw0Kt7+CvLORbhx21z8MNWyR9t9B8OryOt6W58\/iwSb2jS+D7X6S4ZxUrXsYe5y\/+djodLi1yS\/p2HEGjVkgIcTj7dkCkGsgLiCBmrMy\/7wxDKFqDTR64PqiAkg1BoUsgEmQtRGNIgc3DqcZRkrTTTGwhY7TSfwPeiseNcdwijJqLtJtfhsyyxSXY7nGcLJZJPtb\/ANTJmireq0z0eHJ4jzPJxat\/DlsJLYZ6dN2XDGn12ZdtnkJaLLlEuI0VxIRkTGSFJkkUhnEggrBiMhQCKURmLYFbhtUq2+SNSiZVZHjarV09w8WG+vXsdflmBNb\/ALe6q2U55\/WLuPj+9Ihibrbatr6H0fKOXV0SbfXYdwHKoygu7TZ9HyzgqX6jl8\/Y8ajr8HX15rLDlrfSl7nY4LhdKD9Oqo0YUc3PktbpNM+SFCZRN0oCJQK5UpWZwFuBr0AuI9pMigTSaVDwVp8D2NsziXGHg0V4CjHwP7Bn9NhRxGlQLWIX2GyowGrFs\/gZDGaI49iP2Rtee834DS3UXv7HD4rhOlt7+D1LiOGi10Pn+O5PF9b8HQ4e1rxWTl68y8x8Bn4WOn91NGaPCyfb7n0fMOGg9WLv16f6M5seHWGVKbfh+50+Pl3HM5ODV\/pxOKjUmgccTfnx6tV1f8fwY8UHu12NWOXhjyx1VSg12K0j3JurESVfBOVXYqcRYyxaJF4ApBRkVGIxRVbiJIZqY+c1JX7fkXgim1dDZRk\/1RXT7WQvtZjPB3C8TjcdM19+h2eRcM5PSpJRatJtNHIywhKEXFpN9u9+WdflXDKGi09T22kq+5l5r\/G6beCX7Tb77k3AenGr\/mdaHQzcBjqCXjqaUzz2eVuVd2TU0IbhXUz6jVwW9leXoVcoi\/TNTgVoK9hicAXA2Sxgyxj2e2T0ynjNTxk9MextlWMJQNHplrGGxspQCjAdGIWgWy2XGAxRpBxgXkVJi35JikhWWAyyTRbDcHmXLVK9lv39j5DjuDlHJ1Tq9muv3PROLjseb875otcopS2bV11fwdHp5ZZXUZe19ZjuuLxM1F3p3e99vbYVGS6\/n+gzPNOKSj8y7piMqp1ba7Nbfw6HYx9OLn7Vju37Po2Lmq27Fue1dV2YvUXRTQyQqhsmJJoLiHOXYVFjFLsIovFNJpmqHEreLb379\/FmXX2H4kndx37f0IZRZjdem3CkoNuKmvD3T7Ojv8p4eEmpaZxSSbtN38WfIRh3W0rW26PpuXczyQpSvor3tO318GTnwuvDd1s59v5PSuFrQq6eQpsxcv4yLjvJdE+o3NkrucC43buSmSkdHlUrizgRzyk6j+TvcnhUWQ5JqHfToOJTiEiGZXsEogOI4GhnKS4kURskVpAy9JekPSGogWy1ALQNSLoZbLjEDiv2s0JGXmc6xyCexL5czUMs5frtukbMeXerNFxWUzMtjzfmvGLFxEqqt27737Wfe814nTjb\/geW8wn60pTcO+\/aq9\/Bv6OG7bfTH28\/rjNe2SdOM5K3vcW31T8GbBqm6baW5u4zJqglGNbdl+mKXyZXNpJLvvfS\/sdjH042fspY35\/AeSqS9u67\/JVNbu+hSl8l0U0rJjVfHcSomjK3vsZkyUR\/KkMrYBItoCi2i2qqrRI13K1CMxttN9hvC5ckd4vb+XwZ1PYZ6q2tdH79iGU8ek8bq726XDcym5Q1K6kqf37o9Ajn16VHr0a9kebf3mEmtSkqap9vNmvh+ZZI6rtLepRb3vyYufr\/AH1rxp0et2fpvd3t6rw+NRVHT4CdOvc885R9VqMYqaemuratNH2PLOYY8qUsck\/5HG5+DPD\/ACjq4cuHJPFfSWWhUJ2g0zCBgk1EYgjIirLQBEEkUgxirSLKsljRU2YeaZNtPubW+7ONzDOt5N0kSwnlPH25XGYnH9UQMXGRUdT\/AKv2OZzb6lhFSjjty+Pw0fI8ZzfJOWmaatbJbJPsdTi62ec8+FXL2sMP7fQc55w5xehpOnu62R8PPLkcZXLbut91fsH6kpOTnKopV437JIz5W7q3XTvX4Orw8M45qOP2Oe8l2ZiyyppT2a367+CYWr77UKls6\/jVDYNVVfHuaNMu0yz1fboirJRTWxKFaVkewpMblQESURnsCDKRYyi2ym\/ghLEYlXf+gFEooQMjCOyt+fBc043UvApXYTRHScrVwudpU9LXWn+Dfi5vlgv8OWns66nEVX0sP1OuxXlxy+4tw5ssfVfZ8v8ArnPijp1a\/Lj0\/J9Fyf8AtAUl\/iq1vvHZ7dq6HleLJXsaG\/8AtS+DJydHiy\/DTh28\/wB7ewcD9ccLkX6nKD8rv4o6cuf8MlFvNCOtXG3Ta+DwiE1q2bT9\/I6OR7W722b\/AJGbL4rj34ti7HvXXmPd+B5thzNrFkjJrqk919jcmeAcNzCUHcJV79ep08P1Ln\/a9TXtb67FGfxeW\/41bj3cL7exZuaYYNKWSCb26\/6+wcuY4tDya04x6tbniceYtv8AUv1b1K7Svv5YD4nJFOsjq\/d9feiU+M\/sXuT9PZsf1Dw7i5a+nVNbnF4766xxlpx4pTXeXReGjy98TOP\/AFN\/d9SuK4vJk\/dKl4LsfjcJfPmK73fHieX2nH\/2gZW5RjCKS\/HT5OTxn1Xkybfqp9tlv48HzGXJts9vb3Eub7Ol0o04dPinqKL28\/22cw415W1WlfPsIjlpWvdUn7Lu\/uY3vfQuMTXMJJply5bbun5OJbbvdt\/axU8rfUFF0WSRVbaYsjfXdkjYMQ6GS4ouXyWkU0AKmxaGyQuJIokUE4kgHQFC6Boc4gyiIyymg2imBAI2E0CxGiZJNEoqg0E2C1P3BLQtHsWtltr5ALoWj2u\/YuE2ns2DQUUg0cp6nZaAihikxaS2JQt9SZFt1KjOuwEmLQ2CaAoOYuTJSIWqikVQSLJEmktIlBJBCXEMpDIjNUYhaA4ouQBmmhaSH5EKixiJGIxRKihyQigNBTxj0iNCS0yygLaNbiJljAtENAtDtBWkZE6SaRrgVpAF0TSM0lqAGWohKJohiGLCKhkcAowNPpBRxCORnSLo0Sxg6BGSkVJDqAmgDNMqhsogqJJEFF6RiQSiMgJBpBKIaiACkGkWohxiBpFDsmDuiscBi2AMeSAmjoTxqQC4Vf8AGMT2zxgPjAOA3uAK9Mmgei0RqcZZYmLnjN7FSFsaYnjAeM2sAZWMnpk9I1EYEy+kMhiHjcfX8gAQxhuA4pCSIeMigOKiAKlEHSOYIgz6BeSJrYmYxYz6QXAeChoFqISiGgxgCgGojIhIAGOMNQGRDAAhANwGxLQBmnChKmzbk\/5+TIxwfl\/\/2Q==\" alt=\"Plutonio - EcuRed\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Plutonio 239<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Al pensar en\u00a0la desintegraci\u00f3n me ha tra\u00eddo a la memoria otros materiales que tambi\u00e9n se desintegran de manera natural y que son materiales f\u00e9rtiles, o que sin serlo, se pueden transformar en otros que s\u00ed lo son.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Al hablar de material f\u00e9rtil me estoy refiriendo a n\u00faclidos que pueden absorber <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> para formar material fisible. El uranio-238, por ejemplo, absorbe un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> para formar uranio-239, que se desintegra en plutonio-239. Este es el tipo de conversi\u00f3n que la imaginaci\u00f3n del hombre hace que ocurra en un reactor reproductor.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Lo explicar\u00e9 con m\u00e1s detalles:<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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\" alt=\"Nuclear Fission\" \/><img decoding=\"async\" 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\" alt=\"Uranium-235 Chain Reaction\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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c5+kxyZHF0jrwadSg8k3SMPGNHp0O\/TO71Z2kWY3o2M9wAGHfyHaTjyOTpjPp4xgpwdroecqk9gT+gzNkm+hyNo6tborKW2ujIcKcMpXgjPnNsmJwdGOPLDIri7OrwOxEsax0FnSrZ0RhuVnyoGQe4AJOPpObPJxhwd+ihGWR7uybo+n1Xj+ru0K2liKbLmrdV2h3C89hztHH09OxmePo\/JXUOU5KTjUfyKeG\/aS3S11Cknda261gex6mOA4yAAFHBxzzM25SdN9DoioYsalFcvqzz9XTqdbSmtZN4sseq1lYLsCBcHaO3ynvjHyyYvyyMmK0pQj160dnh2u0r1LVbpxqLqfua7FeytmG75UYA4YZ7cZ5PMmcrkn9xXTQW2UV\/c7ODWBCWZMhX06naTkqQFBXPmOP7nqpqWNM8lf3Ozn1WDWhxyi1qD9GDnt+qytcF75Oq3wwiqy5a26aNt6gO4AhsHcMcTV46ipeTD14ep6d\/F4NdOwqFmwEMEU7t3PO0HHp+My88O\/E15NMWb08ql4MtB4MHZC71rWME2uSXXBGflxyPLznj5ITx8SPTxLHllcOe9f7K\/aV1e5QoBW59ocDDOikKpPqSOT9ZE4K\/hIWeUr39Vf0O7xDSizRrZSlKmmpOoiE9YAEAs4PDZyMkeZGRIk6ntiaLHvwvLPr+64OfwzS1sBbtBsVia8llYgDjIIwf2PlPU0WjhkjvyHl6jWZIPbBlNRSm9jg42dTGfM4PfH1nROCUtqMYytWYakb9mQRWKi2B2yAfPHfgCc81zRtF8WcbVGzZtAVRlBl1yTuycZxn8QlXwSuSbVBNjEbgritVztAHzf8A5EzjDcy7lSOijThq7FXcflBG4D5PnXIGO+ePTtNPd3VmbzxTN6vCrLQFCsFVFNhH4n2gDA+mf\/MtHTbnVmctZjirbMtR4JeTkoQOygA4A9BOlaF9qMP6hjfc5\/8ASbAcEGT7jMv73B9zdfCLByVIH6S0dLT5M3q4Poz0tL4fpq06mqZwCcJXXtDtjuxJBAH7HP0xObWahadqEVb6noaLSrPB5ckqjdfNs4tdRp2y2nZmQHBD43Kceo4Pnzx2kafOtQmmqaJ1WmWBRnCVxfHzTPGtWUmqMos52mDNUUlCxEqSIBsLsp02ztDFlI5wSADx6cCZThb3I6ceZen6cunUz3ALtGcZ3EnzOMCTCFO2VnkW3ZHp1COR2JB+hxNoyceUznaT6nZ4h4jbe26x3c7VX5mJ4AxNsmaU2YYcEMUaikjq8AFQay24b1orLivJG9ywUbsc7Rkkjz4+spSad9DX1JY2nHqelr0RtPpHo3obFtyiuUCDqtj1479xOKUK+JdGd6z+pBY5PlfhydPiviCVXV6c1VrXpia6xwWtZuGtZhgtng5PHAxL5IpOqObFlm49ePHY8\/VX21W0OUNFLWi3ZtNdZTFZKrnuM7h+30mWWMU2kduly5U1kn07\/NEW3V0r1K0emy6+1q9z5RAjK1e04B9RuPoJMocIyjm5bjGjS+620b3rfqvWEd\/8G5\/GTjuQB5zt0zl6dfM59Ztc1Lo65KCxcbCEJC1nlhtLKGBXPb\/L+p2xaS5VnC1b6n1+m+1KJpDW1QS52wq5ArOOdzHyB+nmfLvNMk\/UV\/keJl9lOWo37uPPf6Hg0o17MCi12XFK1CcVk9xhRnAGxeR6yYye3nsersqkrf5s+jo06vpiiaK\/UNXYtfWL9Kp+mCSvAGPx9g+T+083PJZpW+3g78E5YYyiv8vJ5Or8Q09GzZRw1o6td+61KDWVB2izlQfm79wBOKUne2PB3Y4RjjWSatvoQngD2h9UKLNIXXYEG5AFI4tCglqxk9iuMDylseKcnyM2pxRh9n3VNeDbxClh0iwAWvbusJ+ZiMccqpzwccT6HTaiGaChDqup4efSZMD3z6Po+x4uoJZtyANlNrpnB\/b6dufpK5k1K0RiaaOF0HUCZIUkZG7zIBK+\/Ewk+LNo9aKYKlCV6a1sX5bJJ44Hr+ETmdtmypAZJYhTYjtv+Q\/Mp54PBx3PlJUnFhq0ejpNdtWxdqB2UbUX8QUMpIP1\/vgzb1bjTObJp1Jncnj+zYEVVtrVT\/3ZGWU\/Xk\/rzLXCrOR6Dc2mzp1P2xsXaQqruGdpGSD5idEMuGuUzjfsSHk8jVfaN7W3NjP0GJtHWRjxFHTj9nRxxpGn+vO4AJ4hZYN3RX3CMXaOXxWsalVGdrJnHpg+U5dbo\/eJLJB89OT1NHqlhxPDkTq7TXY5tPQKayudxY5J7D6YkabS+7xbk7bGo1PqpQivhXP1OG8zHITA5XnNI2RnKFiJUkQBAEACASJZEG1NpU5HmCD6EHuD9JdMq1Z6HiNrak1ItZsAWuulaxllOAoqx589v\/vM491LZI9DNi9SUZ4u6Sf08l\/E7LHGnqWtWt09fQKbN1oKuxAbHLEA4+mMeUPLJOn9CPdccoL0uZf5V3ZQeKlq6tPqAbgljMqsxHS3kbgMds47TNSkro2ahLZDIuVxx1S8Gp8Wst26dwp0+lW5ahtX5ASTkHHcnBnXh+0l8SPOyXgbWOXf8TkzPQVLhHI227ZIMlMrRpXNIlWj0K\/GbdLUOhkWWuVdl\/GRgbUHnjOePM\/pPM18pOai+lHsaGsenc4K5N19yOv7Q+Ma97NNTZaWCLXWdrmxa3OA\/wCpB\/2mW77NbP2zGeKXrtZurf5Gh+2q0W4Gnos6RATr0pc+5SNrs7DduBAOc+X7TmuUvjb5PQn6OOXoKPCf1PM1XiOtXVMCbFy4c7wVOxvmG7Plgj9Z14ss7UmeZqdPjhKWOPbg9Gjw1Ve9k1Ndi242BgUO8tnpkcgd+DnB+k00GRLUbvv\/ADNtbB49Jtu02ufFHmag957WRniQRyXDGOQcjPGeOex+v\/mcszeJzNMGaozaZsuipMq2SVLSNxaiN0jcKLoZZNlWjorabxkzKSOpLTOmM2YuJFlmZEp2TGJyWGc02bROdpgzVFDKFyJUCAIAgCASJIJBkpkGlVhVlZSVZSGVgcEMDkEH1zLEfI2e1Ws63zLZncdrYG7vkHuOYljjKW5kRlKCqLIL5bdgbiclsc5kLBBOzaWqm\/v89y5tJ850Jo5aI3SbIosGlkyKNEaXiyjPf8O1davo9OKhYrsl19m0FyqsWY7sZXYoIGPMfWcup+KSjXU30+SULmn0PO8Ntor1V+pz1q6N1tNTE8t1AE3jzAznHrOTFjSbT7fmdmrzKbWSHVv8Cp19GqfV2tRuuauy5XQlErcHcW6Y4IIBHkBkSFCMk+36B6rJGUW6bfFvqY63xa\/Woq32EuGRaWdjkKFIK59Pw\/TgTGMXupHXPKpYPtOHfX9SdDVTU7ae1+pZ1V2vUxKJYuec\/wCQ5wf6kxbjNSIjHHkxvDfXlPtdFr3yST3JJn0UmfOqNHK8wkbIyImbRdEbMyNpO4g0mR6bG9FGpMq8bLKaK9Iyuxk7kWWsyygyHI3rrM1jAycjoWszoUGZORWxJWUS0Wc1k5pG0TnaYs0RSULkSoEAQBAEAQCZIGZJBYGWTIosGlrIosDJsrRYGWsiiwMsmQ0aKZdMo0dum1b1q4Q4Zlwp44+ZWI\/Q4Ex1UZOKlHszs0M4Rc4y\/wAlRn4StQayy5HQmuxa8MOm1rLgBgRnbznvxxOGU3TlFcnTp8EN6jmfHjz4\/ky8K8Rt09pKAUqwZbSARuqP4kJP+J9POUnNuNI00+P08u6S4V9To0l2jqtr1TK99S2YNLMUzgZA3DnHfy8peGSKfTkxz4W4Kalab7mS6asFbUyA4LAMclcsRj69u87MOki6m3Zyz1jTajFJ\/voHM75M4kjOxycZJO0YGTnA74HuZk22XSSKCQSdGnAzzNsaVmU2z6DRaWhgM4z584m\/KfQ8vLlyxfB2XeBUEZDD98S8XbqUTCOuyp8o59Z9mQgBDKc+hlljxydUa4vaTk6aKD7MtgNkEH6yPTxJ0W\/qauif+HXAzjj9pdRxXRH9Ri3R0UeE0qu++wUrnA+XezHzwuR7kzHVa3DpqjVt9j09DpMusTmmoxXd+Ty\/FdJUMmpxagONwG0g4zgjy7zLHqcWpi3FU11Rtn0mTTNNtNPo0eBcJyZC0Tlac7NkUMoWIlSRAEAQBAEAQBJBIMkEgyUyCwMtZUsDJRBor8Ecc48gTx6Hyl0+KKssDLplWaqZomUZe1Q6dM9gSykeRIAP+wlcuJZI0IycXYevdWlbMzqmduW\/DnuB6D6TB6KNcPk6466VbZ8r9CBp02hSMgHI5PeXho8aXJlk1U5cLheC7N7AYA9BOlVFUjm68kLgnBOPrCpumS+Dezw24Kz7SUQbiw7YzL5NPkgra4M46jG2o3y+xxTnNywbEsnRDRsmoI85rHM0ZvGmajxBx5maLVSRT3ePgt\/qj+plvfGR7rHwdFPjVg\/yPvLrVJ9UZS0UH2O+r7QvjBPE0WTG3dHLL2fG7o87x2xtQqbWwUzxnAIPM8z2jpnkyLJj54po932fmhj0\/oT45tP7zh0imqtlJyWOT6f+8zPSYXiuUur4LarNGcI448pO7OW5pM3ZlFHO052aooZQsRIJEAQBAEAQBAEASQSJJBIkoguJZEFhLIqXUy6KlwZdMq0aBveXTIaJDSdxWhujcKIzIsmiMyLJPsfAftbptPpzp7abbQylGI2HcpBBHJHHM6J590VHnhHh6z2VmzZ1mxzSp33Pk66C7bKlewknaoUvYw\/7V7nHpOfg9xWz7DwX7MWCuvOibU3WgkrbaKekucD7verdsEsRxnywTOHPky29vCXc9LBDTxgt\/wAUn28GT\/Z7w8u+dQVJIVaaRvAfJ4Fj\/iHbjH7yuPWcVP8AE1z+z+W8X\/rfJ4HingV9DN93c1a89Q0WIAP\/AJ5GFPHbP+87G0u55cYykrS6HkGQ7JAaRYoutkupldpfrmX9VldhR7cykp2WUTFmmTZokZEzNliJUsRIAgCAIAgCAIAgCASJIJkkFhLEFhLIqWBlkyCwMsmVLAyyZFFt0myKAPrFiiMxYonMWCwkij7v7N6RdKAtmorodrFs1QRWewadACatw43cNwMjJHPE5PeVOW2C+vY6s2ilix78jS+Xciu7Ray9+ndqKAu9rdRc4sTptlfnVV4Y54C+fqAZjnnGSds19nwyRyRkop1yzyFo0mgFl2+vxFwwCGyshKkzjf0mJBJPGTnHHrMscof5Lk3z4csftMcuO7XVHTR4rrPEK7W0SqltTKWrFiVb62UglFYgFsgfKOeRxNs0ozxpvqmc2jebHmahynz\/ACeD474Xfp3+\/qag2AMFYAYJUMRgfhPP4Tgj0nRit41ZTVbPWls6X\/P5nlGWZiiuZFkkbpFiipaRZNFSZWyaIMqWIkAQBAEAQBAEAQBAEACSCZJBIkkFgZYgsDJILAy1kF0I5znscY9fL9pZNdyCMxYoZiyKGYsUTmTYo1osKsrDurAj9Qcw+U0IvbJM9yul9HZqb9QhbdSypWz5Km4FWLBT3VSeD2JHpPMW\/C1wevOOLVb5N9rrvf8Aw5PBvCxbpdZar9FCU6W84N1yE5rXHkFc5Y4Hb9plj3fFFdDLT5441LHN\/wBy\/d\/IeF6OrTDra8G2jULdUqVXqLN6bTuOM4wWXg98yrjJNNotjnjUZR3da6dvx8nFbXcGI0ofpFeoCgJZUx8xcjtjkZ\/2kb9ypmktPLHkvE+Otnd4hYXrZzcb2fomxWzmpwuM5JO4EA88d506XJw4P6GGuwbn68Kro\/vPEadDOBFCZQsVzIssRmRYIzIJEgCAIAgCAIAgCAIAgCAIBIkgmSQSJJBIMsQWBkkE5kgZiyKGYsUTmTYAMWQdGjv6dldnfp2I+PXawOP6lkyD2Udfh9Xazi2+6xa6FIBzWuHtJz\/lzXx3+Uzlmk5yi\/Fo6MayY8UcseEnT\/D9DzkV7dGx3LT8LYBsJK9RbdzZX6gqc\/qJS16ai3XJOyc5vJFWq5rt\/JPhmlouqel7HNqBrawm3Y74xsZj2z3z9PrKSkuIX9TowYVJSyd1XHTjyVp09qLcLHFPUqCBdxwV3AgceXHvLQVRaTXJllt5U8iar9o5Okat9Z5JI3enHIx6+RzNMeJxlciJ5o+nshzZixmrOdGZlWWIlSxEASAIAgCAIAgCAIAgCAIAgCAJIJgEySCRJIJBkkE5kgZgUMybAzIsE5k2QSDJsUX6mV2Hlc7hg4Ib1HsPaY5MW92up0Ys+yDhJWuv1Ot9U1en6SgWV3MGtLAGwOuQq7u4GDnHnmZZMLST6muLWbbglUfHn+DlvqVQOiWXcq7+oQHU+YGPL+5k8cr5RruxuH2bq+tkWqGFeWP3a7eByfmJ4P7zbHgrlnPqM+9pLmlVi+3cS3rj2AwP6AnS2ciVGJMqyyKGVLESCRIAgCAIBXePUe8jcvJNMbx6j3jcvIpjePUe8bl5FMbx6j3jcvIpjePUe8bl5FMbx6j3jcvIpjePUe8bl5FMbx6j3jcvIpjePUe8bl5FMbx6j3jcvIpjePUe8bl5FMnePUe8bl5FMbx6j3k7kRtZO8eo95O5Dayd49R7iTuRFMbx6j3k2htZPUHqPeLQ2sdQeo94tDayOoPUe8WhtY6g9R7xuQ2snqD1HvG5Dax1B6j3k7kRtZZb8dmx+hxG4bX4INg9R7xuQ2sdQeo943DayDYPUe8ruRO1lS49R7yNyJ2sjePUe8jcvJO1kbx6j3kbl5FMbx6j3jcvIpjePUe8bl5FMbx6j3jcvIpjePUe8bl5FM\/tP4av8ifxE5TcfDV\/kT+IgD4av8ifxEAfDV\/kT+IgD4av8ifxEAfDV\/kT+IgD4av8ifxEAfDV\/kT+IgD4av8AIn8RAHw1f5E\/iIB43U1GG\/5WvKsoX8OGBLKWHPGCu7H5XXzzANqGtNih9Mi1kKWYBSQTWCRj1DHH7GAZV9fIY01ldqAqKwPmzaWZc84wKxgjnPl5gRnUbmPRr2\/NtU084217SWB9eqcY\/wAceYgE2\/EbTimncVbbist8\/RVgecDG8sOcH5fPPAGqGwtg0oF3KN\/Szx8\/+Oc8gIc\/478HODAGm6nSp30otpKi37sMEG08\/L+LJC9u27twYBmp1BH\/AEKVP1TPO0HHfybIz54yO8A7tRR92xVERtoIOwOQ3mNuOccev6QDzdQuo25Spd3SQlGrQ4twPkDBcHJPJxjg\/h4gALqd3NNf\/Wxjau3p9Ujg7ewrG4k9ywx2KwCcXAr9yWr3W5cVVCwp02KfKSMHcAO3Of3IHToa2LqHRdvSBbNIUGwkY2nA7DdnPfIwBgwD0fhq\/wAifxEAfDV\/kT+IgD4av8ifxEAfDV\/kT+IgD4av8ifxEAfDV\/kT+IgD4av8ifxEAfDV\/kT+IgD4av8AIn8RAHw1f5E\/iIBrAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQD\/2Q==\" alt=\"Reacciones en la fisi\u00f3n del uranio-235\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSbA_W7WU77fgwWTfU4nzUupUCl7v5Cc2Yw1Q&amp;usqp=CAU\" alt=\"Uranio-235 fisi\u00f3n nuclear energ\u00eda nuclear energ\u00eda, energ\u00eda, \u00e1ngulo, Fisi\u00f3n nuclear png | PNGEgg\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">El uranio-235 es un combustible pr\u00e1ctico, es decir, los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> lentos son capaces de hacer que el uranio-235 se fisione, o lo que es lo mismo, se rompan sus \u00e1tomos en dos, produciendo <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> lentos, que a su vez inducen otras fisiones at\u00f3micas. El uranio-233 y el plutonio-239 son tambi\u00e9n combustibles nucleares pr\u00e1cticos por las mismas razones.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Desgraciadamente, el uranio-233 y el plutonio-239 no existen en estado natural sino en trazas m\u00ednimas, y el uranio-235, aunque existe en cantidades apreciables, no deja de ser raro. En cualquier muestra de uranio natural, s\u00f3lo siete de cada mil \u00e1tomos son de uranio-235, el resto es uranio-238.<\/p>\n<p><!--more--><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">El uranio-238, la variedad com\u00fan de uranio, no es un combustible nuclear pr\u00e1ctico. As\u00ed que, el uranio que m\u00e1s abunda en la naturaleza no sirve como combustible nuclear. Podemos conseguir que se fisione, pero s\u00f3lo con <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> r\u00e1pidos. Los \u00e1tomos de uranio-238 que se rompen en dos, producen <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> lentos, que no bastan para producir o inducir nuevas fisiones.\u00a0 El uranio-238 cabr\u00eda compararlo a la madera h\u00fameda: es posible hacer que arda, pero acabar\u00e1 por apagarse.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.reyco.eu\/wp-content\/uploads\/2022\/09\/647195850_221557208_1024x576.webp\" alt=\"Central nuclear \u00bfQu\u00e9 es y como funciona? \u2013 REYCO\" width=\"676\" height=\"380\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Supongamos, sin embargo, que se separa el uranio-235 del uranio-238 (trabajo m\u00e1s bien dif\u00edcil) y que se utiliza aquel para hacer funcionar un reactor nuclear. Los \u00e1tomos de uranio-235 que forman el combustible del reactor se fisionan y esparcen mir\u00edadas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> lentos en todas direcciones. Si el reactor est\u00e1 rodeado por una capa de uranio ordinario (que en su mayor parte es uranio-238), los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que van a parar all\u00ed son absorbidos por el uranio-238 y, aunque no pueden hacer que el uranio-238 se fisione, s\u00ed pueden provocar otros cambios que finalmente, producir\u00e1n plutonio-239. Separando este plutonio-239 del uranio (tarea muy f\u00e1cil), puede ser utilizado como combustible nuclear practico para la fisi\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/pbs.twimg.com\/media\/Dvan5skW0AAwHkX.jpg\" alt=\"Operador Nuclear on Twitter: &quot;Formas de utilizar torio como combustible nuclear: 1. Aditivo (5-10%) en un ciclo de uranio, compatible con los reactores actuales. 2. Suplemento del ciclo de uranio: 90% de\" width=\"617\" height=\"438\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">De esta manera, el reactor nuclear genera nuevo combustible a partir de un material (uranio-238) que no lo es. Este es el motivo de que al reactor nuclear que hace posible la transformaci\u00f3n se le llame &#8220;reactor generador&#8221;.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">\n<p><img decoding=\"async\" class=\"aligncenter\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRW_1ptnKvJSxa7Twkg__-DygouocHM4Pjyxw&amp;s\" alt=\"De materiales y radiaciones (La imaginaci\u00f3n del Ser Humano) : Blog de  Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Un reactor generador bien dise\u00f1ado puede producir m\u00e1s plutonio-239 que el uranio-234 consumido para ello. De este modo, las reservas totales de uranio de la Tierra (y no s\u00f3lo las de uranio-235) se convierten en potenciales de combustible nuclear.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/w7.pngwing.com\/pngs\/448\/342\/png-transparent-uranium-233-thorium-232-thorium-fuel-cycle-thorium-based-nuclear-power-others-chemical-element-text-uranium.png\" alt=\"Uranio-233 torio-232 ciclo de combustible de torio energ\u00eda nuclear a base de torio, elemento qu\u00edmico, texto, uranio png | PNGWing\" width=\"622\" height=\"472\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">El torio, tal como se da en la naturaleza, consiste todo \u00e9l en torio-232, que al igual que el uranio-238, no es un combustible nuclear pr\u00e1ctico, porque requiere <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> r\u00e1pidos para fisionarse. Pero si se coloca torio-232 alrededor de un reactor nuclear, sus \u00e1tomos absorber\u00e1n los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y, sin experimentar fisi\u00f3n alguna, se convertir\u00e1n en \u00e1tomos de uranio-233. Como el uranio-233 es un combustible pr\u00e1ctico que se puede separar f\u00e1cilmente del torio, el resultado es otra variedad del reactor generador, que convierte las reservas de torio en un combustible nuclear en potencia.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" src=\"https:\/\/www.ld-didactic.de\/software\/524221es\/Content\/Resources\/Images\/Th232.png\" alt=\"Torio-232\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"CIENCIA &gt; TORIO: \u00bfUNA HISTORIA QUE SE REPITE? - absolum.org\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">La cantidad total de uranio y de torio que hay en la Tierra es unas 800 veces mayor que las reservas de uranio-235, lo que significa que el buen uso de los reactores generadores podr\u00eda multiplicar por 800 la oferta potencia de energ\u00eda extra\u00edda de plantas de fisi\u00f3n nuclear.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">En este punto, sin dejar de elogiar la inteligencia del hombre que ha sabido encontrar la manera de transformar una materia inservible en otra practica, hay que decir que la energ\u00eda de fisi\u00f3n nuclear genera tambi\u00e9n muchos problemas.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Como estar\u00e1 comprobando al lector de este trabajo, el autor ha querido esta vez diversificar los temas y <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>r una variedad m\u00faltiple que facilite el conocimiento de distintas cosas que ocurren en la naturaleza, o que la mano del hombre hace que ocurran, y todas estas cuestiones tratadas aqu\u00ed van encaminadas a resolver preguntas que en alguna ocasi\u00f3n nos hemos podido hacer, tales como:<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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\" alt=\"HERRERIA,FORJA Y FRAGUA ARTESANAL AL ROJO VIVO MONTENEGROPROD | Artesanal, Herreria, Herreria artesanal\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Metales (Herramientas y fabricaci\u00f3n)\" width=\"295\" height=\"196\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">\u00bfPor qu\u00e9 al calentar un metal se pone primero rojo, luego naranja, despu\u00e9s amarillo, pero a continuaci\u00f3n blanco en lugar de seguir el espectro y ponerse verde?<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Cualquier objeto, a cualquier energ\u00eda superior al cero absoluto, radia ondas electromagn\u00e9ticas. Si su temperatura es muy baja, emite s\u00f3lo ondas de radio largas, muy pobres en energ\u00edas. Al aumentar la temperatura, radia una cantidad mayor de ondas, pero tambi\u00e9n empieza a radiar ondas de radio m\u00e1s cortas (y m\u00e1s energ\u00e9ticas). Si la temperatura sigue subiendo, empiezan a radiarse microondas a\u00fan m\u00e1s energ\u00e9ticas y despu\u00e9s radiaciones infrarrojas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ondas de radio - Wikipedia, la enciclopedia libre\" \/><\/p>\n<\/blockquote>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Esto no quiere decir que a una temperatura dada s\u00f3lo se emitan ondas de radio largas, un poco m\u00e1s arriba s\u00f3lo ondas de radio cortas, luego s\u00f3lo microondas y despu\u00e9s s\u00f3lo infrarrojos. En realidad, se emite toda la gama de radiaciones, pero siempre hay una radiaci\u00f3n m\u00e1xima, es decir, una gama de longitudes de onda que son las m\u00e1s radiadas, flanqueadas por cantidades menores en el lado de las energ\u00edas bajas y por cantidades todav\u00eda m\u00e1s peque\u00f1as en el de las altas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"La tierra se calienta, el ser humano se enfr\u00eda - Ciencia - Eulixe\" \/><\/p>\n<\/blockquote>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Cuando un objeto alcanza la temperatura del cuerpo humano (37\u00b0C), el m\u00e1ximo de radiaci\u00f3n se encuentra en los infrarrojos largos. El cuerpo humano tambi\u00e9n radia ondas de radio, pero las longitudes de ondas m\u00e1s cortas y m\u00e1s energ\u00e9ticas son siempre las m\u00e1s f\u00e1ciles de detectar por ser los m\u00e1s potentes.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/0\/0c\/Infrared_dog.jpg\" alt=\"Radiaci\u00f3n infrarroja - Wikipedia, la enciclopedia libre\" width=\"326\" height=\"166\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/esingenieria.net\/wp-content\/uploads\/2024\/03\/radiacion-infrarroja.jpg\" alt=\"Medici\u00f3n de Temperatura por Radiaci\u00f3n Infrarroja | ESingenier\u00eda\" width=\"251\" height=\"167\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Cuando la temperatura alcanza aproximadamente los 600\u00b0C, el m\u00e1ximo de radiaci\u00f3n se halla en el infrarrojo corto. Pero a estas alturas la peque\u00f1a cantidad de radiaci\u00f3n que se halla en el lado de las energ\u00edas altas adquiere una importancia especial, porque entra ya en la regi\u00f3n de la luz visible roja. El objeto reluce entonces con un rojo intenso.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Este rojo constituye s\u00f3lo un peque\u00f1o porcentaje de la radiaci\u00f3n total, pero como da la casualidad de que nuestro ojo lo percibe, le otorgamos toda nuestra atenci\u00f3n y decimos que el objeto est\u00e1 al &#8220;rojo vivo&#8221;.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/b\/b3\/EM_Spectrum_Properties_es.svg\" alt=\"Espectro electromagn\u00e9tico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Si la temperatura sigue subiendo, el m\u00e1ximo de radiaci\u00f3n contin\u00faa desplaz\u00e1ndose hacia las longitudes de ondas cortas y cada vez se emite m\u00e1s luz visible de longitudes cada vez menores. Aunque el objeto radia m\u00e1s luz roja, se van agregando poco a poco luz anaranjada y luz amarilla en cantidades menores pero significativas. Al llegar a los 1.000\u00b0C la mezcla de colores la percibimos como naranja, y a los 2.000\u00b0C como amarilla. Lo cual no significa que a los 1.000\u00b0C s\u00f3lo se radie luz naranja y a los 2.000\u00b0C s\u00f3lo se radie luz amarilla, porque si fuese as\u00ed, habr\u00eda efectivamente que esperar que lo siguiente fuese &#8220;color verde&#8221;. Lo que en realidad vemos son mezclas de colores.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" src=\"https:\/\/www.caracteristicas.co\/wp-content\/uploads\/2018\/11\/Sol-1-e1582904974779.jpg\" alt=\"Sol: origen, estructura, importancia y caracter\u00edsticas\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Al llegar a los 6.000\u00b0C (la temperatura superficial del Sol), el m\u00e1ximo de radiaci\u00f3n est\u00e1 en el amarillo visible y lo que llega a nuestros ojos son grandes cantidades de luz visible, desde el violeta hasta el rojo. La incidencia simult\u00e1nea de toda la gama de luz visible sobre nuestra retina nos da la sensaci\u00f3n de blanco, y de ah\u00ed el color del Sol.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Los objetos m\u00e1s calientes a\u00fan que el Sol radian todas las longitudes de ondas de luz visible y en cantidades todav\u00eda mayores, pero el m\u00e1ximo de radiaci\u00f3n se desplaza al azul, de modo que la mezcla se desequilibra y el blanco adquiere un tinte azulado.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" src=\"https:\/\/www.arkiplus.com\/wp-content\/uploads\/2013\/09\/clasificacion-del-color-y-temperatura.jpg\" alt=\"Clasificaci\u00f3n del color y temperatura | Arkiplus\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Toda esta traves\u00eda se produce para objetos calientes que emiten &#8220;espectros continuos&#8221;, es decir, que radian luz en la forma de una ancha banda de longitudes de ondas. Ciertas sustancias en condiciones adecuadas, radian s\u00f3lo luz de determinadas longitudes de onda. El nitrato de bario radia luz verde cuando se calienta, y con ese fin se lo utiliza en los fuegos de artificio,\u00a0 &#8220;calor verde&#8221;, podr\u00edamos decir.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><strong>\u00a1Qu\u00e9 bonito es saber!\u00a0 A m\u00ed me gustar\u00eda.<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">En alguna ocasi\u00f3n todos hemos o\u00eddo mencionar la palabra &#8220;gases nobles&#8221;, y sin embargo no siempre sabemos lo que son y el por qu\u00e9 le llaman as\u00ed.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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alt=\"Gases nobles\" \/><img decoding=\"async\" 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alt=\"Gases nobles\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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\" alt=\"Los gases nobles se pueden combinar con otros elementos ??? - Los gases nobles\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Los elementos que reaccionan dif\u00edcilmente o que no reaccionan en absoluto con otros elementos se denominan &#8220;inertes&#8221;. El nitr\u00f3geno y el platino son ejemplos de elementos inertes.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">En la \u00faltima d\u00e9cada del siglo pasado se descubrieron en la atm\u00f3sfera una serie de gases que no parec\u00edan intervenir en ninguna reacci\u00f3n qu\u00edmica.\u00a0 Estos nuevos gases (helio, ne\u00f3n, arg\u00f3n, kripton, xen\u00f3n y rad\u00f3n) son m\u00e1s inertes que cualquier otro elemento y se agrupan bajo el nombre de <em style=\"mso-bidi-font-style: normal;\">gases inertes<\/em>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/png.pngtree.com\/thumb_back\/fh260\/background\/20230611\/pngtree-different-colored-test-tubes-lit-up-in-a-dark-room-image_2882420.jpg\" alt=\"6+ Imagen De Gases Nobles Fotos, Im\u00e1genes e Fondo para ...\" width=\"508\" height=\"285\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.shutterstock.com\/image-vector\/noble-gases-color-palettes-helium-260nw-2600583597.jpg\" alt=\"5 mil resultados de im\u00e1genes, fotos de stock e ilustraciones ...\" width=\"543\" height=\"273\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los\u00a0gases nobles\u00a0son un conjunto de elementos que se encuentran integrando el grupo 18 de la tabla peri\u00f3dica. A lo largo de los a\u00f1os se les han llamado tambi\u00e9n gases raros o inertes, ambas denominaciones inexactas; algunos de ellos son muy abundantes fuera y dentro del planeta Tierra, y tambi\u00e9n son capaces, bajo condiciones extremas, de reaccionar.<\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.lifeder.com\/wp-content\/uploads\/2019\/12\/640px-Glowing_noble_gases.jpg\" alt=\"\" \/><\/div>\n<p style=\"text-align: justify;\">Sus siete elementos integran quiz\u00e1s el grupo m\u00e1s singular de la tabla peri\u00f3dica, cuyas propiedades y escasas reactividades impresionan tanto como la de los metales nobles. Entre ellos desfilan el elemento m\u00e1s inerte (ne\u00f3n), el segundo m\u00e1s abundante del Cosmos (helio), y el m\u00e1s pesado e inestable (oganes\u00f3n).<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Los elementos inertes reciben a veces el calificativo de &#8220;nobles&#8221; porque esa resistencia a reaccionar con otros elementos recordaba un poco a la altaner\u00eda de la aristocracia. El oro y el platino son ejemplos de &#8220;metales nobles&#8221;, y por la misma raz\u00f3n se llaman a veces &#8220;gases nobles&#8221; a los gases inertes. Hasta 1.962, el nombre m\u00e1s com\u00fan era el de gases inertes, quiz\u00e1 porque lo de nobles parec\u00eda poco apropiados en sociedades democr\u00e1ticas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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\" alt=\"Halogenos, Gases Nobles e Ionizaci\u00f3n del Agua\" \/><img decoding=\"async\" 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\" alt=\"Los gases nobles se pueden combinar con otros elementos ??? - Los gases nobles\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">La raz\u00f3n de que los gases inertes sean inertes es que el conjunto de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de cada uno de sus \u00e1tomos est\u00e1 distribuido en capas especialmente estables. La m\u00e1s exterior, en concreto, tiene 8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>. As\u00ed la distribuci\u00f3n electr\u00f3nica del ne\u00f3n es (2,8) y la del arg\u00f3n (2,8,8). Como la adici\u00f3n o sustracci\u00f3n de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> rompe esta distribuci\u00f3n estable, no pueden producirse cambios electr\u00f3nicos. Lo cual significa que no pueden producirse reacciones qu\u00edmicas y que estos elementos son inertes.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Ahora bien, el grado de inercia depende de la fuerza con que el n\u00facleo, cargado positivamente y situado en el centro del \u00e1tomo sujeta a los 8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de la capa exterior. Cuantas m\u00e1s capas electr\u00f3nicas haya entre la exterior y el centro, m\u00e1s d\u00e9bil ser\u00e1 la atracci\u00f3n del n\u00facleo central sobre los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de esa \u00faltima capa de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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alt=\"Qu\u00e9 es el rad\u00f3n? - Vive sin rad\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es el rad\u00f3n? - Vive sin rad\u00f3n\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Quiere esto decir que el gas inerte m\u00e1s complejo es tambi\u00e9n el menos inerte. El gas inerte de estructura at\u00f3mica m\u00e1s complicada es el rad\u00f3n. Sus \u00e1tomos tienen una distribuci\u00f3n electr\u00f3nica de (2,8,18,32,18,8). El rad\u00f3n, sin embargo est\u00e1 s\u00f3lo constituido por is\u00f3topos radiactivos y es un elemento con el que dif\u00edcilmente se pueden hacer experimentos qu\u00edmicos. El siguiente en orden de complejidad es el xen\u00f3n, que es estable. Sus \u00e1tomos tienen una distribuci\u00f3n electr\u00f3nica de (2,8,18,18,8).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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\" alt=\"La AMA incluye el xen\u00f3n en la Lista de Sustancias Prohibidas - \u00bfQu\u00e9 es?\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> m\u00e1s exteriores de los \u00e1tomos de xen\u00f3n y rad\u00f3n est\u00e1n bastante alejados del n\u00facleo y, por consiguiente, muy sueltos. En presencia de \u00e1tomos que tienen una gran apetencia de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, son cedidos r\u00e1pidamente. El \u00e1tomo con mayor apetencia de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> es el fl\u00faor, y as\u00ed fue como en 1.962 el qu\u00edmico canadiense Neil Bartlett consigui\u00f3 formar compuestos de xen\u00f3n y fl\u00faor.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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\" alt=\"Kript\u00f3n | Qu\u00edmica | Fandom\" \/><img decoding=\"async\" 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\" alt=\"Enroque de ciencia: Se descubre el kript\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"La f\u00f3rmula de la kriptonita\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><span style=\"text-indent: 24pt;\">Desde entonces se han conseguido formar tambi\u00e9n compuestos de rad\u00f3n y kript\u00f3n. Por eso los qu\u00edmicos reh\u00fayen el nombre de <\/span><em style=\"mso-bidi-font-style: normal;\">gases inertes<\/em><span style=\"text-indent: 24pt;\">, porque a fin de cuentas, esos gases no son completamente inertes. Hoy d\u00eda se ha impuesto la denominaci\u00f3n de &#8220;gases nobles&#8221;, y existe toda una rama de la qu\u00edmica que se ocupa de los &#8220;compuestos de gases nobles&#8221;.<\/span><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Naturalmente, cuanto m\u00e1s peque\u00f1o es el \u00e1tomo de un gas noble, m\u00e1s inerte es, y no se ha encontrado nada que sea capaz de arrancarles alg\u00fan <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>. El arg\u00f3n, cuya distribuci\u00f3n electr\u00f3nica es de 2,8,8 y el ne\u00f3n, con 2,8 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> respectivamente, sigue siendo completamente inerte. Y el m\u00e1s inerte de todos es el helio, cuyos \u00e1tomos contienen una sola capa electr\u00f3nica con dos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (que es lo m\u00e1ximo que puede alojar esta primera capa) que al estar en la primera l\u00ednea cerca del n\u00facleo positivo, est\u00e1n fuertemente atra\u00eddos al tener su carga el\u00e9ctrica el signo negativo.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/cap5propiedadesperiodicasdeloselementos-100809163702-phpapp02\/95\/cap-5-propiedadesperiodicasdeloselementos-47-728.jpg?cb=1281371915\" alt=\"Cap 5 propiedades_periodicas_de_los_elementos\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Para finalizar dir\u00e9 que los gases nobles (gases inertes, gases raros) est\u00e1n clasificados en el grupo 18 (antiguamente 0) de la tabla peri\u00f3dica de dos elementos y se definen por s\u00edmbolos que responden a: helio (He), ne\u00f3n\u00a0 (Ne), arg\u00f3n (Ar), kript\u00f3n (Kr), xen\u00f3n (Xe) y rad\u00f3n (Rn).<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Ya se dijo antes la configuraci\u00f3n electr\u00f3nica de cada uno de ellos y todas las capas internas est\u00e1n completamente ocupadas, lo que hace que estos elementos, por tanto, constituyan la terminaci\u00f3n de un periodo y posean configuraci\u00f3n de capa completa, por lo que sus energ\u00edas de ionizaci\u00f3n son muy elevadas y su reactividad qu\u00edmica escasa.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" 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alt=\"Mol\u00e9cula De Illustrator Del Helio En Un Fondo Blanco Stock de ilustraci\u00f3n - Ilustraci\u00f3n de cielo, aire: 75951064\" \/><img decoding=\"async\" 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alt=\"Mol\u00e9cula de ne\u00f3n ilustraci\u00f3n Imagen Vector de stock - Alamy\" \/><img decoding=\"async\" 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alt=\"Mol\u00e9cula Del Arg\u00f3n Esquema De La Mol\u00e9cula Del Gas Noble Stock de ilustraci\u00f3n - Ilustraci\u00f3n de esquema, mol\u00e9cula: 154012411\" \/><img decoding=\"async\" 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alt=\"Difluoruro de kript\u00f3n - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Mol\u00e9cula de tetrafluoruro de xen\u00f3n \u2013 GeoGebra\" \/><img decoding=\"async\" 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\" alt=\"Gases nobles - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Oganes\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">\u00a0<a title=\"Helio\" href=\"https:\/\/es.wikipedia.org\/wiki\/Helio\">helio<\/a>\u00a0(He),\u00a0<a title=\"Ne\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ne%C3%B3n\">ne\u00f3n<\/a>\u00a0(Ne),\u00a0<a title=\"Arg\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Arg%C3%B3n\">arg\u00f3n<\/a>\u00a0(Ar),\u00a0<a title=\"Kript\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Kript%C3%B3n\">kript\u00f3n<\/a>\u00a0(Kr),\u00a0<a title=\"Xen\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Xen%C3%B3n\">xen\u00f3n<\/a>\u00a0(Xe), el radiactivo\u00a0<a title=\"Rad\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rad%C3%B3n\">rad\u00f3n<\/a>\u00a0(Rn)<sup id=\"cite_ref-:0_1-1\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Gases_nobles#cite_note-:0-1\">1<\/a><\/sup>\u200b y el sint\u00e9tico\u00a0<a title=\"Oganes\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Oganes%C3%B3n\">oganes\u00f3n<\/a>\u00a0(Og).<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Como son monoat\u00f3micos, las mol\u00e9culas de los gases nobles poseen simetr\u00eda esf\u00e9rica, y las fuerzas intermoleculares son muy d\u00e9biles, por lo que sus entalp\u00edas de vaporizaci\u00f3n son muy bajas.<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">Con todo lo anteriormente expuesto sobre los gases nobles, espero que el lector del trabajo aqu\u00ed reflejado pueda tener una idea m\u00e1s amplia y un conocimiento m\u00e1s certero sobre lo que en realidad son los denominados como &#8220;gases nobles&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><img decoding=\"async\" src=\"https:\/\/www.elmundodemanana.org\/sites\/default\/files\/styles\/featured_image-1024x512\/public\/other_publications\/featured_image\/all_for_2.jpg?itok=l48kESmv\" alt=\"Para qu\u00e9 es la inmensidad del universo? | El Mundo de Ma\u00f1ana\" \/><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">En comparaci\u00f3n con la inmensidad del universo, nos queda a\u00fan much\u00edsimo que aprender. Si nos limitamos a nuestro entorno m\u00e1s cercano, la Tierra, \u00bfC\u00f3mo hemos podido llegar tan lejos?<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\">\u00a1La curiosidad! y \u00a1La necesidad! \u00a1El Instinto!<\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1; mso-para-margin-right: 0cm; mso-para-margin-bottom: 7.0pt; mso-para-margin-left: 0cm;\"><strong>Autor:\u00a0Isaac Asimov\u00a0(Doctor en qu\u00edmica)<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 7pt; text-indent: 24pt; line-height: 15pt; text-align: right;\"><strong><em>Publica: emilio silvera<\/em><\/strong><\/p>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F03%2F17%2Fde-materiales-y-radiaciones%2F&amp;title=De+materiales+y+radiaciones+%28La+imaginaci%C3%B3n+del+Ser+Humano%29' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Al hablar de material f\u00e9rtil me estoy refiriendo a n\u00faclidos [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[6],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1511"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=1511"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1511\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1511"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1511"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1511"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}