{"id":2730,"date":"2020-08-03T09:03:18","date_gmt":"2020-08-03T08:03:18","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2730"},"modified":"2020-08-03T08:04:33","modified_gmt":"2020-08-03T07:04:33","slug":"la-naturaleza-y-sus-secretos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/03\/la-naturaleza-y-sus-secretos\/","title":{"rendered":"La Naturaleza y sus secretos"},"content":{"rendered":"<p style=\"text-align: justify;\">La <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a> de algunos materiales<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Uranio - Energ\u00eda - World Energy Trade\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRQQq5wajx_16oHU38N5sxe4bk_MdbcpBIxPw&amp;usqp=CAU\" alt=\"Fumamos de gorra, y no por necesidad.: Por qu\u00e9 decir SI a la ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"TORIO EL NUEVO COMBUSTIBLE NUCLEAR QUE SALVARA AL MUNDO \u2013 UNIVERSITAM\" \/><img decoding=\"async\" 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\" alt=\"Torio: \u00bfEl combustible nuclear del futuro? | Food, Banana bread ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hacia principios de siglo se hizo una serie de observaciones desconcertantes, que condujeron al esclarecimiento.\u00a0 El ingl\u00e9s William Crookes (el del \u201ctubo Crookes\u201d) logr\u00f3 disociar del uranio una sustancia cuya \u00ednfima cantidad result\u00f3 ser mucho m\u00e1s radiactiva que el propio uranio.\u00a0 Apoy\u00e1ndose en su experimento, afirm\u00f3 que el uranio no ten\u00eda <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>, y que esta proced\u00eda exclusivamente de dicha impureza, que \u00e9l denomino \u201curanio X\u201d.\u00a0 Por otra parte, Henri Becquerel descubri\u00f3 que el uranio purificado y ligeramente radiactivo adquir\u00eda mayor <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a> con el tiempo, por causas desconocidas.\u00a0 Si se dejan reposar durante alg\u00fan tiempo, se pod\u00eda extraer de \u00e9l repetidas veces uranio activo X. Para decirlo de otra manera: por su propia <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>, el uranio se convert\u00eda en el uranio X, m\u00e1s activo a\u00fan.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Complejo Lambda: Rutherford\" \/><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/5GXKh9XK2kTtpQ5lki-0HvTy7tR_HGfnRyvSzGhJTx_99StouAPudzq09dcTBuwmV926wrNvXnptU7auspbA6Ogzrpi6F9y5s8pN28ILzvjaXFQf4WrXHxJwHnOKUg\" alt=\"Part\u00edculas Alfa, Beta y Gamma: el gran descubrimiento de ...\" \/><\/p>\n<p style=\"text-align: justify;\">E.\u00a0\u00a0Rutherford odentific\u00f3 los tres tipos principales de <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>: rayos Alfa, rayos Beta y Rayos Gamma<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por entonces, Rutherford, a su vez, separ\u00f3 del torio un \u201ctorio X\u201d muy radiactivo, y comprob\u00f3 tambi\u00e9n que el torio segu\u00eda produciendo m\u00e1s torio X. Hacia aquellas fechas se sab\u00eda ya que el m\u00e1s famoso de los elementos radiactivos, el radio, emit\u00eda un gas radiactivo, denominado rad\u00f3n.\u00a0 Por tanto, Rutherford y su ayudante, el qu\u00edmico Frederick Soddy, dedujeron que, durante la emisi\u00f3n de sus part\u00edculas, los \u00e1tomos radiactivos de transformaban en otras variedades de \u00e1tomos radiactivos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR_9K-lflrlOxMxDa0s1a9idsuqU-CgXRfhVw&amp;usqp=CAU\" alt=\"William Ramsay (izquierda) y Frederick Soddy | Futuro | EL PA\u00cdS\" \/><\/p>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div><a href=\"https:\/\/www.google.com\/url?sa=i&amp;url=https%3A%2F%2Felpais.com%2Fdiario%2F2003%2F09%2F03%2Ffuturo%2F1062540003_740215.html&amp;psig=AOvVaw0ufXzF5YNPgOMDeR8a679P&amp;ust=1596521195797000&amp;source=images&amp;cd=vfe&amp;ved=0CAkQjhxqFwoTCKCM_Imv_uoCFQAAAAAdAAAAABAT\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCKCM_Imv_uoCFQAAAAAdAAAAABAT\">William Ramsay (izquierda) y Frederick Soddy<\/a><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">Varios qu\u00edmicos, que investigaron tales transformaciones, lograron obtener un surtido muy variado de nuevas sustancias, a los que dieron nombres tales como radio A, radio B, mesotorio I, mesotorio II y Actinio C.\u00a0 Luego los agruparon todos en tres series, de acuerdo con sus historiales at\u00f3micos. Una serie de origin\u00f3 del uranio disociado; otra, del torio, y la tercera, del actinio (si bien m\u00e1s tarde se encontr\u00f3 un predecesor del actinio, llamado \u201cprotactinio\u201d).<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBw8QERUREBIVDxAVFRYXGA4YDQ8OFxAXFhobGBYVFhUYHCggGB4nGxYWJTMhJiorLi4uHR81ODMtPSgtLisBCgoKDg0OGxAQGi0lHyY1LS0tLys3NS0tLTUtLjUtLS8tLS01LS8tLS02LS0vLS0tLS0uLS01LS0vLS0tLS0tLf\/AABEIAKMBNgMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAABAwAEBQYCB\/\/EAEAQAAICAgEDAwMDAgMEBgsAAAECAxEAEgQFEyEiMUEGMlEUI2FxgQdSkRUkQrEzQ2KhwdEWcnOCg5Kio7LC8f\/EABkBAQEBAQEBAAAAAAAAAAAAAAABAgMEBf\/EACcRAQACAgEDAwQDAQAAAAAAAAABAhEhEgMxUSJB8AQTFJFxgaFC\/9oADAMBAAIRAxEAPwD3th2xW2HbPuPObtk2xW2HbAbth2xW2TbAbth2xW2HbAbtk2xW2HbAbth2xW2TbAbth2xW2XOD06eezFG0gX3Iqh\/FnJMxG5Cdsl4s2PB8EfHtWP4PEkmcRxKXc\/AoUPkkn2GJmI2PO2G86DqH0o0HHaaSZd1r0V6TZrUMfc\/2\/wDPOa2zNL1vuqzGDbw3itsO2bQy8N5u9H+ln5EHeEgTa9U0LXRI9Rvx5B+DnPmwaPuMxW9bTMRPZcGbZNsXtkvNobth2xV4bwG7ZNsVeG8Bu2HbE3h2wG3hvFbZNsB22TbFbYdsBu2HbFbZNsB22TbFXhvAbtgxd5MDCvOk+mfpc82NpO8ItX117fcugDZ9Qr7hnLbZsfSB\/wB+g\/8AX\/8A1b\/zOc+rnjM1nCx3dHH9AP3dTN+yFB7nbpmY3ahbNVQ8n8+2HqH0C4ZexJspNNvQKD\/N4+7+n9P7O\/xQ5LqsEYYhGMhYAkbFdKv8\/cc1+Ly5F6V3Qx7i8ViHuzaoaN\/J8DPH9zq8Ytnvp0xHZmP\/AIfJr6Z27le5RdSf6e4\/1zh+Vx3ikaJx61YqQPPkfj851\/8AhhOxadSxIqNqLE+baz5+T\/4DKvJjVut6t7d1D\/cRKw\/+oDOtL3re1bTnEZZmImMwfwfooCPucuYQCvt9A0v22dvF\/wAf9+J679HtDGZoJO9GBsRQsL77Ajwwrz8ePznU\/Vb8ALGOcTqWJQAcg+oCif2\/4Pz+cp8T6j6XFAYoWcxIG9P6flvW1mizL4sk+5rOVet1Z9UZ\/WmuMdnLfTH04\/M2Yt24lNFq2LN76qP6Eef5GbY+iIXYdrk7Kppx6HYe\/sR4Bv4IxX0J1dOPAVnV4oy9ryDE\/bJIClS4FA2vz\/TNrp\/QuFsZuDMYm9topkmXz\/wsrbCv4\/0rL1ereLTvHhIiMOG5HSG\/VtxYbkIbUE+nwBZLfgD8\/wD8zqYfoKMAdydtv+yqqL\/Auyc9fTHBeLqHJEzdyXQES0F3V2stXx7AV8VmB\/iBMzcwhvZFTT+LFkj8G\/n+B+M3zve0UrPt3TERGQ+o\/pqThjcN3Yia311Kn4DDz\/r\/AMvF9x9L9JXixFVkE27bbgAD2AoeTftiOoMZOllpPLHjByT8toGB\/wDmrKf+Gw\/3V\/8A27f\/AIJnK97X6W57T+2oiIllfUH0wkKSTjkAkMT2yoF7N9t7e\/n8Z5+j+iclz+oSX9OvlQ+iu0g+aVvFWPc\/IzIHQ5Zl5HJj00jkksEkMa9TUK8+CPnO75bmLplxGiOOtMPBAKi2B\/NEm86XvaK8c5mf8SI3lR6p9INN6v1TySC67lMt\/ga1p\/Yf2zm+j\/T7zzvA7dlowS3p3PuAKFix5u\/6fnLX+HEjDkui+EaIkr8WrLR\/r5I\/vi\/8RVA5Qr3MKk\/1tx\/yAy1m9bT08\/wk4xlfl+iHDoqzbBttm7WugFeQNjZs+2euo\/RgVA8E2\/kA7a1RNFgw\/Hv\/AGObv1lyGThSFTRbVb\/hmAb\/ALrzg\/8A0i5H6b9L6BFWt6HYr\/lu6r49vbM9O3WvHKJWYrDteF9PcqFDFFzSsZvx+mUlSffUlvF5wPC4ryyLFGNnY0B\/zJP4A853v+H5\/wB0\/wDiP\/4Zh\/4eqDyZCfcRmv7sLP8Ayy0vanPPsTGcNGD6GQKO5M23\/ZVVF\/gXd5jfUH03JxRuG7sV1trqUJ9th+P5yfX8rNytW+1UXUfAuySP5v5\/gZ1crmTphaQ2Txdix+SEsN\/W6OSOp1K8bTOcmInT5vtk2xV4bz3OZu2HbFXh2wGbYdsVth2wG3kvF3k2wG3hvFbYdsBl4dsVth2wG3kvF3kvAbtkxd5MDB2zrPovn9NgBk5VryFe0fSZ\/SVAFBAR7lvf+P7cfth2zF6c4wsTh9C+r+u9M5cHpdpJkI0qKaMjZl3+5Qv2j5zUT6n6QIf04kPZ0007HK+0iiL1v2\/m8+U3hvOP41cRGZXm+gfSPXOmcWNizNHKztdxzSEoGYx\/aCB6SP73\/GVfqvq\/AcryOGSeX3VcyaTJQQULDgA+Qngfj+ucVtk2zX2I5csyctYfTl+o+mc+IJy6iYUSjF1Ct+UkX49\/kH8jF9R+pOn8XjtBwwJCysAqqxUFhRZ3b7v9ST4Hj3z5tth2zP41fM48HOX0Hov1HwI+DHBOS97I8fbZtQWY7H8iiPaz+Mt9M5nRuFtLDLbMtVtJI1e+oWrHmvfPme2HbLP00Tnc7OTqB9WMOceWEOhGnasX2\/Hi\/baxt\/XxfznUcrqPRuZrJMy7KKpjJE1e+pHjYXf5Hv8AnPmG2TbLb6es4mNfwRZ3P1h9WRTR\/p+NZQ1vLqUFA2EUGj7gWfavzfjz9CfUUHHV4Z27YZt1kokWQAVNe32g37e\/8XxO2G8fYrw4HKc5fROsde4EHHlh4hDvNvYXZlBkFM5Y+Pb2A\/jxWI+lvqyAQjjcv0hRoHKl1dPYKwA8UPH4rOC2w3k\/GrxxJynL6ZxuqdI4QZoGBZv+FDJMzV7KCT6R\/UgZznE6rxOTypJueKjZaRf3GCVQC+jz7X59rv8AjOX2yXlr0IjO5zPucn1DnfU3Sp0MUshZCQa7HKX2NjyFB9xnCc6Ti\/qSYg36XdfT6gSnjer8i\/VV\/wAZl3hvL0+jFO0yTbL6dwfqXpPHXtxSFEsmhByW8n3Nlc53k9Z4nG5Uc3BW49SJFqRQ+xsgb+b8A\/jwP5zk9sO2Zr9PWJ7yTZ9K5PUekczV5mXZR7MZIWHzqarYf6j3zN+q\/qmGSL9PxvKmg0mpRQo\/4FB8\/Hv7V7XfjiNsl4r9NWJiczOCbG7YdsVth2z0Mm3k2xW2G8Bu2HbFbZNsBt4dsVthvAbtk2xW2HbAbth2xW2S8Bu2HbFbYdsBu2TFbZMDC2ybYq8O2A3bDeK2ybYDdsO2KvDtgN2yXitsO2A3bDtirybYDdsO2K2w7YDdsm2KvDtgN2w3itsm2A28O2KvDeA3bJtitsO2A28N4rbJtgNvDeK2w7YDbyXitsO2A28O2K2ybYDdsO2KvDeA3bJeKvDeA3bDeKvJeA3bDtitsN4Ddsm2K2w7YDdsmL2yYGDtmrE4h4qyqqNJJNIhd4Y5gixrGQoVwVBbuEk1dAVXnMbbLPE6hLECqMNWIJRo4plJHs2sikWLPmrzNoyOkHRknctqeN3H1SK4YlQCJXDAM1y2WHpU2Pc+9YjpPDiRkWUM0svHmk0MUTIgCy6g7DYNcV7LRHgefOZMXXOUp2EpLbM4dkjkYM1bFWdSVuhYBo\/N57Tr\/LBvu2fV5MMDkb\/cqllOqnzail8nxnPjfGMtZhdPRl\/T9wFjKIo5dNoxtvIsYQRX3PZ1YPWpuvkZSjhj7BmJa1mjRlGtFHWRrW\/Zv2j7+POSLrvJX7ZAvhVsQwXS1oC2lkLQ1v7aFVQyvw+fLCCI2ADa2pjjkBK3qacEAizR9xZzURb3TTZm6Zx4zMHaU9rkiD09sbBu5TefahEbHzY9vfEdV6fHErmNnYxztA2wUblQfWtfaDq3pN\/HnKz9c5LXs6nZxISeNxiWdfZydPJ8nz\/J\/JvxyOrTyKyuylXfdv2IFLP\/AJtlUEH+h+T+TiK3zuTTW4HFhSle3kk4s8oBiidFAilZBbDYMNA2y1RoefJzzL0eNYrMo73ZWbXuRHw4VwmgO4OrA7e1\/FeczeN1jkRqFRwFAZQDFDIQrXslspOps2vsbPjPLdUnKdsv6Nda0jB1B2CbgbaX\/wAN17eMnG+e5mGv0DixB+M8tt3p9Fj7cUiahkVu4HBuy9UPIHm7oYridMjftIzMJeRsUoLolOyKH+TbI11VCj59szuH1SeEVG+oDbD0Rvo1VshYHQ0B5WroZ6HV5wCA9A7e0USldxT6ELcYPyEoHE1tnUmmoODC\/bayifpletooS791o9TI50UmibPvVVeKh6bGeYOMWcIzhA+qhhtVMR7Eefj3HsfnKY61yKC7LqF01\/TcYjQHYKQUpht5835s\/Jw8DqhTkLyJQ0zKwahIIiSPbzqaAoeAPxVYxeMmmhwencebRg8qxuZl8iMsrRRiUN48FSp9vcH5OeH4nFWMTdyRo2KroqrtG+uzhmYANqNfYeSSL8Waf+2Zw4dWC6hgoMPHOof7vSIwuxFAsFBP\/dieL1GWO9GA2IYjtxOuwumCspCkWaIAIvxjjbyadFwOlxQciOOY913eVa7Ubx6xu0fqD2bZo29qKivf2zP4fTon7Hqcd6OQn7fS6Fh4\/KnT+vnKXG6xyI60kIIYsGKRyMrN9xVnBK380fPzeHj9Z5EdaOFosR+zAdN\/uCWvoB+VFA\/jHG\/n5tcw1F6dFKvHEYdCYTJLJqrAKrzbNQ92\/boefhRiuP0+CQCQO6xESel2iQ7xmMa900ig95PUa82PJq89OrTqFVZCoVtl1VEKkEsACBdbMx1+0WfGEdXnu9x9pTXswaalgxXt66eWAJ8eaxxv5TMLg4Ef6tICXCO0S7ejYd0L5\/ykAt7jwQPB83joun8ZwzrI5CA7ITHDR31W5XpFtQzAefar\/GUvUZRKJtv3RRDlIzrqKWlI1FACqHihVVhj6jKpYhgNyCw7MJUkex0K6gizRABFn85Zrbyaa79NTjszSsxC8hoUIijYNp7yMr2pHt6fk35FY+Xp0cjyRpUZ\/WvHegIRP3DS18AJ9vya9syG63ySbMmx8e8cTeQSQwBWg1sx3Hqsk35wP1nkNduAS4kLCGFG7g8h9lUEN\/IPyfyczxv5XML\/ABemxShZIzII\/wB0MrdsMDGqsPX9qq26jY+FP5sY9enQx94OHcdmF42Vo2oyPDYDC1YjuAWPBBJ+RmQerTk3uPZl17MISmILAxhdDZAJseaH4GM\/23ybB7nkAgftQkUSprXWj\/0aVftqtVQyzW\/kzDRi4ETGBG3R3jkFAICZUeQasT72y6j8WPesW3AhCblpPRFHI6DS7lI0RT8eGDEm\/cCrzNk6lM2mzf8ARm0ISNWU3d7AAk35sk+fPvkHUZt2k3t3vclEcPZshkYFSLA8VQoV7DHG3lMw2eP0aIsNnbVzFoLijbWVQ5PrNOy7KNFsmwfkZhnwSD4INEe1f1ywnWOQCTvZLB7MUT0wAAZdlOpAAAqqA8ViuTzWkWNW\/wCrUjbxbWxbya8+\/wA38+fPjVYtE7Jw8bYdsVth2zaG7ZNsVth2wG7YbxV5NsBt4bxW2HbAZeHFXkwMHbNPicFHhD7qrGdIixMn7YdXK2gQ3ZQ+QTX482Mi80eF1Xtx9vsxSDuJLsx5AJZAwX7JAKp2Ht8\/0zNs40sNGDoS9+ON5kZP1K8eQoJgY3JIobJ5vVgGFix58ec8cPoLzGQxP3IkYJ3V4\/LltmBNaJGXFAGyQB7Vdi0N9QNbMsMSOeQnI3H6glZEJIoNIRXqbwQfuP4FSfrncXtvx4XhFFYD39Y2Bc7BhJsbMj2CSD49qGY9ZpZH08\/kNNEkgeaMxkyipIAGkBbXWtSPVdeR\/YN0RQCTyYqWJJj6OT4ik11Ndv7iZEGvv6h\/NUOV1QyRiMxRrUjy9xRIp2k139O2gFIgoKKrx84+XrmwcdiEbwpCaPK9KRlSlXL73HH5N\/b\/ACbev5g0v9P6A5kk2UzRxhPVGnJkDmVO5EajjZ9dPJ8LXgWCQC3pnQAs6RctkUu7oIdpQz9tirOrKtD1KwGxFkHMzkdbEliTjwvGRF+0TydQ0KdtHB7uwOnpPmiPi\/Oe+L9QujK5ihkeN3eMlJEEe7FmULG6qVskgEeLNZJi8rp6i6XvHC6so3SV5JC0hEYiota6WKDAenbYnxWe4uhu1ssitF2+4JVjnk2Xcx+I1QvYcEHxQ978i0R9cKqiLDEqIJF1vkndJRTo20hNeFIIogqKOFeuGtezH2wFCRhuQna1LtaOsgfYmVySSbv48VfWmk43SpJJ2gjIcoXt1DyKVjvZlCgsw8eAASbGWpugNGWEkqxBYlm9cXJQtGXEV6GOwQ5A1NXdjx5ygeryGaSZlRzLuJIyraOsnhlIB2\/Hm7sA3eel6qArqvHhVXjEWoE40UOJPBEnqbdVOzWfFe3jLPM0up0iMJOZJlUxrC6MFmKus1MrUEvyrDwaIPvkj6Czqvblikd0R1i\/cQsHk7IFuoF72Kv2BP4tUf1CyvuIYR6YV0\/3gr\/u5Uwt5kuxoo96IuwbvK83V3LQuqJE8FaOvcJOrmQFg7MD6mY+APevaqnrNLPVuiy8ZQ72ULFLMM8NMBfgSopYUfDDx4Ptgm6Uyq3rQyoiyPABJsiNrR2K6kjdLAPi\/wCDVLlctXGqQxQLsWIjV\/UxoeS7MQBXhQQB5yxN1l3VhogkdFjecdzeRE1oEFtReiWQoJr+Tdjlo0cvAQ8eORZAZnmeMQ6yW2oi1UHXUH9y\/JqiB7gjLTdGVmSOKSPYSLBI+07gTOWC\/wDVj0EowBW\/byfY5n8HrEkMeiKt25WU77RGRVRytHXyqL7g18Y9evsHDrDCp7qzMo79SSpZRm\/csAFmIVaFnyCKAkxf2NGnpKrG792OWomdQrSKRpIqOaKeQCaAOt3YPgjFcvpTRh\/3EZ4te7EN7i2IX3KhWpiFNE0T8++V+P1IIZahjImUoVJnpFJBISpL9wvuT7f1xnL6w8iuCiK8uvdlUPtNqb8gsVW2AY6gWQP6ZY5ZNLfB+n55ohKoNMHKDtTMGCWGuRVKJ5VgNiLI+LBNPicQOjSPIsMYYLuyyNszAkABFJ9lJJ+PH5AzxH1KkVWiikaNWVJmRmaNXLEittWpnYjYGiT\/ABQ4nP0QxtGk0ZZW0cyABlBAYFGU+zEEXR\/sMvq2aWuP0t25B4zMkcgLC2LFSV81ag+CATftlnj9CMjAJNGwYRlaWZmbuFgLjCllAKGyR4BX85R4\/V3XkHksqSyEsabcLbe5ARl+CQBdZ74HWXhUqqIVMgkCkzAKy\/b9rjdR+Gv\/AJ3J5+xpd6P0pWliHIZVV5u0IyZQ0hVlV6ZAQtFgASQCf4s4mLpwkSMoyjZp9nLPUYhVHbYaeKRrtS13VWPJP1G5dZDDCSjiSMazARN6bqnG1lFY7X5s\/JGKj60VAVIYlAaRq\/3hthMoSRG2kPpKqo\/IqwQfOT1910t8XpEZV3aZRH2WkSUJNRKyKjBl02Fbe1f8SkX5xcPTQY\/dTO6GSOPaSzGmxJACa7EI1At7fFkZXXrJFARR9oRtH+nubXV2DsS2++xYKb2+APbPcvXpXJdkjMxEiiepAyLIWLAANr\/1jgEgkA\/wKYv8+ftNLkPRF2S54mU9lioMyEpMQFomPwSf4NDz7YmPpDMQu6I0jukUZMjGUq2v3BaALekFqs37ZWk6tckUnZiBiCgIDPqwT7NrkJ8V8EX83jV664YN2otkdnjapj2GY7HUF6b1eoBtqJPx4x6zRfT+IJQ57ixiNdzsJDa7BSRqp82y+P5x8fSSXZe4tBEcMFlcyLIAVKRqu58MLFeMpcLm9pZF0R+4mhLGW1FhvTqwF7Kp837f1u6evMQV7MQUrGpQNyVBEQKpZ7tkUxBBNHwfcXltyzo0bx+hyMXDOsekxhLESuA48EsVUhF\/7TUP9DWSGzXb6mkLiTswiRXaQOO+h3chmJ1kGwLC6Nj49vGYm2WnL\/onBu2G8Vth2zaG7ZNsVth2wG7ZMXtgwMLbLvB6ZPOLjUEFiguaGLdgNiqB2BchSCQt0CPzmdtm90XrkUEao6yOVlaQxjsNHLYQKrdxSYz6D60pqP5AIzaZiNLCuOlt2RLfqNP294E0iY6iVwzh1UsRTFdK8lssw\/TnJ7gjkUR+SpqfiyMraF1XTujyyrYF2RZF1nuT6jDwCJjNZhjgZBKixhUCoZFAFliifYTrZJ8jxnr\/AG\/D+t\/UVP2LD9juJ\/0gXTavt+359855vv8As0zE4Exj7uo10L13Yg5RTTSCItuUBu2AoUfPg575nTJ4V2kUKAwQgTQuyOQWCOisWRqBNMAcvyfUamDsjvemBoFTuosbIQyLI4A220byoOrEfgkFfXutxchWCLJbSiTaTsbRqA4Ee6KGk+8epySNRXuSdRa+exoOD0V3jeRz2wsDzILhYuqX5Me4dUJFB9SLypJ0+ZU7hUBQqsR3Yi6q\/hHaMNuqtYpiADY\/Iy\/x+s8arljl7h436ZikkYXUR9tZACL21Cgr7XZv4z11L6lM0TKe6HeONGj7iiFO3pbIANjt2x6WNDY+9Cpm+expUfpcg48fIBVhI7oIxLEXtdAKTbZiS\/sFsUCfDDHz9ClDJGg7jsdD+7xgomHkwhhIacWBq2rE3S556X1qOGOO4jJNDI8kRJXS3MJth72vZ8V\/m\/jzY4fWuLE6FI5tByY+SwMkbNtFt241NVr+49sfJseBXlM3NKr9IlSN5H1UIgcay8eUOO4sTeVkv0s1EgGjQNWDiuV02eJdnTUAqGHcjdoywtRIisWjJANBgPbPfF58SpMjGZlaPtxetD21EqTCwfA9UYsL49TZbm6tx5Xk9EifqpkacmWMCMdzdxESPljezewFUffLmxpmcTjvK2sYs0WNsqBVUWzMzEKoA+SQMfL0ydFZmUaoEJYTQsNZPscU3qU39wsfzg4nLiikmWmk48ivFsCEfTdXRxYra40JB9\/I8ZbPV4GDRMkgg7KRKQ6GQaSmbc2NTbM\/j4BHk15szbOoFQ8CUTCAgCUlQF70NEuAyVJtobDCvPmxnuLpc7VSj1SGIXNCv7gv0HZhqTXi6v4vD1DqcbchJ4kZQoh\/bd1bzCqqBsALBCDzXyc0E61wwQRHP45S8n74T5F\/t+3t\/wBr3P4GSbWx2MQqDoXKPsin1FKHJ4xJkHvEBvZkH+Qer28ecRH0+Zo+6FGhDMD3IwzKnh2VCdmVfkgEDz+Dmhx+s8VDEdJj2+W3J+6L1XpSf\/bXz\/J\/jG8Hr3GjQR9uQx9uWJlA44LiUv8AuGTXfamA0BC+m\/4ycr+DEMnh8GSYMYwpCC2LTwxaLYGx3YemyBfsLH5x3J6TyIwS6qKKg\/vwHTf7Gem9Cn4c0pFG\/OeOHzIFXkBlcd1NECspEY7iSiy3k+Y1H9CcvcjqvEfvDWYCWKCP7orXshBf9xEv+pyza2exouToc\/deKMbayLGGaSCDd2Fqq7SUzEedVJNYP9izEQFDG55C2qfqeMp2LugWi9+dPfx5Ov3Cs0D9ScfcuEmAMqyFD+ndX1VVCMHUhftPrHqGx9\/FUeP1mJBC3ZJmhZdbcaBV5Dcjx42DHcp\/TzmYtfwulfjdNmkCFFB7jlF\/ehXZ1q0osKbyKBq7FXeMPR+QPJVQtWZf1HHEY9WlGXfQHfxrd38Zc4fV+HEYtUnIi5HfFvDbH0eg+PAHbXz82fb2yr07qscQdD3GX0iNyIZWjVSzFAsisq7FgdlFgj5s5eV\/aExCqvFlMnZCEy7FO3XnYGiv9iDl\/kdGcLCUPceXu+kPCyjtalmWVHKlaJskitTeDkdZiPL\/AFKRMFYyF4zJ5czb9ymr0+mTUGv+EGvJGMj6vxkRI0SUqonRizxgunIUKxFD0spVa9waN+\/hM21iDSp\/sya6pQAgfuGeAR6FtQ3e20ILePu9\/Hvnj9DL3TBr+6pYFNk9JWy1teoAAJJugBmjB1yFE7SrKsapqr\/syMbdpHLxuCjAkqAvxqDd5VHVk\/USy9siKUSI0QcBlWRdSVaq2vz7V8UBli196NG8rpDqYgh3MkJlPrhCoFZlZu4HKaei9rHuPY4pumyKkjv47ao1B4pA6yEAMCH8r6hTKGBPixlj\/a3GCrGqS6dl4GJePYq0vfDrQoEP\/wAJ8V4v5yf7X45R0KSa9lIUG6H0pIJi0nj3L34HsDXxeTNzSpy+nzRDaRQBsUNSxSFXAsoyqxKMB8GjlXbNPrXWI51pVezIX3ftbKKI02RQZPf7nJPj+TePtm6zMxsk28O2K2w7ZpDdsm2K2w7YDdsO2K2ybYDdsOK2yYGDtliHiTOAUikcG6KxO4Ne9ED4yntnT9LilPTZW70nEi\/VQnv9vlMnhJARcSkimZT+NgoJBo5m04hYYicaVl3EbslE7iNytL4ZrAqh8n4zy8ThQ5VgjfbIUYK1e9N7H2+M6Pn\/AFINHk40\/alPNnnXjmKVtVkUIpNoYtvvarIBbx5z1J1\/jiR5u400b\/pden6SgQiGSGRlJYCOgsToupNiTzXnM87eDEMc9InESy6k7OEEPbmEllWdWClAGUqjG1J9sVwenzTPHHGjFpHCKdWClro+qvj5\/Azd\/wBsxRqrfrG5Lpz4+SB2+UrNGLDgF1ADm7IvWvZm9s9cPqvGgMRXld3t88TlVh5SfsmlatkA2qyV9jdAtk52x2MQ51OLKSVEchZRbJ2n2Qe9stWo\/rgjgkZS6ozIPdwjMq+L8sBQ8ec3I+fxxEsKcx4pFljlk5enKb9QQgU6Uu9oQdQ4UHZvIyzyOvcZ43IcRhk5lccLylkjbkSSskY1\/YdKaO9vUPVqfC1edvBhzUMLveiM9CzqjPqPya9h\/OWZemyLEk4qSJ1ZtkWU9rU6sJLUBfPz5BrwTlrpHPQQCI8huI68kTGQJM3cXVVAHbBOyFWIDUvrPkZqw\/UHH2hlErQpHPypW4QjlPcWWQukS6jtm19B2IAB8X7Yta0TqDDGXonJ2iQoV7qhlchgoBv7mrx4Fn8eMV0zp0nIvT0gKx3ZZdSUUuU3VSA2oJG1Dx7+Re303q\/H34csnJdGgHHDJXJbQRNIZidVIbYdoLR+W2qvPjpnUoE7IPL7SRceeBohFyysrSd0CVQEoq3dQnYBhp7GhWeVt6MQ5\/tPoJNG7ZNCTRtSfxt7X\/GM4fGaVtV\/qX0kcRj\/ADNorED+azoY+pcNoezJOAp40MO3b5jyApKkritREFtZAp1LHZdivqzN6P1BFgEZnPFdeQsxcLM3cULrqO2CdlIJAalO58jNc5xOjCnPwpUeWPUuYWZXKqzquhKkk14FqfJrPPD4zytqlexYsSFVFXyzsx8AAfP9vcgZ1UX1Dx0kYpKgA5s3I3MHNLSpKVZe2FKgSKAykSDXz4Yi7wOjN3F5MKgCSaMdseBsySpKYl\/llU0Pkqo+RiLzjcGGe1AkAhh\/mAYA\/wAiwD\/qBljh8VpbCUXALCKyGkAFtp4piAL1uz8A54SGKl3m0apNkMEhMbIPQpr33Pjx9vzl3ocIHJgdJLSNoppZdGjXjhWDOGJ96qgR9xIA981M6GaGw3gnkVmZlGqliQv+UE2B\/YZ4vNIbtk2xe2TbAbeHbFXhvAZth2xV4bwG3k2xd5NsBu2HbFbYdsBm2HbFbYbwG7ZNsXtk2wG3h2xW2G8Bm2G8Vth2wG3kxd4MDC2ybYrbDeA3bDeKvJtgO2ybYrbDtgN2w3idsO2A28O2K2w7YDdsm2K2w3gN2w7Yq8l4DdsN4rbDtgOZyTZNk\/JNk\/3ybmq+PBq\/Fi6Nf3P+pxN4dsBu2HbFbZNsBu2HbFbYdsBu2TbFbYdsBt4dsVtk2wG7YdsVth2wG7ZNsVth2wG3hvFbZLwG3h2xW2G8Bu2TbFbYdsBu2HbFXkvAbtkxd5MDB2ybYvbJtgNvDtitsO2A3bJeKvDeA3bDeKvJtgNvDeK2w7YDdsm2K2w7YDdsO2KvJtgO2yXirw3ga0vTCFBVgzCBZ3UjXVWqgps7Git3XuKvBH0qZkV11bdWZUEi7uEvel+SKPj38Z6l6nGyTNRR3hhhWOy9CMx7NtqAAREPHk2TjON1mONYCocywLKFBChC0pYhibJpdvavNe4zGbYVSk4rggL+4Siv6Az0GF+fHuL8\/H85JOM4IA\/cOiv6Azahhfnx4q\/Px\/OaMvW42jCfvKQnHAmUqHLQIyU3q8qdru7B+Djk+ooxp4k9B4rbgqrSNxlK6N5Poa7v48+DjNvAwtsm2XYeoRAG08lnNhIWouKBGwP2m6X2N\/6nldRidSoiVFN+yR2vlCKbW\/GrD\/3suZ8IpE4by31HqKSg6oFLNsXKx37udbAH+ZfPua85n7ZYDdsN4rbDtlDbybYvbJtgN2w7YrbDtgM2w3irw7YDdsl4vbJeA3bDtirw7YDNsN4rbDtgNvJi7yYGHkyZMCZMmTAIw5MmBLwjDkwJhwZMA3hGTJgTDeTJgHJkyYBBw5MmAcmTJgEYcGTAN4cmTAOHBkwDhyZMA5MOTAmHJkwJhyZMA5MmTAOHJkwJkyZMD\/\/Z\" alt=\"Mesot\u00f3rio - Dicio, Dicion\u00e1rio Online de Portugu\u00eas\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 no ser\u00e1 capaz de inventar el hombre? - Ciencia y ed... en Taringa!\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Protactinio | Qu\u00e9 es, caracter\u00edsticas, yacimientos, usos ...\" \/><img decoding=\"async\" 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znANAJJJsABxJPUFrcCx+CsEhgLiIpDG7M0t8YC+gPRqFrqqoNfykdO\/k\/o1RllbNGXNkLRdosHgllyHcdbDo463dxT1DJcT5a1nVsp+o5mZ19XtzE+Iega+kovtym118a0AWAAHUBb8gvqI2rffr9hh\/EDuOVHK8d+v2GH8QO45UcrHm8n2brZnZeqr3SNpWtcYwC7M4N0JsNSpAN0+Lf3cX+qxbrcJ\/bVnZx94q5Utawwlm1L4PubqCb1VRHGOqO73e0gAfmrO2Z2XpKBhbTMsT9Z7tXvt1u6vMLBbpFNumOEgqU3ybUyPqDRROtFEBylv35DrZx6QARp6VdYXMO2jicRrC7jy8n5OsPySM+W6mmlJUz2b3aV9WxshDYYnah0h8Zw62sGtvTZRGjLRIzP9XM3N6Li66whc0taW2yloLbcLW0t6lpzwxmXalce3VCko56h1VndEzNlDLA6gcSfOqzXSG86pjZhVUHuDS9mVoJ1c7MDZo6eBXN6JnJLwsrcT9un\/AA577Vd6pDcT9un\/AA577Vd6zXXxfVzZvL52rO0HdCJvL52rO0HdCLbhe213L86N7KT4K\/lQO5fnRvZSfBX8s138XQvt18RR1eFLRxx5+TYGl7i9xHFzjpdxPE2AHqXuiICIiCt9+v2CD8QO45UcunNsNl4sRhZFLI9ga\/Pdlrk2IscwOmqiPgZovKaj9P8A4quGeFt3Gl3Cf21Z2cfeKuVRbY3YeDDnyuhlkfyjQ058umU30sB1qUqV0wmpoRERsVBb4MCfBXumDTyVR44d0Z+Dm+Y8D61fqwsXwqCqhdDURh7HDgeIPW09Dh1hGM8faOU1vcL2xxGnYGQ1cjWDg24cB6A4G3qU\/wAT3MEuJpqtuXobK03H+ZvH2BfcN3MHMDU1YLelsTDc\/wCZ3D2FXbh6ZSq3q6mtrTJJK+Wcxtzuc4khjeF+po8wWqXTP9D6RtDJRQt5KORtnObYvJuDmc48Tp0qKeBmi8pqP0\/+KbW+PJG9xP26f8Oe+1XeojsfsFT4dM+WKWV5ezIQ\/La2YOuLAa6KXKV2wlk5c2by+dqztB3Qiby+dqztB3Qi2817bXcvzo3spPgr+VA7l+dG9lJ8FfyzXfxdCIijqIiICIiAiIoCIioIiICIiAiIoCIiAiIqObN5fO1Z2g7oRN5fO1Z2g7oRbeO9truX50b2UnwV\/Kgdy\/Ojeyk+Cv5Zrv4uhERR1EREBERAREQEREBERAREQEREBERAREQc2by+dqztB3Qiby+dqztB3Qi28d7bXcvzo3spPgr+VA7l+dG9lJ8FfyzXfxdCLCxnEo6WnlqJb5ImlxA4noAHnJIHrWjZtYY8M\/aFVF4jsrmsiN3cnI4NbmLrDNrcqOlsiUoorR7cROnp4ZqWogNSLxOkDCx1xcatcSL3\/NSkvHWPPqNEJZX1FhYzPKynkkgDHPY3MA8kNIaLkXA6r2860P8ATunGGNxAxvLC4NLBlzB18pFybEX6eoolykStFoMN2ilmdH\/7dVMY\/L\/WOMWVrXfvGz72trwTaHayGlmhg5OSaaa+WOPLew6SXOAHA+xD2jIxuCtkfGylmbBHZxklyse+4tlYxjwRY63NuhRfZ\/Ha1mMy4fUTipYGZg\/k2Mcw5A+xyADpsQesLP2x2wfTRQMiiLaqq0YySwEXAEyEG1wSNL2WTshgdPRte907JqmUF00xc0ucfrG2ujB8NUZ\/eEnRR3B9rWVUlqannfEHlhqLMbFccSLuzEdHBSIm3EgenT+aNyyvGsMgjeYWtdJlORrjlaXW0DndAUL3a7Q1lXJXCsc0mKRrQ1jWhrD4wcGkakeLxJK3uzm1ENZPVQxxvaaV4Y4uy2cczm3bY8PEKie6X7Ti34j\/AO8iMW8xZKLVYti0sLw2OinnBbfPEY8oJJGU53A30v61h7M7Vx1stRE2CWJ8Fg8SZeLiRYZSepG9zem7q3SCN5iaHPynICbAutoCegXVf7X1WLUFGyqdiDXvzsD4jDCI7vBJaxwbmIBHG97BT+srI4o5JJHWbG0udbiA0XOir3BSMXlFXXPYyliefo9MXtGYg2zzAnX\/AM6OJjP\/AD9T7CaszU8Mrm5TJEx5b90vaCR+ay18Y4EAggg8COFvMvqNubN5fO1Z2g7oRN5fO1Z2g7oRbeS9truX50b2UnwV\/Kgdy\/Ojeyk+Cv5Zrv4ukX3n80Vn+Bn+4xRraP8A6Ui7Gm77VYWLYfHUQSwSi7JGlptx16R5wbH1LRx7JZ8N+gVU2djcrWvjbkdkYQ5ocDcZtLEouWNtQpxqW1mBmsET4jG0RCIuBBLW2MmYakaaDTismLDYanaPEo6hudjafMG3IGYMhF9DxGY+1Tar2VgkdROc6S9GAI7EWOUAePpr9UcLL90uzUEddPWtc\/lZ4+TcCRlDfEGgte\/9WOlE9Kiu7Coe\/BqgPcXZDO1tyTZvJ3tr0XJWJu\/wOKtwIQTOc1jp3G7SAbhwsPGFtVLKDZYUtFNTUcuUyFxzyjPbOA12jbX04L90eyFNHQNobuMY1zg5X582bO0j6pzajqQmNRqrqKrD8Uw6mbVyzQVFmFk2U5QHZBlIAItp7Fi7T4VAdo6AGIESxue\/j4zhylidePit9ilVHsZA2qjqpZqioljFmGaQODePAADrKzK3ZyGWtgrXOfykDS1oBGQg5vrC38Z\/JF9bplYnglLUEGop45S0EAvaHEA9AvwWh2l2foqehrJaeliikFPLZ7GhrhdhBsR5lLV5VVMySN8cjczHtLXA9IIsQo3ZKpiDEKzD8Iw+rhqpCHylhgIZyWW7zwtck5TqT0+ZSbaiFtRj9FTzXfDyJdydzlucxuQD5h7FtIN29GOTa6WofFE8vZC+S8QcTf6tltce2Vgqpop3PlimiBDZIXZHW6uB\/wDCq5et0iG6WFrK7GWMFmtma0AdAbJKAPYrBocMp4S90MLIzIbvLGgF5uTdx6Tcn2rV7MbJ09C+d8LpHGctL+UdmN2lxve1yTmN7rfqN4zU5a3aXFBS0dRUWvycZIHW4+K0e8Qo1u3wl7MNdM51qisD5S89Ge+Qk9X73rUox7CY6unkp5S4MksCWkA6ODtCQekL90WGxxU7KcXdGyMReNxLQ3LrbpshZztVOzFHDBUR0eJ072VD5HFs4cXx1LXggxyEmzmG\/wDK9lY\/9D8M8gp\/9MLBoNhaWKeGYyTycgLQskkzMiHQGi3AdV+gKUomOOu3nTwtYxrGNDWtAa1o0DQBYADqXoiI6ObN5fO1Z2g7oRN5fO1Z2g7oRbeO9truX50b2UnwV\/Kgdy\/Ojeyk+CvPFcQjp4JJ5b5I25nWFza9tB61mu\/i6ZaKC+FnC\/vTf6f\/AOrfbObW0VdcU013AXLHDK8DryniPOFG5lP9bxERGhERARaPCtraGpnMEE2aUZiW5XC2Q2OpFuK3iJLsRERREWDjOLwUkRlqH5IwQC6xOp0GgF0GciwsHxWCqibNTvzxuJANiNWmx0IvxUYh3hxOxL6B9Hfm5UxZ8wtcdNuKJbImiIiKIo7trtYzDYo5HxOkEjyyzSBawvfVZ+zeMNrKWOoawsElzlJBIs4t4j0Izub02aIiNObN5fO1Z2g7oRN5fO1Z2g7oRbeO9truX50b2UnwVu7w+aq3sT\/MKoty\/Ojeyk+Ct3eHzVW9if5hZrrh9arbc9s\/R1cVUaqFkmVzAC4kZQQb2IIstNs9CyDaCNlI4mNtSWNIN7s1BF+kWuvLYTY6fEGTGKpEIYWhwObxswP3T5laWxG7uCgfyz38tOAQ11srWX0OVvWRpcomONuuEdxfehU02JTQPjjdBHK5lmtPKOAvYB2a1726FsNnt4szoa2oroRFHCI+Ta1rg5xkLgG5nfW+qNbC2pUVpGg7VEEX\/wDVycf8JUu34xuOHRFo0bUsLvQWPAv6zb1ost1btH6fbjaCpZJUUtOzkWE3yxhwAGtruOZxA42\/JSLZjb+eto6jkoWmthYHNjAJZJc2u1t7+kX6ln7pp4v2RCbgBhkz+aziST6lX25JhOJvcwHKIX38wLha6G7xz20WyVfXxV8klHAJKgiTMwtLgAXXdoCDofOrSxDH8bbRUro6QfS5ZJGvZyTjka0nKcpd4ultSVDt1htjkwPSKgAdZz8PyUm3s7Z1NI+KmpHcm+Rmdz7AuALi0NbfQatNzxRMeJvbUYltptDRZH1tOwMcbeNG0A9JAfGdDZTyTbSnbhjcQcCGPaLM\/eMly3IP8wOvULqr9u9mK2noop6yvdOXvaOTJcWglpNwSdbdYHSvzjjHHZnDiL5RUSZvW6S1\/wA\/amlmVm22odttoKzNJRUrOSaeDYw4ejM83cfQsLbXaTEarDWCamayPlC2ZwY4ZZI3eKNT4t+rVT\/dNNG7CoBGRducPA4h2YnUecWWBvbqY5MKm5NzXZZ42uy62cDqCRxI0QsvrvaKbusZxiOGnip6Rr6Uy2MnJuJAdJ45zBwGlz0LeU+2Exx36HyNPyfLubnEf9bYNLr57\/W042W33OPBwmKx4SSg+bxybH1H81BaL\/qv\/wCS7uFDmSN\/tfvFrKTEn00ccT4muj0yOMjg4AkAh1rm5totRiO8zF6edpqKZkUbvGET4y27L9Dz41\/P+Sxdrv8AqaPtqb+TFu9\/o8WjP8Ug\/khbebtvN4W1boKCkqqeOKQTuaQJmF4DXRl+guLFZFPti2DBoq2djA54IbHGMjXPLnWa0a2Fmkn0FQ7eFzBhPoi\/2FhbVsd\/R3CiPqiR1\/Sc9v5OQ9rLtmQ7b7QTxPqoKdn0dl75YgWgDjqTmdbpIU53e7aNxGJ2ZoZPFbO0XykO4OZfo0OnQvxu9qIv2JE64yMikD+oEZs11ANxLHfTJyPqiHX1uFkWWyzntGt5fO1Z2g7oRN5fO1Z2g7oRacb22u5fnRvZSfBXfj+GCqpZqcuyCVmXNa9tQb26eCoLdljEFJXiWofkYI3i9idTa2g1Vu+EzCPKf05Pks118dmtV77DbHNw1srWzGXlS06ty2ygjoJvxUoUR8JmEeU\/pyfJfPCZhHlP6cnyU5dJcZNR4w7vmNxT9ofSHF3Kuk5PILeMCLZr+dSvE8PiqIXwzMzMeLEfEHoIOoKjfhMwjyn9OT5J4TMI8p\/Tk+Sck9Yis+6CVrnNp8QLIncWua69v4sps5TfYzZCnw6NzYiXvfbPI61zbgABwaL8FheEzCPKf05PknhMwjyn9OT5JykmE5aPHt1AlqXT0tUYC9xcW5ScrnccjmuBA4+1e+J7r2zUcELqkmeHPaYtJDw95eWvbe9gSbG62nhMwjyn9OT5J4TMI8p\/Tk+SvKawaEbpM8IZPXSveDobEsa2x8VrHO0PDVSvDNkYI8OFBMeWjGa5Iyk5nl4IsdCCdCsPwmYR5T+nJ8k8JmEeU\/pyfJOV1hEYm3Qyse76LiDo2O6C11\/WWOAKlVDsLAzDX0D5HyNeS4vNg4PJBzNGo0I6V+PCZhHlP6cnyTwmYR5T+nJ8lOSTCI9hG6iWCaN4xA8m2RshYGOGbI4EB3j2vpa63cWwDG4p+0PpDs3KmTk8gtqCLZr+fqXr4TMI8p\/Tk+S++EzCPKf05PknKSYPDFt3zJ8RFcahzSHxvyZAR\/V20zX6bLM262NbiQiDpjFyZcdGh181usjqXl4TMI8p\/Tk+S+eEvCPKf05PknK\/yY9sMyqoKWjdOWiny2eGgl2VmT6t9OtZ9NsnB+zm0ExMsbW2zWym+YuDha9iLrB8JmEeU\/pyfJfPCXhHlP6cnyTk\/lFZN0EwLmQ4gWwuOrS11\/8AM1rsrip7sjstT4fCY4blziC97vrPI4X6gNbDzrW+EzCPKf05PknhMwjyn9OT5JyT1imt5fO1Z2g7oRY23FfFUYhUzQuzRvfdpsRcZQOB9CLTz3tol9KIh+PiIiMiIiAiIgIiICIiAiIgIiICIiAiIgIiICIiNP\/Z\" alt=\"Se cumplen 94 a\u00f1os del hallazgo del protactinio | El Bol\u00edgrafo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En total se identificaron unos cuarenta miembros de esas series, y cada uno se distingui\u00f3 por su peculiar esquema de radiaci\u00f3n.\u00a0 Pero los productos finales de las tres series fueron id\u00e9nticos: en \u00faltimo t\u00e9rmino, todas las cadenas de sustancias conduc\u00edan al mismo elemento, estable: PLOMO.<\/p>\n<p style=\"text-align: justify;\">Ahora bien, esas cuarenta sustancias no pod\u00edan ser, sin excepci\u00f3n, elementos disociados, entre el uranio (92) y el plomo (82) hab\u00eda s\u00f3lo diez lugares en la tabla peri\u00f3dica, y todos ellos, salvo dos, pertenec\u00edan a elementos conocidos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-wA1_ylAQuMM\/TV7SKcYNovI\/AAAAAAAAAEA\/ONk4OW0p930\/s1600\/radioactive.jpg\" alt=\"Qu\u00edmica : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En realidad, los qu\u00edmicos descubrieron que aunque las sustancias difer\u00edan entre s\u00ed por su <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>, algunas ten\u00edan propiedades qu\u00edmicas id\u00e9nticas.\u00a0 Por ejemplo, ya en 1907, los qu\u00edmicos americanos Herbert Newby Mc Coy y W.H. Ross descubrieron que el \u201cradiotorio\u201d (uno entre los varios productos de la desintegraci\u00f3n del torio) mostraba el mismo comportamiento qu\u00edmico que el torio, y el \u201cradio D\u201d, el mismo que el del plomo; tanto, que era llamado a veces \u201cradio plomo\u201d.\u00a0 De todo lo cual se infiri\u00f3 que tales sustancias eran en realidad variedades del mismo elemento: el radiotorio, una forma de torio; el radioplomo, un miembro de una familia de plomos, y as\u00ed sucesivamente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/oIHxZKn1wi4hvHQ8pOx1VOJIjgMyFFukqeQThSW1lFpcfIVn1m-SlJQUwyvH5Uv1dpJMB5b064zSxK5kOzYEnUoHlDNH0w3r-h2fYIpwFpZ8C3OR3i3p7z9x2sBP7gkdhCzcBuC0A9pvSak0Fi8jXg\" alt=\"Qu\u00e9 no ser\u00e1 capaz de inventar el hombre, para descubrir la ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En 1.913, Soddy esclareci\u00f3 esa idea y le dio m\u00e1s amplitud.\u00a0 Demostr\u00f3 que cu\u00e1ndo un \u00e1tomo emit\u00eda una <a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edcula alfa<\/a>, se transformaba en un elemento que ocupaba dos lugares m\u00e1s abajo en la lista de elementos, y que cuando emit\u00eda una <a href=\"#\" onclick=\"referencia('particula beta',event); return false;\">part\u00edcula beta<\/a>, ocupaba, despu\u00e9s de su transformaci\u00f3n, el lugar inmediatamente superior.\u00a0 Con arreglo a tal norma, el \u201cradiotorio\u201d descender\u00eda en la tabla hasta el lugar del torio, y lo mismo ocurr\u00eda con las sustancias denominadas \u201curanio X\u201d y \u201curanio Y\u201d, es decir, que los tres ser\u00edan variedades del elemento 90.\u00a0 As\u00ed mismo, el \u201cradio D\u201d, el \u201cradio B\u201d el \u201ctorio B\u201d y el \u201cactinio B\u201d compartir\u00edan el lugar del plomo como variedades del elemento 82.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Caracter\u00edsticas del Actinio, propiedades y usos del elemento\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Bolsa de tela \u00abElemento de actinio\u00bb de cerebrands | Redbubble\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Soddy dio el nombre de \u201cis\u00f3topos\u201d (del griego iso y topos, \u201cel mismo lugar\u201d) a todos los miembros de una familia de sustancias que ocupaban el mismo lugar en la tabla peri\u00f3dica.\u00a0 En 1921 se le concedi\u00f3 el premio N\u00f3bel de Qu\u00edmica.<\/p>\n<p style=\"text-align: justify;\">El modelo <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>-<a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> del n\u00facleo concord\u00f3 perfectamente con la teor\u00eda de Soddy sobre los is\u00f3topos. Al retirar una part\u00edcula de dicho n\u00facleo, exactamente lo que necesitaba para bajar dos lugares en la tabla peri\u00f3dica.\u00a0 Por otra parte, cuando el n\u00facleo expulsaba un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> (<a href=\"#\" onclick=\"referencia('particula beta',event); return false;\">part\u00edcula beta<\/a>), quedaba sin neutralizar un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> adicional, y ello incrementaba en una unidad la carga positiva del n\u00facleo, lo cual era como agregar una unidad al n\u00famero at\u00f3mico, y, por tanto, el elemento pasaba a ocupar la posici\u00f3n inmediatamente superior en la tabla peri\u00f3dica de elementos.<\/p>\n<p style=\"text-align: justify;\">\u00a1Maravilloso!<\/p>\n<p style=\"text-align: justify;\">Lo de maravilloso de antes, es que me entusiasmo con los movimientos que lleva a cabo la naturaleza para conseguir sus fines.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"TORIO EL NUEVO COMBUSTIBLE NUCLEAR QUE SALVARA AL MUNDO \u2013 UNIVERSITAM\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00edmica : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo se explica que cuando el torio se descompone en \u201cradiotorio\u201d despu\u00e9s de sufrir no una, sino tres desintegraciones, el producto siga siendo torio?\u00a0 Pues bien, en este proceso el \u00e1tomo de torio pierde una <a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edcula alfa<\/a>, luego una <a href=\"#\" onclick=\"referencia('particula beta',event); return false;\">part\u00edcula beta<\/a> y, m\u00e1s tarde, una segunda <a href=\"#\" onclick=\"referencia('particula beta',event); return false;\">part\u00edcula beta<\/a>.\u00a0 Si aceptamos la teor\u00eda sobre el bloque constitutivo de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, ello significa que el \u00e1tomo ha perdido cuatro <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (dos de ellos, contenidos presuntamente en la <a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edcula alfa<\/a>) y cuatro <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>.\u00a0 (La situaci\u00f3n actual difiere bastante de este cuadro, aunque, en cierto modo, esto no afecta al resultado.)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/68\/Electron_shell_090_Thorium.svg\/200px-Electron_shell_090_Thorium.svg.png\" alt=\"Torio - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El pa\u00eds con grandes reservas de torio en sus playas que busca ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El n\u00facleo de torio constaba inicialmente (seg\u00fan se supon\u00eda) de 232 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y 142 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.\u00a0 Al haber perdido cuatro <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y otros cuatro <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, quedaba reducido a 228 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y 138 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.\u00a0 No obstante, conservaba todav\u00eda y el n\u00famero at\u00f3mico 90, es decir, el mismo antes.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, pues, el \u201cradiotorio\u201d, a semejanza del torio, posee 90 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> planetarios, que giran alrededor del n\u00facleo.\u00a0 Puesto que las propiedades qu\u00edmicas de \u00e1tomo est\u00e1n sujetas al n\u00famero de sus <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> planetarios, el torio y el \u201cradiotorio\u201d tienen el mismo comportamiento qu\u00edmico, sea cual fuere su diferencia en peso at\u00f3mico (232 y 228, respectivamente).<\/p>\n<p style=\"text-align: justify;\">Los is\u00f3topos de un elemento se identifican por su peso at\u00f3mico, o \u201cn\u00famero m\u00e1sico\u201d.\u00a0 As\u00ed, el torio corriente se denomina torio 232, y el \u201cradiotorio\u201d, torio 228.\u00a0 Los is\u00f3topos radiactivos del plomo se distinguen tambi\u00e9n por estas denominaciones:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Plomo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/www.acidoacetico.com\/wp-content\/uploads\/2019\/03\/plomo.jpg\" alt=\"Plomo - Propiedades, Usos Y Compuestos De Plomo\" \/><img decoding=\"async\" src=\"https:\/\/image.slideserve.com\/1389480\/plomo-2101-l.jpg\" alt=\"PPT - Estudio radiol\u00f3gico de la industria cer\u00e1mica y auxiliares ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<div>\n<div id=\"main\">\n<article id=\"post-62\">\n<div id=\"penci-post-entry-inner\">\n<p style=\"text-align: justify;\">La variante radiactiva de este material tan atractivo se convierte en polonio-214 a los 20 minutos. El polonio-214 tan tarda s\u00f3lo 160 milisegundos en convertirse en otro is\u00f3topo del plomo, el plomo-210, que tarda 22 a\u00f1os en descomponerse en bismuto-210, que a su vez tarda 5 d\u00edas en convertirse en polonio-210 y, finalmente, despu\u00e9s de 140 d\u00edas,\u00a0<strong>se transforma en plomo-206, el is\u00f3topo estable y no radiactivo que utiliz\u00e1bamos en el d\u00eda a d\u00eda hasta que nos dimos cuenta de lo t\u00f3xico que era<\/strong>.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div><a href=\"https:\/\/3.bp.blogspot.com\/-y6ow2VZyCxg\/UmaJHxkAKWI\/AAAAAAAADNM\/o3SyRtBj-CM\/s1600\/uranium.jpg\" data-rel=\"penci-gallery-image-content\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/3.bp.blogspot.com\/-y6ow2VZyCxg\/UmaJHxkAKWI\/AAAAAAAADNM\/o3SyRtBj-CM\/s1600\/uranium.jpg\" alt=\"\" width=\"640\" height=\"496\" border=\"0\" \/><\/a><\/div>\n<div>\n<p style=\"text-align: justify;\">La uranita (\u00f3xido de uranio) mineral del que se extrae el uranio y probablemente la \u00fanica fuente natural de astato.<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<\/div>\n<\/article>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: center;\">Plomo 210 \u2013 Plomo 214-Plomo 212 y Plomo 211<\/p>\n<p style=\"text-align: center;\">\u201cradio D\u201d \u2013 \u201cradio B\u201d \u2013 \u201cTorio B\u201d y \u201cActinio B\u201d<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/5e\/Map_of_fertile_cresent-es.svg\/370px-Map_of_fertile_cresent-es.svg.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: center;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>Media Luna F\u00e9rtil<\/strong>\u00a0o\u00a0<strong>Creciente F\u00e9rtil<\/strong>\u00a0es una regi\u00f3n hist\u00f3rica que se corresponde con parte de los territorios del\u00a0<a title=\"Levante mediterr\u00e1neo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Levante_mediterr%C3%A1neo\">Levante mediterr\u00e1neo<\/a>,\u00a0<a title=\"Mesopotamia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mesopotamia\">Mesopotamia<\/a>\u00a0y\u00a0<a title=\"Persia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Persia\">Persia<\/a>. Se considera que fue el lugar donde se origin\u00f3 la\u00a0<a title=\"Revoluci\u00f3n neol\u00edtica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Revoluci%C3%B3n_neol%C3%ADtica\">revoluci\u00f3n neol\u00edtica<\/a>\u00a0en\u00a0<a title=\"Occidente\" href=\"https:\/\/es.wikipedia.org\/wiki\/Occidente\">Occidente<\/a>.&#8221;<\/p>\n<p style=\"text-align: justify;\">&#8220;El plomo se us\u00f3 en la corte real de la\u00a0<a title=\"Antigua China\" href=\"https:\/\/es.wikipedia.org\/wiki\/Antigua_China\">Antigua China<\/a>\u00a0como\u00a0<a title=\"Estimulante\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estimulante\">estimulante<\/a>,<sup id=\"cite_ref-FOOTNOTEWinder1993b_10-3\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Plomo#cite_note-FOOTNOTEWinder1993b-10\">10<\/a><\/sup>\u200b como moneda,<sup id=\"cite_ref-FOOTNOTEYuYu2004_12-0\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Plomo#cite_note-FOOTNOTEYuYu2004-12\">12<\/a><\/sup>\u200b y como\u00a0<a title=\"Anticonceptivo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Anticonceptivo\">anticonceptivo<\/a>;<sup id=\"cite_ref-FOOTNOTEToronto_museum_explores2003_13-0\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Plomo#cite_note-FOOTNOTEToronto_museum_explores2003-13\">13<\/a><\/sup>\u200b la\u00a0<a title=\"Civilizaci\u00f3n del valle del Indo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Civilizaci%C3%B3n_del_valle_del_Indo\">civilizaci\u00f3n del valle del Indo<\/a>\u00a0y los\u00a0<a title=\"Mesoamerica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mesoamerica\">mesoamericanos<\/a><sup id=\"cite_ref-FOOTNOTEWinder1993b_10-4\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Plomo#cite_note-FOOTNOTEWinder1993b-10\">10<\/a><\/sup>\u200b lo usaron para hacer amuletos; y los pueblos de \u00c1frica oriental y meridional utilizaron plomo en el\u00a0<a title=\"Trefilado\" href=\"https:\/\/es.wikipedia.org\/wiki\/Trefilado\">trefilado<\/a>.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/9\/94\/Table_isotopes_es.svg\/350px-Table_isotopes_es.svg.png\" alt=\"\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es el iridio-192 y por qu\u00e9 es peligroso?\" \/><img decoding=\"async\" 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\" alt=\"\u2705 Iridio (Ir)\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se descubri\u00f3 que la noci\u00f3n de is\u00f3topos pod\u00eda aplicarse indistintamente tanto a los elementos estables como a los radiactivos.\u00a0 Por ejemplo, se comprob\u00f3 que las tres series radiactivas anteriormente mencionadas terminaban en tres formas distintas de plomo.\u00a0 La serie del uranio acababa en plomo 206; la del torio, en el plomo 208, y la del actinio, en el plomo 207.\u00a0 Cada uno de estos era un is\u00f3topo estable y \u201ccorriente\u201d del plomo, pero los tres plomos difer\u00edan por su peso at\u00f3mico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/vidaecologica.info\/wp-content\/uploads\/2020\/04\/isotopos-estables-e-isotopos-radioactivos-que-son-y-como-se-usan.png\" alt=\"Is\u00f3topos Estables E Is\u00f3topos Radioactivos: Qu\u00e9 Son Y C\u00f3mo Se Usan\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mediante un dispositivo inventado por cierto ayudante de J.J.Thomson, llamado Francis William Aston, se demostr\u00f3 la existencia de los is\u00f3topos estables. En 1.919, Thomson, empleando la versi\u00f3n primitiva de aquel artilugio, demostr\u00f3 que el ne\u00f3n estaba constitu\u00eddo por dos variedades de \u00e1tomos: una cuyo n\u00famero de masa era 20, y otra, 22.\u00a0 El ne\u00f3n 20 era el is\u00f3topo com\u00fan; el ne\u00f3n 22 lo acompa\u00f1aba en la proporci\u00f3n de un \u00e1tomo por cada diez.\u00a0 (Mas tarde se descubri\u00f3 un tercer is\u00f3topo, el ne\u00f3n 21, cuyo porcentaje en el ne\u00f3n atmosf\u00e9rico era de un \u00e1tomo por cada 400.)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i2.wp.com\/www.compostandociencia.com\/wp-content\/uploads\/2013\/06\/isotopos.gif\" alt=\"Is\u00f3topos estables aplicados al compostaje \u2013 Compostando Ciencia Lab.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Entonces fue posible, al fin, razonar el peso at\u00f3mico fraccionario de los elementos.\u00a0 El peso at\u00f3mico del ne\u00f3n (20, 183) representaba el peso conjunto de los tres is\u00f3topos, de pesos diferentes, que integraban, el elemento en su estado natural.\u00a0 Cada \u00e1tomo individual ten\u00eda un n\u00famero m\u00e1sico entero, pero el promedio de sus masas \u2013el peso at\u00f3mico- era un n\u00famero fraccionario.<\/p>\n<p style=\"text-align: justify;\">Aston procedi\u00f3 a mostrar que varios elementos estables comunes eran, en realidad, mezclas de is\u00f3topos.\u00a0 Descubri\u00f3 que el cloro, con un peso at\u00f3mico fraccionario de 35\u2019453, estaba constituido por el cloro 35 y el cloro 37, en la \u201cproporci\u00f3n\u201d de cuatro a uno.\u00a0 En 1.922 se le otorg\u00f3 el premio N\u00f3bel de Qu\u00edmica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Big Bang Radio on Twitter: &quot;Fallece el qu\u00edmico-f\u00edsico ingl\u00e9s ...\" \/><img decoding=\"async\" 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\" alt=\"Energia Nuclear\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el discurso pronunciado al recibir el premio, Aston predijo la posibilidad de aprovechar la energ\u00eda almacenada en el n\u00facleo at\u00f3mico, vislumbrando ya las futuras y nefastas bombas y centrales nucleares.\u00a0 All\u00e1 por 1935, el f\u00edsico canadiense Arthur Jeffrey Dempster emple\u00f3 el instrumento de Aston para avanzar sensiblemente en esa direcci\u00f3n.\u00a0 Demostr\u00f3 que, si bien 993 de cada 1.000 \u00e1tomos de uranio grande uranio 238 (no v\u00e1lido para combustible nuclear), los siete restantes eran uranio 235 (buen combustible nuclear).\u00a0 Y, muy pronto se har\u00eda evidente el profundo significado de tal descubrimiento.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, despu\u00e9s de esta siguiendo huellas falsas durante un siglo, se reivindic\u00f3 definitivamente la teor\u00eda de Prout.\u00a0 Los elementes estaban constituidos por bloques estructurales uniformes; si no \u00e1tomos de hidr\u00f3geno, s\u00ed, por lo menos, unidades con masa de hidr\u00f3geno.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Uranio | Combustible nuclear\" \/><\/p>\n<p style=\"text-align: justify;\">En la Tierra, del Uranio existente, s\u00f3lo el 7 por 1.000 es Uranio acto como combustible nuclear de fisi\u00f3n, es decir, es el Uranio 235.\u00a0 ya que, la mayor parte del Uranio que existe, es el Uranio 238<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/3EUp5j1481g\/hqdefault.jpg\" alt=\"Uranio 238 (documental) Parte 1 - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">que es como la madera mojada que no arde, tampoco es v\u00e1lido como combustible nuclear. El Hombre ide\u00f3 que en un Reactor Generador, se pod\u00eda bombardear el Uranio 238 con <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> lentos de uranio 235. El resultado;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cu\u00e1les son los peligros del plutonio? - Periodista Digital\" \/><img decoding=\"async\" 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J83BaRZlLMg50xegPzibnEDMmzpYKSpsQA5SD4UFmEsiC2qp88rYVShwCpV8FKtnFWWfiMQVJoZuIwkJItWv6JLCupp0bJjRRQ8KQuvQwpOppsu5XCxQ5tUZGJwgbcaIZw7miSLLeGFBidyO+gC3LxWdi25Qs7U5pwtPEYOD1KtUoCJ3ysbVtWCI2lJUC2JlQNW9lAcUoTiyG2qN\/xr\/RDNVBdaFMAKkKvBEbVVFotCFWama9J5QAzp+cKQe0fHUVGpUZe\/xKypGuouxeipc+Jv1eonylBFQen5rMyrRbXlCruQab1Iu0lIlCw7Mx0KSvbPyDhpfuCZbiEdAWotMIj6SlTprqyC8KDQrDmpNYqGphHYxQAhS5xA2IZIjQ8VgbSpuB+LrfBUalMGJ3JMWOTq03oPNu4LqamDvIFkN+EBXOcVtzBJCGGu3ArpnYTqCdlCNwU2rbmxRqfulE6Q1ELrGUAgYrZ4fZXYlueZXRm1grGL2AdWlYlSk9jiDNlmbjtWoWNIUHYYEWlVKOIMQeK06cQE7Ga7ZvWhVMEW\/2W46OCg8Dgm2C3Piycj4hbTKQ4W7lIUm8FNq2zMKLGfRMtJ1IDXXuSVot1TU6hmQ6lRdmEik0oPOKdMSgm4qJCchSaEEFIITnJw9BZaFRJJcY4q1zwCak4bgEFWswtiU4ZN1brszBDaISgxsYRGFAe5M2og0BcLDxOBzvdaL\/ABC0\/nFlFtWbpPIw8ZsprbiUJjIW\/WbmaRxWfiMOWCbEfmszitqwpojhPx2+9D55RNaFlQwYkdajUfqkXgm6aqbGFA3zgiOwcdwCSpEmblOpY6rnkRpBWbTqyr9Bq6xLKRpI7Ak1TAVDEppUnFAc5BGq8XlVDiAli3EKi471mZVb58q7TdYLKElHpVTCRI12FJ8b1n86SrDGki61aE9yoPrwrxpbpWfisIW75WZDtqklaLWdELIDohT2jiHmhVbTnnObdki3SymIPbCRKr9Oo0kgOBcNWyJb2jcjhpOsR2Lx3kzsI069Gqx1bnhVYXvLmZHMlpqhwBzEOBfrvC9co1lYyieiYpRx+z3y57coAvlB3AX6lz9XGrrqW06RfzWbpGbEOAMTIBIg6HRC2jsWlVaS1oa\/WRaeojRZyxvocpTxsqdTEFWqmy+bs4EHy7iq1fBiLFc6lpUOJSVLENIKSzY6troK0KGIWU+skxxXaJZdDSrAp62JDYWPQxBaoVMQXGSruKa7sYCmY7wWM2sRoU5xR0lNxTT+dM+1dKq9jmW0CyZUuchSyl5tZojKCmzSTIj43qga6QxXWljTDgN6sNxQg9Sx21lIVQrElLWL2m1t5E8FQq7cPUuc5VY2KjQ0\/Zk+P9FkMxp3lYnPlad7T2hmaSQ2J3SI815vtP5UN2HZDZ+sdd2WblrRYEiYlbeJ2lkwGJqDVrHRxktgeZXh9KoRZdNOp5lmXrDq9XAF2Lc5tRrnNaxpLpc197TcWkzHVeV1ew+VFHF0nGmTTOYU8ji1rs7x0chnpHhHDReX7e5R8\/s3B056THPDxv8AogWNnta9cnhsc+nUD2PLHAnK5pgtMRIO4wTdWcIiF3XL0baG1KgcWtFSnUpkyQ59nDoGLx3jieKxq23MYD+s4jurVh5B65r9P4kBwFd5BDg7MQ\/MHWIcXAk95XRYAA0KbjdxptLidZI3rjMU3du75B161WlVfUrVqkFrQH1HvEmTIDib2810Dqbu5YXybVQW1mfdd6j811VQJHMIx8XhpGiS1uaSTalqNN3WrjH2WW2qpGvCWtNPn0J1cLLfikI4lTclNU1wm+cLI54qbKilq1hXTGss\/nU\/OK2LpqJ2lZ9arDSQbgSj0sSBVyyIyE+BSJBnVCFBmIPFTfiGPZJ4XjVZrqwbxIAJnsvdWeBzfKLF5q7v4Yb4a+ZKpU6qqV6+Zxcd5J8bqVF6wLm3sS4YDEtG8U\/DnaYd5SvNOaIvM5hPZBLY\/wDFeibSpuqYepTYC5zgMrQJJIcHAADU2XA47B1aNR1Oqx1N4gljgWkTpY6b16NLpnIJp80qODe\/MGsc4i5DQXGCeA7U7ACSCN39\/wAlf2VtHEYWpz1BxY4g0w4tDmltiW9IEG7QeNluemYUGbPeXBpp1ATa7HTPhxXU7AwtOphQ8c5naRmId0Yk6jhDfNHxvLraFZvMmpTaHlrZZTyukw3UkxM7o13LqOS+w6dPZuNYem6HZjaA+mHRkI3ZhIm91yy5dINyAxWXE5f3gR7vNejvavEdh4xzalN4mRBXsbNpMNJtVzgAQCb6E7oXPGa4JgcuhJZtbbVDLmDpExoRB65+LJldyUxWV5nTUqL8WN53LzNgrtkNqkb7gd5uCovZXdY1J7gPQKbC3fs2tSeS1r25hum9tSrVKpfXd715phsBVDg9rrjQ232lWoxVvpI64b7knAt6U16jVxjWRmMTovOc2L\/7xgifskeiK3C4uxNQf+OngmyS3oTq9xcb09TEQN271XnYoYoftmiephnxb2XUX4HEus6uCOxsWjgB1JtLd\/jsYAx12zBgTc9gWMdtuzF0XhwjgDfXuXP\/ADCrAzva4gRJzTfscjUqAAg0gex5E+JMeKm1bdJS2tTyCamUwOAvwWTtHbf0boJuIFzvI3DqlUhRaBIo\/wD6a9l0N9Aaim3j9ba\/f3JRaiMZvg+BSGPOkO8CrowpO6nrpncVJmAJkw23DOY80sRwu3HU3BzcwcDIMHULnuU+0XYjEvrPjM4CYEAxvgyuj\/RwP2Af8\/vXMcoabGP0glotfiYN+\/wWsMovglTwrZO+y3cdjW\/MW4casq86N5zGGkX6s3isajSLInUtDj\/iGaPCF09HZxdRGZ5AySRkmAb6963nnSRDmzcBei8ltp0m4KrSbUoy6i8upNf0w7LcwY1m4vpu34I5NtDWFr3nMybR33jqXK4HZjn4gUAJIeQfutkl3VYeakTErPDpNmVMgbmgGAYdIMbjEaEQVvYLlC1jXB0m4ywCfFQwexCRJfUtYw6Iy7lp4bYY9k1K3V0yJ0965TUjIxu3cwBYHAyL5XXG\/d8QmW6\/AYdts7yZFi91u3gLhJKhbYbtnkhzwLGYB1kTedLa9dwoU8N9HzghwElxEgGBEgDUeav7Qa8ZGtPOucHS1gAA6y0g5hfukFAbhMQGtcQ1zROZgaCCxokdJhgXbBEXkdi3uZpWaIBkDUgO7pjTgmY0EGYm0QZBFt266v0tnO6Ia\/MzNmLQXNytyghsxrlJv1lVqeEhwyMzy6KjnNkNaY5t0iItYmYMFTctB9KCMgNsxiLFp6jbQJ8jxJI1ktM5rDfA01CsswVOm+MtWwkuDgGuBBcSDpIynfu61GrWbzkTLKjXZXvdl6Ly2WiZMXcANZKu5KVi1xaHVMwgkXANz1DhbyURhqkGJOU9KWiDEGBMWievsV6nhDlc5joIJhriIbmLR7Vy6QABMbtJvouoBv0bSTngj6MOP2YDjOgIETGu9TcU59uFcW5mmCNWxqDPHri39EanhgAJOpAiODiC0j417Fex9Q9FgNMPzeyPZI6RDQSZDoAkR9ocVEbSaWAmWOLgc5AGW0Acdw0m4TctKjsP0TvvmboJEiRE3sdepMMM4DQQHQeobz1q7hKpqB4cHFzGHQgFwBtBI7eu99FGXuN4LaYa6xzGHkkA3EmQ6\/BZyzpKWKGDYHXDoJaLg3GUToJOp8AtAbNpat6UG8R0eo7yJ3\/xBZj8bSLjkqQXFwyPBDZaM13TYiImN2iIMUGMJD2NIzNJc6OeMt6NKDBiTHG2krw6s55TFSsTTTZs2n9kdI3aJcDk\/e6VtfyXDcvOTlV2Lpso0nEOBDTNjHSkuJyjoneQuyO0wA+k0OD2tAOZri5xmDmy5ojc4W\/K5hse5wFNwAc72iL5JAJAv7QkDcde\/wAeGrr6Oe+Ivvj+W+JeXcoqBa6hSLcrxh6QdwNQ6gHeBLe8r0jH7JPzYsYAXVKbWBx0GbKM0jdMza1kHEVKWdrngucMxZYwJBaQ0Gc83txKPidqMgFuZ7iTmglnSAvDXSLyW7rkd3XV1dXUjT2xVd\/ciYiwMJgHYam9rmuqOpNJZHRLgBmGUkxr0e4riuSmzcU3GCvVZk+kio0yCW1w4S0GQWjt3LuPnZc9wYXZRAcwtkki5IF81ODq4WlNintGHaXPc0TIcW5xFwTl3i0i8zE8F10dbUi4y7mv+GVT0vNqsDSAMwbclsgho3aGdR4IDi50uA5oAQx2YAHR3syOLh46LMftCrl5wEt3MkAXc0QL3gu7bqg2u996zrnVvQltj0QHmxJibDq0XswuuWW10apvUDgAYzyS13G46TdRF9AnXL4XaWZpDi5jj7AMPDv3mzAg2ExHqkuqNkfrR+9W9KKtbC0d21v9qSSxKhN0b2D8L04+of8AzD+JJJFDxX1J\/l\/7mqpt3d2O\/CnSWo7Zlf8A+lZ9x3+xVtjf8p9Xp0lJaVuUPsu\/nO9KyNtj6+n9wf70klYQXYn1Y+P2TFmbc+tqf4vxOTpLM\/UeGI766p\/9votQfVN\/+GfxBJJYy7hiO2zgf1tv8t34GoH\/AFPfS9KSSS8s\/Xl\/i34\/2p\/Yb8fbcobM+sP3v+RqSS6T1+fLlPbqsF+sH+a7\/SprI5Q\/q7Pu1fVqdJeXT\/u4fny75dT+fCtjv1ah91voVkVfr2\/d\/N6dJfS0+mWzR1p9lb\/UckkktSj\/2Q==\" alt=\"Simpatia Desbordante\" \/><\/p>\n<p style=\"text-align: justify;\">El Plutonio 239 si es utilizable como combustible nuclear de fisi\u00f3n<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 no ser\u00e1 capaz de inventar el hombre para descubrir los misterios de la naturaleza?<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/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%2F2020%2F08%2F03%2Fla-naturaleza-y-sus-secretos%2F&amp;title=La+Naturaleza+y+sus+secretos' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a 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[&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\/2730"}],"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=2730"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2730\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2730"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2730"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2730"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}