{"id":28531,"date":"2022-08-19T06:04:18","date_gmt":"2022-08-19T05:04:18","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28531"},"modified":"2022-08-19T06:04:18","modified_gmt":"2022-08-19T05:04:18","slug":"las-moleculas-portadoras-de-informacion-12","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/08\/19\/las-moleculas-portadoras-de-informacion-12\/","title":{"rendered":"Las mol\u00e9culas portadoras de informaci\u00f3n"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0\u00a1La F\u00edsica! Cuando se asocia a otras disciplinas ha dado siempre un resultado espectacular y, en el caso de la Astronom\u00eda, cuando se junt\u00f3 con la F\u00edsica, surgi\u00f3 esa otra disciplina que llamamos Astrof\u00edsica. La Astrof\u00edsica es esa nueva rama de la Astronom\u00eda que estudia los procesos f\u00edsicos y qu\u00edmicos en los que intervienen los fen\u00f3menos astron\u00f3micos. La Astrof\u00edsica se ocupa de la estructura y evoluci\u00f3n estelar (incluyendo la generaci\u00f3n y transporte de energ\u00eda en las estrellas), las propiedades del medio interestelar y sus interacciones en sus sistemas estelares y la estructura y din\u00e1mica de los sistemas de estrellas (como c\u00famulos y galaxias) y sistemas de galaxias. Se sigue con la Cosmolog\u00eda que estudia la naturaleza, el origen y la evoluci\u00f3n del universo. Existen varias teor\u00edas sobre el origen y evoluci\u00f3n del universo (<a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, teor\u00eda del estado estacionario, etc.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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FXL2ZrENkmOarw+BJumVNozG10WMGQJiJuOYSctCORfh6MWV0dildpah8xU8g0TDsTnDvACWusvemsqOLZsuVJztWqEKXh0HkqcXUkoLpYTuN+irFlUV2bHZeJY1wLm5hw0Q+1K7TmIEA6BZ2njI+IhR2MG8kqv8L5bOnXnxx4h9Ou1rXZge5B+0G8HeA\/KBrYgutoFStETpdnIzZOdbRqvRXEMNR3VDbH\/1a+bAaX1Xy7BYp1N4c0wQtpg9vsc0ZrFdDx8sqeLMly\/Y9DoMzZZj0j2mwPLbzA4flF4nbjADkIJ\/t1isbVL3FxMyjyMstcUES\/kLdjmEe6TyMQthsHZtSpgX3Labqkw1wJ0+Xc2414dy+fNR+G2lUZAa9wAtAMD+3K5uaHcpJ972bMGSYrbD9p1P8pyhsANbHvWaLXgQeKoayDLrSSToN\/amNDGPa100WveetJAMBsTN73Itz5oHaOJc9xmm1uWQ7IANZcZuZIyu7IhQlXrXRbdY3ut7b+A\/H7WptptosGYA5y7W53C9rRPPsSr2gzg7wH5QNOmXuDRqdE0qYSizqvc5z7S1okgxcE+BTrU9fJnpuu\/go9os4O8B+V77RZwd4D8ocYMOJFMmR8JEO7uKEqUy0wRBTbE0MjtFnB3gPyp7RZwd4D8pSopINBRe0OBNNzcwgHLck6QCIP3SzG03FznBjg030MX0ujMJiQWjM+rIAFiIEE6HX3Y+6GxWKBaQHvJLrybZQBE8XTP2U6QC9W0Xwql21sqADWPzFavAs\/wuEfCT2OiW95WVwo5J9hmnJUlxAcLjfLb6fZA097BaFcZloGVW5VlLZpBtNkxpYiypqdlkl2LdJQWTkrHvUzBLpl6lAL8RK8dXQ1RpBuqi5XykkJV7O6lSV1QxhaIDGOuT1mhxuAI7LfcocXTKlQiGtF95UVSkSMVZK0ij1h\/+2wCPlG4ED957QFxUxpm9Ng5ZbG4P8fcp5T2I5zC+5A1O5LcTgiDl\/dVzmTNGTwbidsXYjE5gBla2J90RrxQyNfs94Og8VTVwrm6jwurt7MLWno7oYcOE52tMkQTBsJnv0RtEhjS0VKZE3kOnrNgwbEgRu3re7E9H2UKbSWBz\/iOpJO4E6DkqNvbCZWaS1ga8AkECII+biCtP4Hx38lfNGMxEObl6SkATqJGmYybnUnf\/AAl1Wg0Cc7XG1hzmZ7I+4XXs9\/LxU9nv5eKzt7HBQUZQfTyjM15dNyCIjhBK89QfwHimvots7PXGcWaMxB33AHbrPckulMun8D4sbyUpXyEYLYz6gDhSeGk\/E+MwgTzBkNOnwhD7QwTqZOenUk6mcwccpA6wP7g719Y2fg2m7hMofH4Vpa5hAIIII7dL\/wArmR\/JN5OLXR1H4OJrSb5f8PmWzsK3NmaC0tDjDiDPy6ac1ovQ3Bs6A1LF73OJJEkw4tgb4396zGIbVY9zRl6rnN11AJCYbIGJpNc6jkLHGXNcbAxeCIi3DkuxhuZvk\/k5Ny2uP0NvSnBjK2syG1GvbB0Lp1Btosjt5h6Uy2Jjs0CdY3EYhzg+uBlabNb7s95km32QAFXF1AxtMZ3uAjfc6gIytVk5JfAStTpgWzdlmoXS5rQ0TDjBdBghtiCRcwVZW2DUAzN60uIDRd0D4jG791tRsSrs+hXdXbIcwNylzMzXXAcDv3H\/AMWYwu0n03sIzMJgCSbg7wSJVX7dtIFr5FdWiWtyu6scd\/Z2fylpWr2zs+o5gqkglziCIgwZuZE7ous96g\/gPFTLbXYMERuAwxc7gOKp6NwkxEa8p38u1FYbFGddNNVII1eG2WxjQ4ua5x3CbdqHxFBoiZ1ud8ct0oKjiNzt+6fwpicda1gFBb+vECrCFwzEKmrWmeZlVsemREhvSrrpUGHL2UaRbs8r1MxJQxcicgI1uqHtSbEK5TDD4q870BlRobh\/mqi5+XSLGw1lDlUTGWsb2hzS2yQwsBMHUCYKAr4qTmNgEKH0fmqC4+U2kTu4T9tVX\/hJuakf8TIzGew5Y7yq1hSZffnXc6Pa203kyI8EPUxbnamOyy4qxmOWcsmJ1jdMb162i4iQ0kTEgEiYmJ7FclrpGFvfZ9W2Fthlem2HXMZmAw4OAGvK1iqvSDa7MOw9aXlpDW6mbgd17r55hsJDZIqtfJjK0xEdW4E3K8xeGESBVLyfiadLnhJMD7Fav7D4+uyvgU+0X\/T4eantF30+B\/Kodh3ASWuAESSDAnRUrKOG+0H\/AE+CYej21ejrBzzZwykndJkHsBH7pGooqVUtP5Hx24pUvaPtuD2iAARBtI3i6A2rtltNpeSBln\/kdzQF88wGKfTbGau0wTAHUiCQbgxpcxpKG2m5zjmJquGhLwbOk2G4aaciufP8clfJs6lfyOPW1P7f8OK203uc5xiXEk24mf5RVDawa0Ah2bflOUG\/bvbbRJl4uiujkt7HFba0tIAdMRdxI1bBieGa3MKnZmId0rOs4EkCQSCJOogiEHRy3zZtLQQLyNZHCVe5tHKYL80GJiCZtpfS6n2QbTb9SviHdG2ualNjbuL8wLgAXjm6QBlmbhI6uCrEtD2uB3CJIgTp\/YVezNvOoQ2nUewEAOc0NzCGtjLI1zSJiYAXXtRpdm6SqXOI0DZAdGeJG8jQflEupTSfTD37HW2tqtbh6YNN7X5MpylrqbnMyw+TdpvcDf2rLUMc0+\/mF\/hA079+quxVNjrO6YOlxy5QGjgQIFkJkoT7z47Bw7t\/7Ke\/kAwURcuFcgwHCI0ymIjraPPc3muHtpNIaRUG8S0A3Ii3ZKAdjHkzndw946cF3hKpdVYXEuMgXJPZrKOgGh2e8AOLmtzaC\/8A24ILH4N7ILyCDoWkHxjRONpV2se8Gm0CQ2LB5kG8HW8FEYykGYdwqlrnFstO+4Av3pNjaMkCvWFcgKwUz3buB7EbGlFrV3KjGWXlkciz0UseN\/d\/Mqx91zhmjMC4SOCLbRubWStgkwKCSG67hy1t2XRdDAZrAFx8Au24eHZgjcBtDozMXBnQHTkkuqXo0ePGKq1bFlfZ5FspBQvqj\/lKe47aOc5jAvJ3eAS6rtSSYbbt8lON0\/ZX5UY5r9GAPpuGoIW69H\/QmtUpB7q\/RBwzNaG5jcQC64iRuvaFjK+Nc4RAA8V9V9H\/AErw76DM9VtN7WhrmuMXAgls6g3VHm5M0QvxfffyV+PMNvmfPtubLxOFqupPc4mzg4Ew4XDXA7jqI3XS81a5+J\/jH7LR+mnpM3EVwaYzMY3KHG2a8ki2nms77S+n7+S0YquoTr3rsptJU1PoqqMqus7MRbXlJH\/0fEqr1V\/ylFe0vo+\/kp7S+j7+SsFBfVX\/AClT1V\/ylFe0vo+\/kp7S+j7+SAOH1aw1c8AADU6DcYWk9FtiesDPWLnCYa2TBgmXE8ASRHMrO1NoGLNA75Wz9B9rtyZCQHNLjFhIJJkeJWfyqucbcezX4UxWXVfXW\/sZbW9DKJbDWhpizm\/yNCvm2IwD2uc0tMtJB7l9h2jthrW5nEANGpNrar5ZtDbGeo9wbZziRfdu3cFn8C8tS\/yGjzomZXST\/wAfQs9Vf8pXhwzxfKUX7S+j7+Sh2kdzR4roHMLNjbO6UuJMNbEnf1jAA+6+gvweHo0wAAIA0sfHWVjPRvaMPc12UZoIJt1m6N75K2u0cD0jM7CCDFh+Fn8mmnOm0v8AH2WJ6Sa\/2D061GoMoBae0pbj9hNeHNygVIkPA1j5hwKaezqz6md8DSSAGiwjQWGgQ21tqCg7PmD8ohv1E\/uAjx8jd6T2td7+CU9t77RiWYJtpLxYSA2bwZA8AP8AlyK4GHZnAa9wEAyWkFruBHLlOi79pSbtAk3M6TqbBFUcS6m5zm1aMmnUYZAcIcAHAZh70Gx5WWkqLztXqvpuqyJbDnMJcRvnhCqxuIZVMvqusALNIbYxIGsxJuAlWJoBsEPa6SdDwJEntie9c0ihslew1tCjP+o7vaeJnQHdC9NNpAIeSZ90tIgESY3cPujsBsR1VpcIhuqsOzcqrqkXTIoq1ICq6dvyf9ijcThCg\/VShMnixnQohdVBuCGZiIVxfISpDU9I4bimss5gff5iN1hbn+6HqYtn+12nMeWngfHkrGZcxm2nmjMdQpZW5HEki4O7yhS8iT1onH47yS65IVvxNM6UuM9Y3kg24GJHeqcTVa4ANp5ImTJMybC\/DRFjC0+X6lTiqDAOq6Dw1n8KzZkZVh6jQDmZmmIuREa6cUwOD90ChwPvgkghxBideqb6dWIWmwWCw5w7Za0gtBc4xOlyXagysr0FLiP1earx5Fe1r0X5cLxJNveziu1rOq6jDi2xzzrYOgWBkG3PklibdBS5fq81PV6XL9XmrCgUqJt6vS5fq81PV6XL9XmgBSom3q9Ll+rzU9Xpcv1eaAFKLwVOXSc+UalokgnTsui\/V6XL9XmraRYwENdEwbO3jQ6oAqxAzgwaznWyh0nc0m0fUftrKUlPjWHzk9rzuiN\/IeCH9Xpcv1eaOvgltvtilE0KDXTL2tu0CZvM3toBFyeKN9Xpcv1eanq9Ll+rzQQDMwgiTUYDe0ybTa1tyaYPG1KUhmJESZBPVtEESd82jgUJ0FLl+rzUNClxH6vNDSa00SnoY4vb9d3VOJBDjBIEQIBmYmLx4pa\/CZversJgm7idCRE84+4TH0Uo0zVdJnK0FsjxI56eKbelGGpFoJjNmAF4JnUdip\/JMWsan\/w0z47rE8jf+jJ08Nlc0h9Mx1ruESL5Tfy5rw7QPyU9\/wAN7yDfvRHqtP8ArvNT1Wn\/AF3mr9mUDxOOc8QQ0CZ6ohU0nwUVXoUw4AOi4n4oE3PheFVjKbGvc2m8vYHENflLcwBs4tMx2KANX6P4q0LWYj0fJpGoTFphfNtj4gtcCt3W9JnOohm5V1K9lsUxJiKY3xayD6IKY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alt=\"La evoluci\u00f3n estelar \u2013 astronomia-iniciacion.com\" \/><img decoding=\"async\" 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\" alt=\"Las Estrellas: tipos y evoluci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0Las estrellas &#8220;nacen&#8221;, &#8220;viven&#8221; y &#8220;mueren&#8221;<\/strong><\/p>\n<p style=\"text-align: justify;\">Las estrellas, como todo en el Universo, no son inmutables y, con el paso del Tiempo, cambian para convertirse en objetos diferentes de los que, en un principio eran. Por el largo trayecto de sus vidas, transforman los materiales simples en materiales complejos sobre los que se producen procesos biol\u00f3gico-qu\u00edmicos que, en algunos casos, pueden llegar hasta la vida.<\/p>\n<div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/delegacionandaluzasea.files.wordpress.com\/2012\/07\/hombreuniverso.jpg?w=378&amp;h=498\" alt=\"\" width=\"298\" height=\"393\" \/><\/div>\n<div>\n<div style=\"text-align: justify;\">\n<blockquote>\n<h2>Al final de todo nos hemos dado cuenta de que&#8230; \u00a1Somos parte del Universo!<\/h2>\n<\/blockquote>\n<h2>\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/26\/el-universo-se-expande-la-mente-tambien-i\/\" rel=\"prev\">El Universo se expande, la Mente tambi\u00e9n I<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/radioedu.educarex.es\/radiocaraculiambro\/wp-content\/uploads\/sites\/58\/2019\/11\/Indio.png\" alt=\"DISCURSO DEL JEFE INDIO SEATTLE EN DEFENSA DEL MEDIO AMBIENTE \u2013 Radio  Caraculiambro\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><strong>\u00a0\u00a0Jefe Indio Seattle (1786 \u2013 1866)<\/strong><\/p>\n<p>Antiguo es el mundo, pero parece que por fin empezamos a mirar los detalles y a buscar una forma de vida m\u00e1s ecol\u00f3gica, y al fin y al cabo, mejor para nosotros, ya que uno sin lo otro no ser\u00eda posible. En este articulo hablamos del Jefe indio Seattle, un jefe indio que tuvo que negociar con el progreso que el hombre blanco implant\u00f3 en las tierras de Am\u00e9rica, tierras en las que hab\u00edan convivido en paz durante tantas generaciones y con el respeto hacia unos medios naturales que m\u00e1s tarde fueron explotados sin consideraci\u00f3n, todo lo contrario a lo que indicaban las doctrinas de su pueblo.<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/26\/el-jefe-indio-seatle-un-ejemplo-a-seguir\/\" rel=\"next\">El Jefe Indio Seatle: Un ejemplo a seguir<\/a><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.pdb.org\/pdb\/images\/1k2r_asym_r_250.jpg\" alt=\"\" \/><\/div>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"The Characteristics of Living Things\" \/><img decoding=\"async\" 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\" alt=\"Seres vivos: qu\u00e9 son, caracter\u00edsticas, clasificaci\u00f3n, ejemplos -  Significados\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Los organismos vivos somos sistemas extremadamente complejos, formados por un elevado n\u00famero de elementos interrelacionados que deben mantener sus caracter\u00edsticas a lo largo del tiempo, de una generaci\u00f3n a otra. Esto supone que debe existir alg\u00fan mecanismo para que cada elemento de los organismos se elabore de acuerdo a un \u201cplan\u201d, a un modelo de organizaci\u00f3n establecido, y que ese modelo pueda ser transmitido de una c\u00e9lula a sus descendientes. Esta necesidad de los seres vivos nos acerca a la noci\u00f3n de informaci\u00f3n gen\u00e9tica.<\/p>\n<p style=\"text-align: justify;\">La informaci\u00f3n, cualquier tipo de informaci\u00f3n, es un conjunto organizado de que pueden ser utilizados en alg\u00fan proceso. En el caso de los seres vivos, los datos se refieren, fundamentalmente, a c\u00f3mo son las mol\u00e9culas (en particular las prote\u00ednas y el ARN) que la c\u00e9lula necesita producir y a cu\u00e1ndo deben ser elaboradas. La informaci\u00f3n necesita siempre una memoria, es decir, un sistema f\u00edsico en el que pueda registrarse, almacenarse y que permita su lectura. En los seres vivos, que somos m\u00e1quinas qu\u00edmicas, el soporte de la informaci\u00f3n es un tipo de mol\u00e9cula, concretamente un \u00e1cido nucleico. La informaci\u00f3n que almacenan los organismos recibe el nombre de informaci\u00f3n gen\u00e9tica.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<a href=\"http:\/\/beyanerli.files.wordpress.com\/2011\/06\/image004.jpg\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b3\/Chromosome-es.svg\/350px-Chromosome-es.svg.png\" alt=\"\" width=\"343\" height=\"393\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">Representaci\u00f3n esquem\u00e1tica de la mol\u00e9cula de ADN, la mol\u00e9cula portadora de la informaci\u00f3n gen\u00e9tica. Las mol\u00e9culas se forman por la Asociaci\u00f3n de dos o m\u00e1s \u00e1tomos, que se mantienen juntas por medio de enlaces qu\u00edmicos. Podr\u00edamos decir que algunas mol\u00e9culas de vida ser\u00edan:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/imagenes.mailxmail.com\/cursos\/imagenes\/8\/8\/que-y-cuanto-debemos-comer_31588_5_3.jpg\" alt=\"huevos\" width=\"247\" height=\"235\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/imagenes.mailxmail.com\/cursos\/imagenes\/8\/8\/que-y-cuanto-debemos-comer_31588_5_4.jpg\" alt=\"cereales\" width=\"278\" height=\"352\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/imagenes.mailxmail.com\/cursos\/imagenes\/8\/8\/que-y-cuanto-debemos-comer_31588_5_5.jpg\" alt=\"hortalizas\" width=\"302\" height=\"201\" \/><\/p>\n<p style=\"text-align: justify;\">&#8211; Agua.<br \/>\n&#8211; Hidratos de carbono.<br \/>\n&#8211; L\u00edpidos.<br \/>\n&#8211; Prote\u00ednas.<br \/>\n&#8211; \u00c1cidos Nucleicos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.uned.es\/pea-nutricion-y-dietetica-I\/guia\/deporte\/img\/nutricion-en-el-deporte.png\" alt=\"\" width=\"250\" height=\"250\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es el agua? | iAgua\" \/><\/p>\n<p style=\"text-align: justify;\">Principios inmediatos o biomol\u00e9culas: cada una de las sustancias que componen la materia viva.<\/p>\n<p style=\"text-align: justify;\">&#8211; Simples: O2<br \/>\n&#8211; inorg\u00e1nicos: agua\u2026<\/p>\n<p style=\"text-align: justify;\">&#8211; Compuestos:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Compuestos Org\u00e1nicos - Lecci\u00f3n Te\u00f3rica - YouTube\" \/><img decoding=\"async\" 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\" 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\" alt=\"LIPIDOS - Blog Eric Favre ES\" \/><img decoding=\"async\" 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aSczZVVVdIi9gcrvR1zh1LrZSpMgiiuW4C9NOEwQA2qmpiciVscAYnzhmGXKw76mlzbY9Qdj+lOvDOWtOi4qV9sGXJD2HWndSXAf8AKUR\/5jW3Dhaw7YcedS2m4km8iZCU7qO21Pli6g+YkFC5jArKtEJRlweAA\/ELyE6iQCqx2gkj4VlS2eP8KEjSp2P8B+PLrNe123qB02fcrI4VMcx1Fo+VRFspi3L8\/WiCo6x6mhuKTYActx8f1pkSphrhfMUFLmCeUEsYiNKj7LTw9hf+EkBKv8p5GgPEOXuNrU24gpcQbpPbp2786iPKn0p24a4nwr6EYfNEJVoGlnEGdSQbBDhFykclGeU7TUlcyFs0ZB4MS8fi\/LpTzIJ9LH9qmYN5xxE+ylKtJjeYB35b\/Q0Y4l4JdwyittBdw6zqQ40NQAVeDp5dCLUGYlpQMEIWAFDSdx7JuO5HxNBdMDGIxXZnuzOjWECFodAtq0E\/4tvyNP32dY0BeaYs\/wBk0xonroSpR\/T50p4TK3sVqw7AKiSlSrwlISfaUdgBO\/epnEOYtMYP\/peDWlzUrVisQn2FqBnQg+8AQJO1gLya6pf+R\/6lOobPavneKuX6VtJuJFiOdhU3NcrR93LswQYHfr+VAmWVtqlJ+BFjU\/OsYt1tCEjShIuN5PM25VJXu2MkN\/p4I3nDJ8yUCEr2keb0vc\/Se9M7SvKSlSYCtNp0yAenpMTaY7BKbxuw07cuXxriFORYqA3gEgUZlHgxDQTHp\/FhPPaLmBaADygyL26dYoNic2OvQjUqVQAndXKBHfoKW\/FUogEqVMCLknt3r6U+zL7O28C0l51IViliVE38IH3E9xzVzPauCSvEq3Lvs2zLFJBWkMojZXtHuQPhuaasi+yHEMK1pxBB5gAaVDoRVuY3MEt2AlXSh3\/Wl9E+gms\/qOv6eptDNv6AjFdVh7lETcdwxim0qKQFkyfLY3JNh\/vQFDelKUEbC\/w3+tXFgccHLRBHKql+0zOks45beiAUNqKxe5BsR8AZ71ARLED1HIMZruYNoeBsTiynVHORPPoY68\/nXTAIhKnF3JP5\/wA+U1Cwg8ZXkMjb4c\/maYGcMJSkxEx+qj8hFUbt2jQbO8F4jL5QVESpUQOhV7PpAv8AE1L+z3M3VFxp1wrSkeQqMqM+yBNztqk7VJzDZZTyk\/5rJHy1A0LRhUoKlD2wQkRv5U\/+5PyqqvsZYgGMGcYvDtkt6vxjB8MDVFucezyvblQPzL3JjkKH4TDwtwm51RPWN5qZiXktoKlKCQNydhXFBkYEuLW04JkHNcUhlClKtAsOtVtjMQpxZWrc\/TtRTiDNziF7QhPsjme5\/lqiZZl6n3UMtiVrUEj47n0Ak\/CtCmv41yeZl32azgcRw+zbIxpXi3BZEpb9eZ\/T\/VTRxBkbrjOtE+I2fEFjBVuB9Amj7OVM4dppvWlDLIuSQJV1J2uZV61HVx7gkeVKlu90oJB+NQxycyEyOJByjGpeaQ4NlCY6HmPUGRRRu9VlguLQh56UFDTjhWkQfLO\/z3ppwnFTJuFis+2l1Ow2mpW6uM53j7l7Yo0HABVes8ZMoElYA9aFcR\/aAtxpScGhRVEFyPZHPSPeP8vXVI52xA2jG5gP7Ts4L+NDbSpSyCkkX86jK\/lCR6g0Ny3AR5lCT1NzUXh5hJuTJNzNNSWxFqYts09gjFFQ06jyZF0jp9KypiWqygZh9pXKcye\/rPyH7VOYzGRCrHqNj9bULbRYm0DkSb\/vWxa3uCed\/wCTtWuRPOgmTX3\/AENQ1OFRgVHdkc6k5Zhy4oJHxJ2A6moOwzOHccQ5w5neKwx\/BxLjSdyhJlJ\/yEFJPeKdmuN8YsWbbUY9vwW59do+lK+DKUApaQCdlOKv3JAmNgdzRbCJdWAtS1Srr26JEJ25kW6ilntMcrpX1BPFeY5i8kh99am4J0WaQQL+ykJSqI70Jyd5KkaNjTpisKlKSFyQELMkzACbk9yJg7RyqtMKkgagog8qJWTYpg7AtTgxnRlJMXtXXMsEwhhRUolyLch8qWnM1dHlKqYcp4MxuMZS+jwy2omCpcHykpNo6g1T42U5Y7S5vQjCjeeMZMhDI1Dz7k12yXANuOaVQBv6wdvWiKPs3zKACWTG0uKn56ajMcGYtOJLC3UIWlrx9YKlJA16ADYEGQo+gqGXJyGhKr0VdJWAeFW0t5hh1OD8NGJbCug0uC57Df0FfW6jXy1\/2LfcUS1iMK+VEmG30ySTexAirV4a4xxWHYCMyw60BsBP3gFK0kSEp16SSDcDVsdzFNBhjmZjKc5AjXjvaM9aHKduQL2ieh6jrWy+JMJiAFIxCJ5EKF69TisPIBfbkmAARKidgBzPavI9Z\/DrhcWUZB\/e81abl0DMmZGohYEk2vPcxVPfaLiA5mWJJvpWE\/6EJH6GrjOYNMyoNvOHohskmPWB8zVFZ\/keOxGLef8AujraHXVKuAQgKV7xHQXNbX8OpNNOliM5zzFrX1WagJCY8itaFFKhzSSD9DRfD8QvpgyhWnYqT1\/wkTW+O4IWw4lpzFMpcVdKSh4lQG+mEGYFzG3OumC4KcdcLLeKwynAnUUS4FATEkFsGLinSqnmQHxxODnEjhEFtESDbWJgkj3tpM\/KuauJTIllNjq9oi8g9OwpbdWobpUPVJA+oqI5jB1FcKk9STaw8xid4lUkEJQLnVdRIk+kUv5rmjjxlxUxskWSPQD896iO4gdfrUYroioq8CCexjyZ0Bp84OZThMOrGuCXFjSykGSAecdVG3p60mZJlqsQ+2yiZWoCReB7x+Ak1ZeOwKPvrOHSIbZbKwOukBKZ+c+oqLW0idUutsSHiMM68Q7iDqVuluZQ36DYnvXBzB9qcVYSeVR15f2rMNxY5M2EVFGBFxjLkrGlSQQeRE0s8T8NFj8RAPhk3\/u\/7VauXZZfajmN4fQ8yptSbKBFWruZW+oO8Iwx59yjeH8ubeMEX5U+YHhtxMhBSABMqhIA6kzYCkrJsEtrErbvLbikepSoj9KuXLGUOsqQ\/wCw4goVJKZ1jSRMjkSIF6Zc6nx4imSqZErnOcrZCW8Qw6hxtwlKyiYS4kAnkI1CT8CeYqFhFq1QJNH+N8TgsMhrLsJGlLnjOqCtXnKSlKdRmTBJI5AJqHlaU2ihX9pjvSkumYRbasKypySIrKT1RjBlQ6VGCZmx5ACdo36dKlEEylRMEgyQDcxO9722+g24sJAUnvsLm8Ty71OCxJCfSP8ADse\/u2M7R0rennYHxjUyb35H\/a38FbZHdemJ2\/OB8BM1LxjcCwiJSYg2AJM26QaFpOlQUkgdr\/tUHcYkg4IMslrApUOW9haLczHIXMTyo3h8FBkqskWM3PcieXJNKmT8Us6U61aVAcx1sYMVmb8ZNKtqUtMewkQFW2WoxI9JrPNdhOMTRFqAZyJM4uzhPgrCLFctJk+0LalR0AkTzmkRpKm0hQIJF+4+FdHsSvEL1LMmIAGyQNgO1EF5XpZ8Q89qaQ\/GMQJq+bu8RceXqVJ51eXAbIXkukz7LxBSopIIWsggpINjVGLFzVpcH8Y4ZnLfu63g29+IPM04tIC1Eg+UXsetXtyQMRRcAyTgypzLWfuoxRxx0kODxwmdfm1LXDSk6ZESRtTqpg\/fVrXuMKwkkbEl18qj5D6UocKcb4bDMIYU\/wCKG7IKGXEmCSbzMmT2rM349ZdUrQl6FICVKR5VCCoxfb2vrQX1E4xCoAN8wblWJSMvfdcw6VoxDzh8RSkgJLitCVKnzJCVXlMnnarAynCqbbwrLy\/FWPbUb6tLS733glNz0Bqu8PjsEvBLwf3hxDZIKdaQooIXqgaUjUCZ3J53pq4ezJK8Thm04gPqS1iFLULQVKb0+X3QASAOgrn3B\/v+kkDElOYlWKeebwmGwhQwrQt19GoLc5oSEgQBsVGfSpHDxwuIZ8cYRlp9p0NuAIRqbcStKSAoAWv9aE8MZk3lzuLZxRLet9TzSylRS6lcWSQDKhA8u8m2xqXwuwpnCv4h8eEH8UHyHISW0KeRGqTCTF\/Qiqsuxx9YkBjmReO8CprD43FF1zWS0GtLjiQ2mW0GACBJVqJ7H1piyzKCy44sOLLbjSBoU4teladWojUTAIKbDpQXjDHYXGYdTCMwwraVkaypaVHyqChphYi4vM0Xa4mwoaOvF4ZSwkkhtxHmgGyUlRMnp1qmG0gfvxLduqQ+LvEOZ5YGtOsJxJTrnT\/ZAXi+07c4otkzVmHH7Yz7usK3kp1ILgPKArRE9THOlfFcRZY+6nEKTjPESCErQMQnSCIISEK0pkbwL862wPFmVtvFxLmIL7iPDl0PrMEggDXOkTG1MEHHEGCMx3zzEqawbrqDpU0yViRIlCNUEHkYiteHHlvYZh17SpbraFqhIA86QqAL7TXnFmEccwb7LTZWtxpTaUgpHtDTMqIECetd+H8OpGHw7a0FCkNIQUkpJBQgJN0kp5ciaFtplvMTeLkoYaLicIy7K4UkwlRK1QI\/DVqJJM7fGlrO22HGGnmMOytLsCSEpKSfRBmCFA3ERzmnTiPEISGgoxLyFbEwEq1EmBYCBc0r43KVtYpDbaScO+74kcm3EtqKh2SqxHpULjH73l98wf8AZDhEeNiyAJSUJAjYErJ+qR8qL5wz4WYtOkHS62puYtqASoD5JVStwZnzWCzDEhxRShaltg7oBS4SFK5jYgETEmbXq181ytvFs6CYJILaxBIUPMlaSN43tNFsXIwfMpW+lsyC3FSC2mk\/IuJ0O\/hrIS8klKhsFEGJT1Bjbl9aaMM5NZbKyHBE0QQwyDC2XMiaOKWlKSTYAXoGw+EiSYApB43438ecHhFatQhxwbBOxSk8ydido+hKVJ2gXGTEXEZm67in3mjAW8taVReColJ+UUSbwgcIU7Liuq7xflOw7C1EMryMNoFqmowl6vZfk4XiO19OqqNW5kA8ONO2KI7psRQ\/McBicEoQdbJMJUobH+kwbHvtVg5TgD0o\/iclQ80ppweVYIP7juDcUNLmzg7iUsCjddj9SsWc9d0iW0\/NX7VldGcncSNCgJSSk\/5SR+lZROz1J7vcR0gjzyAAIPMi1jHW3rYV0S7tqMAcwQBawgp3tG361xeHmuR8IEWG9ri2873rRShIgwJNrGOUA7KtztNasxJ2xDxAKRAiRaLgGRc\/HYHlQNZvU95Q03uTsOk9agKFcJUwllGXlw7T2o9\/0kBJBSJ5SAK78NJASmYSFgBKpIGrkDFxTA6yDZSVbWGwnv8Azp8E7bDqj1VS6YoKyvRKm+W6TsfjQ3H5kSNMERymwqwm8sBSZ3F7zv06VX\/E+GCHbWncVal9bYaRcprXK7QVoMT1qblmXKeVAskXUo2AA3JP86CozA1FKf5G5\/WrGyXIgpTWHUk6EhLmJi\/mPstmOQnTFhZRkTTFjhFJPiJopY4nHJ+HpaQtkIKV6odWAfMgwQETA6iZMGZg0TwnDzhSnxsSdRMGHUo0AHzaQoeY7Wn3geYol4L7PiLLSlidOkmEpWryEgTslISExtfqa7sYFK\/xfxHClJbGsriT7A9qLcyQd+d6y36ljup2+t4+tKgbiLbOQPutrc16hqIQlzS5KUxttJg7p2oXicMph5YaUpCwSnyqUkKjcIVZSTa6FTJB6Cn4YxSnIQfBKZSjmhI0pEi4ClXJPOQaiHB+IhGtsLAdIUlfvp8O5Sq6gQpSTqOx6xU19Q4\/Pj1IeoH8ZXuI4oxrdhiXh6rPL12I6VDzHi\/GPNKZdxC1tqjUk6bwQoSQJ3ANFc7yV3wz4g897zOqNQQrbchCknuE8zQXhLI1YzEtsJsFGVHolIlRrSrCsMiJWEiT+EODXMWStRDbCfacVYfAmrDweVMpw7isvZaWtAnW7I1QJNona41H1iume4pKPDawwKcNhV6VqAkKd9lKYBmPMrzRGq0zWYrGy0vEPoKHtSAlhCiPEQCEBMA6XAUkqkix52qltxB0rL1VahqaFMHi2xh21qxDSPECdIUltJKj7SYiAAJv6X6w3mdbSy+nDPw4pOhIKFxq0i8kExKvZiKiow+GDSn32Ut4h1ehrUk2cUfwoi2lACST\/dVe9EuIGUpeQcQ2089iE+G2nSEkaEGFGTITc7XB9bA+VwNiYb4kzxFfOuG30t+PhnMQlET4alqFjtB1W63t6UkO53ikkj7xiEkGCPFcBBFiCNVj2q6mkOaWsFiHmghTTa0qSPDWvQYIV5uqUm0Tcdaq7jrCtL1vMK1eG4W1n+pM6Uq9UmEE8wUdKPW4fxvAupUc7QMOKsaNsS9\/rJ\/OvU8XY3\/7l35j9qXwSTAomzlpCA4shKTsTef8I97+etE0r6lNR9yK64pSipUlSiSSeZJkk+ppq4J44fwJKI8VghX4SjABIMFJuUebeO9ppf1aSQlkqI5rBJ36bU+YfhBxOkPpw4KkFWhLKZJidIXIGrb1686q7oo7pKozHAkXg7ImccsqhKFBUqQFiUiQQQDcp3vyirLa4P0CEYhxJAt5ioesG3wFUvn+UnDLQlafBdI1pKFEp3I7FJBHLsRNNnDP2mvt\/h4n8RIjziAsCwk2hYj0NUKK2\/MvrZdo6YjKYSUvBSxfzFRUO3l2B+E0jfcG28cAmNK21RHVKk\/oatHKs8w+KQVMupWBuBZQ9UmCn40A4o4PDhDzEIdQSU8kqixB9eo+tDavtIENXbhwTICEiu+GZGqhiMTIuClQMLSd0q5g\/wAvRPAODrWWwK7GaucjIjblWHEUWKABQXL8RapGLxsAgGDpJk+6kbq\/n70WrfaJWA5yYCxmFcU4tTbcpKjBkib359ZrKGt5e0sBb7r6HFAHQgEJSk\/2Y9dGme81lN\/F9GB+T7lLqa83Xfa\/ON+9cwTte+29trjYcqkrRflzjY+8N++1RlqT8hb+TNOxORcQqLVxidr10KSpVrzYCn7AcIaEJJnXHmEfXuP2NQ9gQbyUrLnaAOH8y8MeG6glsmxj2fXt3704tYhHhgJWDA8qlXne0zXjWUBIjQAZ3P8AuKgYvJFJI0KIWqYiwiJveJpKx1c+o\/WjIPcl47Ow0khUKUBy5Ry\/5qvcfiFPuFUVJzguBWhwmRyrjkj2hwbQev1pitAq6hzAPZrcKeJI4cwwOIQlWxUhN+YU6hJ+ijVscP8AF\/m8LwAkpWrxHQRKgu\/skcpHPlbeKqplwtvApuR7PdSCFp+akJ+dNygyh5xRUo+LHgpTOqFJK0LB2uFb7io6hBZXuINO2zEe8pxgXK1o\/DSdLbSlFallbklYnokJERYajtahOLwy3V6EuLS6HJ0TCEgp1XT7E+zB3771IXmjSfCW0nS+FyG1E6WxA8RM21HSqAf83KKjO5iHHFw4EeY6wR7RPQqA1AAj1mOUVlKGBJUR0Dfecsmy4HxGQWzCFFK1+ZVpC4M+YA+zf9qIDDhxpKEvBafB1NL1D8NKQlJUQk8tQnrNyBUbN8brb1NAtqALI0JJBlUTttACuwm9dUsNApWhJaS02FuafM3NwqbWGkezOxPrVzqO55\/Sd9xWz8NpxTgSpJAZvonSfDUHQb2mQR\/zUr7IsBo+\/ugwppJbSel1Gf8Aw0Fx2ZLW8666UEaUo8idKRrOpYAk38NKpvyAor9kqfvDWPwpWUKeSlWob3kK\/P5GtjpwVQA84mbecsZJ+zBDb7jjT69QCtYBMpIkzIm5kdKMLbaxGJUl3EpS0yglsBWgoTqhQWTcKBQknV37145mCELaw2HbSzi0C6iiUpQN\/wD8nIgW5nse6MwOCUrDuonxzq8YeygvHzawZKTNxcjzCYpOzJY5GDHKz27HMIYEuusMvqcS6tMKbRpSApTnkImNwkquOhMRULHZMlWIL+JSQ74yNLTSivykABI0xp8iSsgwbKixE9uI8Y3hBhCFI8JCyQ2kEr9nSlKCLwNRGnnb0ojgcWpbkOasO0lzW2pyCpwFJAlRJHvKGneAOlD3AzLZnd\/GMsLxDrSPFgI1JCvPrP4YR5jKZhJHdSqrbidhIRih4JaKm0rSkxeCELJA2MrSfUA0af8AxXHi6ucQsoU2UBQQgFWlpwp2ChBJKr2I2oLx286g4jxFawplCAYA0kOJVFuagCY\/u0ag98FcoCRM4Xy1LilLcs02krcP91PId1Hy\/wCqpWZMuYho4smEJXp0iwSD7IT35d67oT4eVrKd3nW0eoSnWR81Ux8KNIxeGU0sJ\/AACUBB0woHUsgW1zq83buTR7nKDV+8QVKBiQYPwmTtqwjmhzxHGnkuGJ1+GUpUJ6WCrdQad8wzJbjaWSUpXoJQtOlKVkp8ip5GYNqRsXkK2kLxWFVpQlwIgmyrCTpvqBJ2Nr0b4cdaXhmVlsLKF6XErWCSLhQQn3bmQZg6YpK4ahqB2jteFOkjeTMZkqcQlp4HxnY1PNKFl6EwkTyIAV1mRVfcS5f91xTrKdQ0FJTq3AWhK9J6+1pPWKtlpbQcDuGxCvDS2o+F5UrTpulKlKkxdQJIkW3Aqn+IW1h\/UtDiUqSNBcSoFQAgmVXV5pvRelLZIJgupwQCJCcfW0pDiFKTI1IUkkKFyCJF7KCh8O9WBwj9qy0kNY0BbZt4wHnG91ADz77gA+tIGMEsx\/Q7\/wCoj\/8AmfnQ5KadIBEQyRLD4kzNGLzB13COeQhF4IKtKQm6VATt0508cLZFiFplXh9vaBMRy5biqNYUpKgpJ0qFwQbj9Ph8Ktzgj7WA2hLOLaM\/982AQZ3K07iIvp36UGykOd4dL2RcCP8AhcgxEgFxtCbToSVK73UYHrFRuKfDbSUITqCYU5JJKiSChu5vMaiB7qf71dMw46ZbjwQHtQB1hcJEgFImDciSRaPjShic4LolQFlKVAJupR3Mxq2CQOUdr8tSrwJJsdjkyNiMSVKJV7RN\/wCTWUUw4RpHtbf01lEkZlSY9jSBaDH7C53j151AShbitKRvy3getNryUFMRM7gn9ItRbh\/ht59MYfD+Xms+VPzKbn0JqNf1ONfnMVMsy9LbralDypUCfTrEct6t4rQ4NxIG1rT7wPNJt8xQ9v7M34877QPQmf8A9RUtjhnGsCCEOoSPItpR1pHQpIGtPYSR0I2DchYZxL1sq7ZkZ7BnWCYJ5Em5+PP0ND8QlUkLiNo5djvY87dq6pzEjUlZnSSLWPopO6SP4BzF5jmSQpRBkb3+m+9KYOcRwH3FrjrBBCEq97VpAtzBJ+FhSg3hlGj\/ABLmqXVIAIISZIHy3qWt3DrQjwxpMea\/PrFOqzIgirIj2HeLDgWCDJkbHnTJlePDqUoNnEGWj9SgehJKRzBKeQB2+6tyCbjnyNeY\/BMn+zBvsJk\/HoO9cLRxOakjfMJPZmk6dLi23S0fEUQnSXUgJBvtqAFrR+bVlzClYf7ypJGlcmQlUgnw1EaTPtKVHpSxieFsQpsOJSH0KSCDqCXh2JPlXHXehIzLEtt+Clx9CAonQW\/LIMcgZuOsWoVlQYDQcb+fU5bWXmWkjEskJgr16jCwlWhPhzN\/ZFj719+gpRzPiR5lCmA8CsplSFNiAV3OoxaBeCdomRalBvCvuEnQ84VST5VAGd5KrfIV2RlbibuoUBvpggf5iR5vyqi9OiHubP1J1s4wBIOKfkQJ0id5lRVdSj6\/l61N4Kzz7ni0Pe4ZSv8Awq\/atludEp\/0ioOK0ndseqZSf2+lNJbvAvVtiW7m+XKczBnENKCG1sq\/ESkK1ER5TIIFjI9DUMZOEuYs4nEvlpLiSlZUTq8mqEgWUUqsAByFqWOCuNgwn7u+SWjYFXu+p\/Wm3GYdC9DrCgdN0gRF95TsZFdbVrOVMrVb8fawkka2cPg1rabUfFaSCTpJ1pUEk2MqAInqRWvGOLCMWx97J+6+HqCW5IStKp1OJF1cogWg23NBsA66MWpzEtqeZUkjw4lKDAAUkHsCPjNScdiyrELWhDaWSBCViVBQEE2MD0vt3oApbOMQ\/wAqckzZnKmWnXsY61\/8u7pgaipSSSNMiL6iRsTptyvSDxi+lALCBAUsulP9Ookgeot8zTBm3EyWWg0lfirFgLQmJgmBymw5dqrvFuqWorUqVEyTTFVZXJY7wNlmrjiMeHxKjl4I3ZxCFX2iAAT2kU3cPZU8ka0p8JBErcWdKCFq5GCSDqtFIPDGYpbWtty7LyShfadj8Ksl0jEspw7uILcoSkmRoc0kBKkiQCVQny8jyNqD1SkgQvTPpJhDAYFSH1YRxAKHELcR5gULEAbnYAkHl8qqPCOLQS2ypSlrXoKE3SsgwIHvA9bGrJzri9\/Ct\/dHMMhGISfKpxCdJRqIDiJVJJ07RbrYAomT4hTL33hCkreSqRz85UCZtzBVJsO9RRWUByOZex\/kIIMcOGcEMG2t7EsqViyuEIWbJ2AMbEydzMdqnfahhXBg0+MsLd1oWRA8gMpgH4j1A7VxwOYBStb7iEfhrUt5fmUAkWgJJgaiI5kkwLTSZnnEb2ISlK4AklAvKjyUskn2R8N\/hREZrNR8S1rIq6YAxaobI\/qc\/wDTTH5rPyqKgTW2LcBUAPZSIB68yfiST8a3aFqfmfzPJ2\/2\/nxrcOdfz5RHTnJrCO1YDeN\/p\/PjXToZyTOCwrT7TZN24m15VNvNEdjT1gsyZWErTIBgmbevPkQfjVasJiCYgbwQb+nM\/lINEcsximzAB0q35xyn13qCIRT4Ms1ObDlty2NZSf8Aele6THL+TWVXeFwI3cA8Gh+cTiUw0k+RJP8Aaadyr+4DIjnebC7bmGdqV5GkqaaCglJSLqjoE3CTYDbmTateLsX4SBh2Y8iAUthJVITYhQHKIjqSKX2nPYNwgtD+z5ak80bzOkTykileou09qxnpaNfe39hNvHUqzgvqMkJAKSr+q5GncTvba010YfdQ4lbSg2kABYbRAJSSk6QPKsT+nW3N9alaiZEkBS0RaCYAElK0m8mxF\/hqoHUkBvw0pMkkDSASPMbyCQCIHUyTSIYg5BmgVUjBEnZtlTWaI0OhLWL0qLD6QR4iUn3hMgX9k9ynnFFZyw606tl7UFtqKVJUSYI6TuOYPMVbLz5CypqErSErEeWCCY81isBYSSIA8yhzig325YRKzhMchOkvtlLg6KRBE9T5lJ\/yitPp7NY35Eyeqp+M5XgysJr1LsU0cHcGqxJC1yEWhOxX8fdH1\/OrdyngNhkAhtIMQYAJG\/vGVHfr0qLOoRDjkxYAyg04sDrNG8rzRvw0pJhcmZ5ybX52irmxnBmHWkpKAZAFxNhtv0qu+Lfs8LQLjGw3Rv8AKdjE0Jeprc4IxL5b3GnhPE68Mkb6SR9Z\/WgGEXIKuqln5rUaEcEcQBpp5hyxhS0HqQmFJ9bT8+lFMrSSw3\/gB+Ymh9SuBDVtkwnh3BRXDoBpcQYNGstcuD0rPaMZhUZO2seZCT6gGuDvCGHVu0n4SPyNGcHRNpFD1MODKFyIh4r7PWFezqT8ZH1qB\/8AD1TZ\/CeUn5gfQn8qtINCvSyKKt9q8NI1g8gGVM9w9jE2Dq1DsofqJoLmGSYj3lORzHL6b1eKsKK5LwKTyoo624c7yR8X9Inz27kZ5k\/Wo7mREc6+gX8lQrdI+IFDH+FWlT5AD6RVx\/ED5En46mlDu5K4NhNE8FiHkJCIKreweUEix5GrSxHBg90nvJ3qHg+HFhxXiNDQnmYvP12+NGHXAiSvTIeDK9zHArcBccadFpKlgq+okkdyBQRoIQZStPpcz2iKs\/GHwXPCVMQChXY8j3EEfKgGd5a03pcDJVrJ9nQIO83HO\/Pl3piq\/XsfMBZ0+jcGKq8xWqRK3P8AETpEbW6CNrVAxKlXkmTuf07DtRZ14f8Adq\/1JqA\/B92B3In8qZEWYe4MqW2rauK0dq3YP+9WMoBJBTNYCRI7RH8+XxrYbWrPXb\/n610mdmE6dpkwdrxP1vUhhMWmQQDM2AtY8vmIri1EyRy5j5m2535iiGGEIAAJKo5W38wmduW8Xrp02TiCmwBt1msr15pWo+Q\/L\/3VldtJyZcHFRjEq86h5oCEQArXokEnmYGxsL9KjJKYSkBIKd1kkQJSfDnrcgRvHpRvixlLgZxLQDgHnB9whTdnPUCINLbCiGgVEeVCZ0kkI0k+YwfNYTG9tqyuoTS5zNjpH11jHibt4nSk6jsISBILalE2kbkyRH71orRBCilIUoKUQtUpIjykH2vMTO0H4GuiiXCQPOIlQ1aSShKRq2ndYPqL1F0qdKHG3VENgm2iVqCpUjsoERckXFzvQBGj7m2cNqUFArBJMhYSJTp9uQBN726q9IicW4YPZTl6YACsQtQE+5+KrSD3ECpbp8ZPgt3ddOoJJgg+zBI5CFyNq4cbYpIxmCwDRGjCoBX0lQAAMbHSCf8AMKc6YlVZpndcw7VjxkuVow7YhISpQHeABAAPQUtcQ\/aawwoobQXSDBM6U\/A3mpXHOZq+7MtN\/wBo7Inbyjf\/AMw+E1S+cYBxDigoTHPlVEQMcniBrqyuoy0cn+09p5WlxotmN9Uj4WFNn3tt1NiFJUKoXJctLhM7J+cnYb09cL49aSptRkoN\/Q7H6EVW+pQO2S1XbmLf2h5SGH\/EQI1dIF+dgOYphy8gNIA\/pH5Vz+0tQU2Fen6\/vWuHV5QO1czFqlzKVjfM3XvRbKUTHShTaCTTJlWEMCk2MPnaG8ELUUaqJhmoFTmxQoImd0mx9Kg5NiisrCjMVNTXraAmYAE796nByDIyMETc1leE1lWkT2K8Kays1VxxOnNaaiYtAKSKmLqM8aXs7dxC1neIXGeCJcagXhQ+RH7mhi2iGVsuDWkix5pI\/T8qY+L1QptQ6q\/IUMbVqrTqPaId+Ii4zLAlWkAn+9q3HptQ9\/BJ5fnJpu4gwxSApI5weVLWJJndPwB+V60a2JESsCgwQ7he4A\/nauD2GCbgg\/OiDiFH\/isbwhJ70WCIgtCq3SZ6fy1S8blCwNSQT1AFx37ih6D161IlCJLw6bi\/P42En9qMsOEkEnYBJEROlRA9Tue5AoK0uBJnfrt3\/n7UQw7sQRzNwRe\/S3KD8u9TIhluI\/2P7ivK4eMRu4PjNZUZkxz+z3jFKYwT4\/DJCWlXVpUr3DzKVHY+6SeWzPnGR6I0DygBPh6ikQLC4uQN45wPjlZQ7UDJvCU2MjnBgRx4g+crK0kagnRsZKT7IFyLgVIweCcUClFjoBTKrBajJWIuIjbnPKKysrNrUF9PibFrsKtQ5hDOczZytlKtIcxK0qDQ0wJJkqJ5AEyblRpK4GwanlrxLh1uLUpSlHck\/pWVlO9WAlXbMXUXOoxs4mbSThlK91LpjlMJikDPlgz6VlZStf4iaFf4CD8DitCJPOnHgXCFaHnVe9CU+iZP5kV5WVN34mdZ+EDfaBipSEc5\/Lf6kURwLJIFeVlDb\/aWLVxgy3L+dMeFwwFZWUmZdoQbRXYmBJrKyq+JU8zZJkAitprKypEgzJrNVZWV06ZNZNZWV06aqNRHzWVlAtha+YqcXEy38fyFRMoaMKV8P3rysrRq\/EQ7\/jNc6woUgCwg36RH57UBRk8mABevKyn6z2xQ8zt\/2WAEmB2v+ldmMtbTcI1dJt68\/wBKysq\/id5nV8NadgDfZMzHqfhS6\/w61iJIISr+oJI+YmD9PWsrKuso28Bv8OOJJ86SPdmQTN9oIB251PwuRlCocUAeiZIsQSJt22HpWVlWyZTSId8Yo8gQPLbrt6qrKysqJaf\/2Q==\" alt=\"Para qu\u00e9 sirven las prote\u00ednas: aliadas para bajar de peso\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Acidos nucleicos\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>&#8211; org\u00e1nicos: gl\u00facidos, l\u00edpidos, prote\u00ednas, ac. nucleicos<\/strong><\/p>\n<p style=\"text-align: justify;\">La enorme variedad de formas, colores, comportamientos&#8230;,\u00a0 que acompa\u00f1a a los objetos, incluidos los vivientes, ser\u00eda una consecuencia de la riqueza en la informaci\u00f3n que soportan las mol\u00e9culas (y sus agregados) que forman parte de dichos objetos. Ello explicar\u00eda que las mol\u00e9culas de la vida sean en general de grandes dimensiones (macromol\u00e9culas). La inmensa mayor\u00eda de ellas contiene carbono. Debido a su tetra-valencia y a la gran capacidad que posee dicho \u00e1tomo para unirse consigo mismo, dichas mol\u00e9culas pueden considerarse como un esqueleto formado por cadenas de esos \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_e1_cFc9xC1c\/TBDtGRQ4ZPI\/AAAAAAAAAIo\/YouOypAwiHs\/s1600\/carbono.png\" alt=\"\" width=\"554\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">El carbono no es el \u00fanico \u00e1tomo con capacidad para formar los citados esqueletos. Pr\u00f3ximos al carbono en la tabla peri\u00f3dica, el <strong>silicio, f\u00f3sforo y boro<\/strong> comparten con dicho \u00e1tomo esa caracter\u00edstica, si bien en un grado mucho menor. Refiri\u00e9ndonos al silicio, se\u00f1alaremos que las \u201cmol\u00e9culas\u201d que dicho \u00e1tomo forma con el ox\u00edgeno y otros \u00e1tomos, generalmente met\u00e1licos poseyendo gran nivel de informaci\u00f3n, difieren en varios aspectos de las mol\u00e9culas org\u00e1nicas, es decir, de las que poseen un esqueleto de \u00e1tomos de carbono.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"QUE ES EL CARBONO??\" \/><\/p>\n<p style=\"text-align: justify;\">El mundo de los silicatos es de una gran diversidad, existiendo centenares de especies mineral\u00f3gicas. Esas diferencias se refieren fundamentalmente a que el enlace qu\u00edmico en el caso de las mol\u00e9culas org\u00e1nicas es covalente, y cuando se forma la sustancia correspondiente (cuatrillones de mol\u00e9culas) o es un l\u00edquido, como es el caso de los aceites, o bien un s\u00f3lido que funde f\u00e1cilmente. Entre las mol\u00e9culas que lo forman se ejercen unas fuerzas, llamadas de Van der Waals, que pueden considerarse como residuales de las fuerzas electromagn\u00e9ticas, algo m\u00e1s d\u00e9biles que \u00e9stas. En cambio, en los silicatos s\u00f3lidos (como en el caso del topacio) el enlace covalente o i\u00f3nico no se limita a una mol\u00e9cula, sino que se extiende en el espacio ocupado por el s\u00f3lido, resultando un entramado particularmente fuerte.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.biodiversidadvirtual.org\/atmos\/data\/media\/90\/Cristales-de-Hielo-1935.jpg\" alt=\"Cristales de Hielo - 1935 - Biodiversidad Virtual \/ Fen\u00f3menos Atmosf\u00e9ricos\" \/><\/p>\n<p style=\"text-align: justify;\">Al igual que para los cristales de hielo, en la mayor\u00eda de los silicatos la informaci\u00f3n que soportan es peque\u00f1a, aunque conviene matizar este punto.\u00a0 Para un cristal ideal as\u00ed ser\u00eda en efecto, pero ocurre que en la realidad el cristal ideal es una abstracci\u00f3n, ya que en el cristal real existen aqu\u00ed y all\u00e1 los llamados defectos puntuales que trastocan la periodicidad espacial propia de las redes ideales. Precisamente esos defectos puntuales pod\u00edan proporcionar una mayor informaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">El cristal ideal no existe, en su natural, todos tienen imperfecciones y, s\u00f3lo el elaborado, se podr\u00eda decir que son cristales perfectos y, sin embargo, la mano del hombre lo que ha producido con tal intervenci\u00f3n es perder una valiosa informaci\u00f3n inserta en ese cuerpo natural.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/goveavr-b1-comppmo-210326202018\/85\/composicin-qumica-pequeas-molculas-orgnicas-2-320.jpg?cb=1616790390\" alt=\"Composici\u00f3n qu\u00edmica, Peque\u00f1as Mol\u00e9culas Org\u00e1nicas\" \/><\/p>\n<p style=\"text-align: justify;\">Si prescindimos de las org\u00e1nicas, el resto de las mol\u00e9culas que resultan de la combinaci\u00f3n entre los diferentes \u00e1tomos no llega a 100.000, frente a los varios millones de las primeras. Resulta razonable suponer que toda la enorme variedad de mol\u00e9culas existentes, principalmente en los planetas rocosos, se haya formado por evoluci\u00f3n de los \u00e1tomos, como corresponde a un proceso evolutivo. La mol\u00e9cula poseer\u00eda mayor orden que los \u00e1tomos de donde procede, esto es, menor\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/cosas-curiosas\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>. En su formaci\u00f3n, el ambiente se habr\u00eda desordenado al ganar\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/cosas-curiosas\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>\u00a0en una cierta cantidad tal, que arrojarse un balance total positivo.<\/p>\n<p style=\"text-align: justify;\">No puedo dejar pasar la oportunidad, aunque sea de pasada, de mencionar las sustancias.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sustancias puras: qu\u00e9 son, definici\u00f3n, propiedades, tipos, ejemplos\" \/><img decoding=\"async\" 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\" alt=\"Clasificaci\u00f3n de las sustancias materiales y leyes cl\u00e1sicas\" \/><\/p>\n<p style=\"text-align: justify;\">Las as\u00ed llamadas, son cuerpos formados por mol\u00e9culas id\u00e9nticas, entre las cuales pueden o no existir enlaces qu\u00edmicos. Veremos varios ejemplos.\u00a0 Las sustancias como el ox\u00edgeno, cloro, metano, amon\u00edaco, etc, se presentan en estado gaseoso en figuras ordinarias de presi\u00f3n y temperatura. Para su confinamiento se embotellan, aunque existen casos en que se encuentran mezcladas en el aire (os pod\u00e9is dar una vueltecita por el polo qu\u00edmico de Huelva en Espa\u00f1a).<\/p>\n<p style=\"text-align: justify;\">En cualquier caso, un gas como los citados consiste en un enjambre de las mol\u00e9culas correspondientes. Entre ellas no se ejercen fuerzas, salvo cuando colisionan, lo que hacen con una frecuencia que depende de la concentraci\u00f3n, es decir, del n\u00famero de ellas que est\u00e1n concentradas en la unidad de volumen; n\u00famero que podemos calcular conociendo la presi\u00f3n y temperatura de la masa de gas confinada en un volumen conocido.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa de Ori\u00f3n - Concepto, descubrimiento y caracter\u00edsticas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Nubes moleculares en Ori\u00f3n<\/strong><\/p>\n<p style=\"text-align: justify;\">Dec\u00eda que no existen fuerzas entre las mol\u00e9culas de un gas. En realidad es m\u00e1s exacto que el valor de esas fuerzas es insignificante porque las fuerzas residuales de las electromagn\u00e9ticas, a las que antes me refer\u00ed, disminuyen m\u00e1s r\u00e1pidamente con la distancia que las fuerzas de Coulomb; y esta distancia es ordinariamente de varios di\u00e1metros moleculares.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/wiritool.com\/wp-content\/uploads\/2016\/06\/tension.jpg\" alt=\"\u25bb La tensi\u00f3n superficial: cuando un l\u00edquido no &quot;moja&quot;. \u2013 Wiritool\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>La tensi\u00f3n superficial de las las fuerzas de Van de Waals hacen posible que el mosquito se apoye en la superficie del agua<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Podemos conseguir que la intensidad de esas fuerzas aumente tratando de disminuir la distancia media entre las mol\u00e9culas. Esto se puede lograr haciendo descender la temperatura, aumentando la presi\u00f3n o ambas cosas. \u00a0Alcanzada una determinada temperatura, las mol\u00e9culas comienzan a sentir las fuerzas de Van de Waals y aparece el estado l\u00edquido; si se sigue enfriando aparece el s\u00f3lido. El orden crece del gas al l\u00edquido, siendo el s\u00f3lido el m\u00e1s ordenado. Se trata de una red tridimensional en la que los nudos o v\u00e9rtices del entramado est\u00e1n ocupados por mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">Todas las sustancias conocidas pueden presentarse en cualquiera de los tres estados de la materia (estados ordinarios y cotidianos en nuestras vidas del d\u00eda a d\u00eda).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS3hoCFEiB8t_vJzyu-n2aLarcWIQTBIwEZ1CB9TY4nVJfmC23q4d_aqBD1pIy7nI0AAyY&amp;usqp=CAU\" alt=\"Tormenta magn\u00e9tica provocada por una erupci\u00f3n solar de clase m\u00e1xima\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSoT3RyVbGyYDPvn6J4uebC88a9-lrMYFr6jJu8YghMO-J4tKQUn3_5asWTwEy40Me6-PM&amp;usqp=CAU\" alt=\"gases calientes archivos - INVDES\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0El Sol es una inmensa bola de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/strong><\/p>\n<p style=\"text-align: justify;\">El Plasma de las estrellas y otros cuerpos estelares forman el estado m\u00e1s com\u00fan de la materia en nuestro Universo -al menos la que podemos observar-. El estado de la materia m\u00e1s com\u00fan que conocemos es el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/cosas-curiosas\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0que es la forma que adopta en aquellos estados de altas energ\u00edas como los que est\u00e1n presentes en las estrellas de las galaxias, los remanentes de supernovas, estrellas de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/bioquimica\/#\">neutrones<\/a>\u00a0y otros objetos celestes que adoptan ese estado material que emite una alta radiaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Si las temperaturas reinantes, son de miles de millones de grados, el estado de la materia es el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/cosas-curiosas\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>, el material m\u00e1s com\u00fan del universo, el de las estrellas (aparte de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/cosas-curiosas\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>, que no sabemos ni lo que es, ni donde est\u00e1, ni que \u201cestado\u201d es el suyo).<\/p>\n<p style=\"text-align: justify;\">En condiciones ordinarias de presi\u00f3n, la temperatura por debajo de la cual existe el l\u00edquido y\/o s\u00f3lido depende del tipo de sustancia. Se denomina temperatura de ebullici\u00f3n o fusi\u00f3n la que corresponde a los sucesivos equilibrios (a presi\u00f3n dada) de fases: vapor \u2194 l\u00edquido \u2194 s\u00f3lido. Estas temperaturas son muy variadas, por ejemplo, para los gases nobles son muy bajas; tambi\u00e9n para el ox\u00edgeno (O<sub>2<\/sub>) e hidr\u00f3geno (H<sub>2<\/sub>). En cambio, la mayor\u00eda de las sustancias son s\u00f3lidos en condiciones ordinarias (grasas, ceras, etc).<\/p>\n<p style=\"text-align: justify;\">Sustancias Compuestas y simples:<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-1RF1gp-eUeY\/Td3UphzixNI\/AAAAAAAAAE4\/quZcjCnHkKw\/s1600\/ejemplos+sust+compuestas.JPG\" alt=\"\" width=\"325\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-l_AVj0cxUVc\/Td3UrWE72XI\/AAAAAAAAAFA\/Jhu_5d0e-90\/s400\/esquema+sustancias+simples+y+comp.JPG\" alt=\"\" width=\"400\" height=\"172\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-kseI9lEVl94\/Td3Uqmb7vQI\/AAAAAAAAAE8\/BOpfZCIsbRI\/s400\/ejemplos+sust+simples.JPG\" alt=\"\" width=\"400\" height=\"326\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Las sustancias pueden ser simples y compuestas, seg\u00fan que la mol\u00e9cula correspondiente tenga \u00e1tomos iguales o diferentes. El n\u00famero de las primeras es enormemente inferior al de las segundas.<\/p>\n<p style=\"text-align: justify;\">El concepto de mol\u00e9cula, como individuo f\u00edsico y qu\u00edmico, pierde su significado en ciertas sustancias que no hemos considerado a\u00fan. Entre ellas figuran las llamadas sales, el paradigma de las cuales es la sal de cocina.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Diferencia entre sal marina y sal com\u00fan \u00bfcu\u00e1l comprar y por qu\u00e9? \u2013 SAL ROCHE\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Es requerida por el organismo para mantener la volemia y procurar el adecuado equilibrio electrol\u00edtico. Adem\u00e1s, conserva isotonicidad entre\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/cosas-curiosas\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0e intersticio, as\u00ed como tambi\u00e9n mantiene equilibrio con la c\u00e9lula. Implicada directa en el mantenimiento de la presi\u00f3n arterial media y en el equilibrio osmolar. Su disociaci\u00f3n en sangre es parcial (s\u00f3lo un 93 porciento).<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Se trata de cloruro de\u00a0 sodio, por lo que cualquier estudiante de E.G.B. escribir\u00eda sin titubear su f\u00f3rmula: Cl Na. Sin embargo, le podr\u00edamos poner en un aprieto si le pregunt\u00e1semos d\u00f3nde se puede encontrar aisladamente individuos moleculares que respondan a esa composici\u00f3n. Le podemos orientar dici\u00e9ndole que en el gas Cl H o en el vapor de agua existen mol\u00e9culas como individualidades. En realidad y salvo casos especiales, por ejemplo, a temperaturas elevadas, no existen mol\u00e9culas aisladas de sal, sino una especie de mol\u00e9cula gigante que se extiende por todo el cristal. Este edificio de cristal de sal consiste en una red o entramado, como un tablero de ajedrez de tres dimensiones, en cuyos nudos o v\u00e9rtices se encuentran, alternativamente, las constituyentes, que no son los \u00e1tomos de Cl y Na sino los iones Cl<sup>&#8211;<\/sup>\u00a0y Na<sup>+<\/sup>.\u00a0 El primero es un \u00e1tomo de Cl que ha ganado un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/26\/las-moleculas-portadoras-de-informacion\/#\">electr\u00f3n<\/a>, complet\u00e1ndose todos los orbitales de valencia; el segundo, un \u00e1tomo de Na que ha perdido el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/26\/las-moleculas-portadoras-de-informacion\/#\">electr\u00f3n<\/a>\u00a0del orbital\u00a0<em>s<\/em>.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Salinas astur \u2013 Huelva Marinera\" \/><img decoding=\"async\" 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2Wkz7KvzMY5zWBxjM6YFidtdCtzjP2CZSFM0a\/tmvae1lyw5vxDqNFMvohwbrOVvdE1K0XNojdvXjqePDAQDY6iL\/orM4iJvMeXoFrU\/stU0I8kdn2UqCTa2yc4L2QbVqW7wjZ9pWR72ATGvMjS2x\/VD\/i+ggggw4zZ\/UybLYpfZ6oQ4kWGir\/BjYBug8zbVTLqYzC0t7V36HAeSQ96aQ5xZoQPMeSv7bM5rbguIEmwEmJd0WoeAVBO0oVXg7oPSEhLQqteXCxHK\/QssUVu1IJb0Nie4Kz8cfwG\/PyjRaOD4C89ohNv4I6dNSAqFzJyUG4iP1RwWRicVJkUjRP4gTe3X9UE4x7pBBdbWdOdyvVVPs+593GUrW+z\/AOnmVzAIEjr1SPrd44Xegnyy5LFGMqRIpmdjnuUJ2IdlnKJjmOszzXrRwCBbWUsz7OXXNH\/j6\/KL6wt3ybbvhePxGIqRpa35dE8zE4i0tb8NpI0XqsP9nQI0Inl3K9Tgcu8I9UzjNsIU6bg3vF5vFl42tVfIkMjbWPMdpFw1WrHYFIXtr05r2GK4E0taIFnGbaiQhjgTZPKSkzEYVUVGh2LF8rx2Jq1cwn2cchJHkhUTUG7B4L2\/8Ab4rjwYFrpARLoAGFKCHuLsZXjs9b8TfJcvWU+CAjRSjfYEvaN\/ceJ+UClw9mpAB1IGx5BGHDGTp8l6GCPutsT03RW1TbsNVgF5pqGVhM4bT5Ig4dTjRegbf\/tj0TFf2dKmHvDWl0WjYmASeRNlOoWtiddhY\/CrSc9x7vqF5gcPbOiYp8OpwvQUqgFvZjyCICD\/ANseiOALjpDivMVsC2Lcwk6WCBPivagsGrPSUPMyf+lPgkNIE5p26W4CIXnKODbyT7aDBstFtVn\/AInA6GW7ixjmFem1pIHszcgTHNFjREpatZxMLObTZyCHi2SBlDSQ5s5hILcwzCBvlmFu8Xeyk80RRLgKhAcAJbYmSfw28yEq1zJAyHlohTdjbJEfHXBIXYTa\/wDKniVNo9m\/K1uekHZWiALkC3cAfFJgjaPJbX2iqsFYsy2YGsFtA0beMoOGZRLHPLDEhojmQTJ6WjxUmPFOg1xvlYXNzYcx6rpL3x\/Cy6mU6gGLiwstTjxDDTogWp0wD\/icM7j6qeCYL25cHNDA0xIvmkAjKNefknvtFTpl\/tZBJABHIgBp8iISurU+2Y0m97byLcieKYtdBsvONe2Zj0RQ7eLdyPmpzdvoi+6U20\/bku7TsgZ93sgkuiNe1E9FqcYjLOOvJSDgcwcikrckEUmzOVNVsXTa0uLRAudBbe5sLSisqtInKLAT0lc7DMEhMHOiQD\/F8s0i5kn4bnSAhvwrgXSx3kU3iXns+yLWuDmkmJ7IcM0X1jRafFIa+9yWMcdTdzQT4JHA4w0xEG++yYVYbN52QsSlTgQApfTNpam8JVLq7G5msaHgkezLi+L5cxcAydDIOqjF8QpguOUk+0yFoP8A0yXwLTpBB2sUHVQH4Bc25zxy1X3TZcwOcJyshexeW5g10aTG6nh2FqPdWp5SGGiahPNzCC1sdxJkJqjj67cxDopCzbSMzgZBE30m43Ce+ylTNVyOMuNNwmIkwJOvepVi40nkxY2jOxm8jdPnqXB5Y4RrHqPusANdFmlc1juRTfvjg9oABbJzEzaBa28myZxdaCIIEgEiCYm9r8lqxxUDNuvV4bfPJJfBj5a1mCm78J8lxY78J8k\/71yPodFAxPM+EK2EbVLtHftSLqTvwlDNJ3Ip4YyNXDyKZaCWyHsPZLoFiAOhN+cJHuYyMTgJTNc8iQ0rGFJ\/4Sp9i78J8k+cRe7vQhUOKP4rdQVUsB1hIKzh\/SUi2k6PhPkuTzcT\/W3\/AEn9VyOEfuXdq79pWVmubbojKneO\/fuST5uQ7fX6svQ\/ZThHvDv5jiGN5WLjyH6pKxZRZjebDrmose6o7CFntdyPktziVMOoYdxFiwtIP9Dv3XsX8Fwfs4NNoEaix751XjuM4qnFOjS7TKQd2juXGTosFPSW6RVYGC4JOqwwnON8eyuWYGEnw80qx15RQ5J0yD8tvNHB\/aNba7L0sCzdpuRnPVHOB\/uhu2ufrmmeH4T2j8oMWJ9J0HilfhY3E42RY4uMNTvGK1OlVw2eINOmIOpJBHitXin2hwtJrGVDLiQQACSb2ytF9R4LJ+1VJrmtqG7QxrCInQE6DWy8\/hcPTs4MbmgdojtGf6jcrxxQ\/EtY+m7u5Hde8bM16TXNphwqAyOdjE7pELTxuM9pUc\/8Tie7oi8YxApUmgMGbK05iYgui56CZPQLOY7NMXjWJtHWFq\/aBnZoG3aw7ZEaxK3VqEuYy4z1xkLZZ67G11jpVYl0A5auKj+IjFtllKKmbtgRYwc4JGwMQd5Cap4XJhqmZuU+0bbTb+6zPsjjqVGrVaQG5\/5nKSBldY6AG8f1J3inG212taw2kudbUi3l+i8mi+oyq3RTfvA67WxcIBXpaRSGF1VohoGfKPGbRuWXRr1aNQ1WmQWwWOMADmCBr4blDpUXmq6tVjO++Ro7LZubn4nHnZdiRYW++AdPhkTCYn+nviLWXrt0Wn2xqR3oHqfJYjpDxo4AOcjyAbbiSd9lzj0WjiD\/AOlpCPvv2WTiKgg9k2gm228eAIWrw3E4fEVC3NNMEkCdS4gwO4j1WbT65ovp920yeERzT6LR7VjnTl115oPCaLX1Wtc0EEEQQI+E6hKYzAh9IuaS17KjLj8IMkeIDh\/mXqsfhadJ9KoxobBLjEXaBF\/MHwWfhMA51Cucoh4a9o6EnXw+azfiqVR5OX\/bz3OJP9pJ8lRrKjGgtO3n91itgkCBrC0PtIB7y8WsGtjuaFjuxApgPebAiwsTcAa7\/qvWcZ4rh61HMyCXZXNI1ObSfrZbtJrto1mNcM7cSBa27cs9Gk6pTLh1Am6xOHYP2jrQIg+M2W1iOBsLGDste6S5w+86conno0eC8Ti8XiaVUuotBa6nl+IAh4JiB3H0Xo6mLqsw2Dqeyq1f5LS74ey7Pml4LhfzhYtNNdtW2U93x1+uvNaqFOm6mDOefXomOI8MNDDPbVLZNRuW+to30ReFsw9JrK4IGVwDnc83Z8rrI+0eP94JbVHYFspIImdiN5jyWS1lX2YosqBjc0GWZjAFgZMGBF90KtDSalFrhbEZIysQM\/IcTvXaOaJc5rjlr1Rr9Vo4x1HPULSMgcZPKNfBaHF+GvD3VMstkCekABYQw4pUuyMxBBNpL4cC63W\/mnq32hqPaaIpOIy5XFwEFs9mJ1OUac5WiqK1OpRa0YjEE+JbOvVCRgZUZUeHQAdZ1QYtvvbbZDLR0lDq05HXvsqsZqXBp2sNY53TXCcWGuqVDSP8uMueGhzjB7OrjY6gHRehXcKLC4idw1nUM1hpF1R0Cyh3DaoaHGm+O76hH4vg2+zoktHapiQRyNj8l6cfaSl7EuL2l34GZjHfLQZ8F47i\/E3V6wMdmIAg2A5EWnvWXRnv0h+ItgCb+199\/K4Vax7IRNz1KG1jeQUupN5BCD9JB9fURZQ14GrY2nu7iV6XZ9dFZe1O1H9mFyDP9J8yuR7Proodq7r+FgP+Igiw1n0snaeNqmCKr2uHw9ogDuEwdd0g54JcSBmn8MWnYTMI\/DcPTqEmRaxMjs9IOh71PSGtLAXtmNwPjnl0FfRDD3AOixjx1EjWM87CZuQAtHE8TxFQjPUJaG3EnlawsfFL0g\/MDI3tNtNJC1aPD6YaAX9NotyM3\/ZKYmmGGWnMCOciZ9e5S0WrSDQxjY\/+YE8gjpdCoXl8yJMXyE5R4RqU4ZxOuhG0mPNVqh0EtLjedLjlBIE+KHNsxLdOeUwDvdHokHLodxfXu9Fv3rzZUtc46iJFpABkbHK4ypGLrUiKlJoc9o+E2zAwMuabXiDHzQW4wtIaBII2IMRaJEb6WSnFMeSGgEh06TF2kGHEzGkz81KvTD6bmvFiL9C6voziKrcOc\/zyzWzW4hWqMaKjQ3L2srXTDiSLzEwIHJJDL2CZAhrSNZEiCBzH59ypXqPdlguaCYtlNxAIvtre0IlVlMNl2l8wtfvh0eq8+k1lGmG0RIvxPwd\/mF6r5e93amLi1oIAI5zO3fN19C4fjqDaOeGhgbbSw5n5ryPF+LsxDgWjLTDcjOgvBvcWvosHB1qQ+6BTEtDQ0hrWkxBGYiN9EUvJBLHkE\/DIkXtcATCh9P0E03uqPdOzzzmJJKTTXiAxoIk64tGoTbz5IGHptqU6cuY7K6CXDNB0MjYmZ7itUF3Zawss0AAANhoMGwsfJYmGoVOzlLmwb\/EA4\/4e6d1qUWFo7USJHa3v1tN1sbWp4wCNUZLq9Cp2bjM96c\/a+tGrueLOI1bAtpOs8vBGw5dcEi1tvGYKyarYcSAGgECWuZLpO4I7PgbpzIRBg2+FksnwuRHeVUuIqRAvHKflZ+zDqIubEnjHxzTcO2hzY11k90DpoVn4QOFWQ4CoHFzTlmGg5SIkbi56jlKmpiIaey6SNQQ49ZvbwWZhuJTVE5gMpaNJ+IuvI1TVWMNnxG9ToGphJpg2jLdfx9Vv8XqVa7mVBVfZrm5YGUF0GwBvERJneyBw37U4nMWGlVEQPgOWQ2IzRpmuluGYxwptL2kuJcTmgFsvOwlS7EuaHOJJBPZDWkxMSSMxnyXn\/ltGpQYyOB25\/ZekNKdTr1ZEgTAI1NyjKL5xy1nxTXOblJF7ERY2vmul8PRay7bZr2cXBp8ZjfVRV4mMoD6dURybUHo1vor4fG0ndnKYgah7QJkHVttB5r0X024my3lsgrz6NR4pVCCdU3zkOHqoxuIe1mbsujab6OGnSdbr1LON0fcalRhLoY45dTqTAG+oELw+PwlJ8mm1ogkEjnecpHj5oGGADagZTc0mwyuLbDOAC0gj7vQ6LzfqOiNr1GmSIOzjyXoaC6KERJuc9m3zMee5ehDy4Esi4Gu+8w5DoF0m8akac8vjoUGrUaym0kVCC34QWxMRBJgydEPC46ke1Lgdbkc\/vA6L0JFQtw5Ts2LFTBptqF2cbRrkJ73l4kFpB0kgCTEiCDEapeliXZnCDdxkX52IkQOd+aE97wA4VRBBMFgcRyMggLsFUdHbcTe5IaAABtAkmB+6ao5jHtBhTose+jULQdXIknrcmnVjYktg3gjx1n1S38RJILWGIkkNkR3xdMmqx0gGSLWmY8lWlSc7MPaHlExpyIGiq4hgxELKxrnnCHLq2MkN\/lkTJA1ntESYtyQqdUAxB7sp9NB4ha+F4U1rcwaHT2j2hIJ5aAyla1GHHsnumbbG9h6rLotdhYGxxjb4rbptFxqOeMvskv4gZLQLxyMeBjXoqU6r2DMcsHY5uc2sSSm3DbtHrJ+iV1USLWtoR8wtoLdiwQ7OUFuP6jzK5T4z5fquTQEMTlj1XFztRE8on\/ERqe9O4R5YdonU5Zv1cDAneEiLnQC+mq0+GAk\/dnmRaOSzPeA1a2McXz1zWvSFQgOho1sGje2tpKQxT3ntvNhroNBvcRc6Hqm3WIJi3LSfPVBxlMBjQOzeY38TKyMc0OBtfKy1ODiw570GnT1Mw473203+SIxo1aQTzBN3b6bITWTBN\/rqUcUxMjykrb2g1lecWHUFRrHfhGk9l0X6Dl1TFHDzq0A6mYd9eC5osi4WJMfmf7KVap3T9\/lWoshwPXopq4FmgLrtykSQA08gy0xuOiTr4SlEFkwNcwtsNY71q1zEBxEnla235IZBnU91o8dystKpDfutlVklK4PAsyWbAOg7Fo6zoeiNicM0AtYNhoXCN7DbdNUKLQCYA1256oWNbpf08lma1nay3l1K0l7zTh1+tmSFhGBtoAOxI279yiEHLsN+gd0jZVogwQNdNPyKtWBEQRGhttG0QrQ3FJzU8ToOzclxTB1MDeOz\/uBsur4ZmUhgAncD6meZRaOuqjFgjSSe\/wCau13fAlQe3uGyTOEnkBtYiOkArqGAOewEdbT3GDpyTGaI35pqkNPT60SaUcUSjofcmOvZCx2FEA5R2eg8DcLz1DCzULsjO04n4G\/ONR159V6bFTJHMfVoSmHptIdlGnqsIxUmDCYv0V6LHNeTiE8NnghnCMAs1ocBAOUSOemndKA7hbAYLAbQBlBjvuQ1ON2G2kR4JqvTLW2iOi11nuNRoLvusWj4WU3QFmijlk5BYbC577JbA8HmHOJ02JtfSZDvFPMAEmT\/AGWiIyh0Xj6gJNNLnFoBhPoThSY63XoksThjkgtYbaXkxpmuZ23WQyk\/PM5YmOnPv5rbxBIub8pEIFOjPTw3\/JdUc8ARtT6OW97FrH290kcKYbMF2bUC8c7mAYRzhz7M3c0zq4NJ77A2TIBEDQ\/XNWNM6ugnSQIPmrYsbmlxy6tlzUYwMcGCJ4ecTySApGTJzHW4bcb6AIzKJMRA0ixnu1+S6oCbyR0n6upoukxOm\/5aQtrnGF5rAJRarCS6CToAO22HAazvbcWSNXBDKAJZJvYzMcwVqvzAak9ErVceXr+Skx8WB663K72Ss9tLKCC\/b72hPQbeC4UyZcHQ4xoTtyujVC4jfvifzUPBi8k84WoPJ8VkwDV1zS9TCvJN\/wDd\/wDhcjNnf81y7GmwBYwNz3rR4cb\/AF+Sy6oubzfVHwzbz+6yOaC3Nag4tdEL0lSoYkn105IHEnfDHL6lK0s3O3dur4plgCSTttCzimA4XWg1HFpgLmHSUXMl2FFa7otACylxCNmRsKYcgAomG1spvbLSnY+4T3EjDxGkKgPaH5qmKm37qknUQs7KUMAnUtDqneNk2X2KFxFvbbpoFDHOOoVq94uk7KHZ7VRtSRkpabmytiD2PFBJVnutCIpZRqQ7XOUHBuvtKvjHXt6IdCxmQrYh0nwVcBxg6lMvGCEEOTtIfD4\/NJMF057W25jXvQrsJIXUXjCUXEEzIOx1S9L\/AKbjBtuFaq8m4HRUYbEKFSi4geWzUVpp1QJ89qVkmBzIWjxIwAALaJPDt7QPIz6priNSZ63VajXGs06gPdQpuaKR3pAu7LlpYizKemg0HXdZlOOa1K7pA6d1kmkU3Go3xPojRqNwmNiDxEy3xS2CpHsxpM2tpdXxLxEc+SJhRAn68VGtRIpxC0aPVAcfBLZ+2DY3R8Q6xQI7SNXuLLVgdjb4KGNpY4b0oXImHJQ46qaZjdaSDCyhwlaFd9olKYux8ESoZG3gPmhYnQb2UmggiFZ0HNLFyq531oolCe5XuoGEVriuQWuHP1XIylssIVSSe\/c69ybo1Dss1hkm++o5d6PTd1Pl5KxYFDGZWy3En63\/AHRDic3h3j5rKD4Ek6DQj1KZbX5fPZJ2Q1J+2OtMsfvKO2pbQ+CSZUdFwR9dPmrUzaS6ImTv66J+zGtR7Q6k+x8m8\/XOE3R1WU18E3b5bd83THtdxrymLfv3JXU9iZtW91pPcdEME\/X90vReSb957U7XAtp5K7n25KXZxZW7QG6bpOPP681Z7juPJJB4BFztoD4eCHIEhtzc7gzvMIdldMK1k4HqXOtHyCznUXOsQImwEm3U80fC4fK2PlItyRNNoFyuFRxMAI+bfbuCmo88iPJAbT1MErjEABoHSNbo4RPXygXGOvhXB6+aOx3klfag2g6xortdA1seQ38EHMnUuY+Ef2m8qQ7W+nckm4pp0nf4gRptorl5J+H\/AHbxfuSmjtHoqNrbD6q9MEfX6IuIqCIue\/5pak8zABO++iJUrdI5d6JZ3koeIUM1R6jo10+uSTbX0J70R1afvDl49FzmGUG1BCITKs5tpB+SACRbXx8lAxB+6ehlLgOpOHjWiG2luaipU6KpLrfCLnfbn3oNSpBAIJ8oHXVO1t0HOMde6sSoE\/ugNedIPp6ojSZ+SqW21LOHeKaaLRKFVVHuMDZBe4ddEoZrVC8C0LnFLucOqlz0KoSqhqmSiNcOn14rkJrzzXLsPUrsfULDbhnzYeoR2Ujqdhz0XLkykm6TDs2d\/q6I6m8ScptyI+UqVy7AJlDGSIV24SreJ6GW2t338UQYKoYHazRFy235FSuQBQKN7rVvlAiwvfv3TNPCVJ+AQNDI+gpXLiUzBJRG4KpeWDwI85lXODfAtp3a8yVy5SxGVTCIUHhryB2RcbneZ0U0sA77rdbjQfnqpXIYzCYNEgdZBdSw5uA25MkzudVJwjyLtI2s4fPVcuROfBCZHFScK\/MNeY7XhdUbhnzobTuPmVy5HVO5AnvQre7vNwNOvzXPoVgNN+Y0jvULkLTCYfplWaHwCQL6wrVcO4wcs+S5cucwA2XMqFwv1kubh3n7pv1H6oZwdW898SPJcuSTBhOBLQVDMC\/Uj1R3YZw29dz4rly4knNcABkhihUI0+X6qDhqmmUWFoMed4ULl0d6EzbtlCax34dpF\/yVcjvwa32081y5XDBMLKajgJVqmFfy9QqnB1OXqP1XLkNScXJVRhXT8JnvH6oVTC1Cfg0\/qC5cuyugDNkOpQqfh9Rb1S78JU0g89R+q5cmyEoZ2VW4ery9QuXLkuJPC\/\/Z\" alt=\"Amanecer en el paraje Marismas del Odiel con los flamencos en las salinas  por carmelo | Fotograf\u00eda | Turismo de Observaci\u00f3n\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a0Estos parajes a escasos diez minutos de casa, han sido no pocas veces el lugar para el juego de mis hijos cuando eran peque\u00f1os<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Por esta zona de Huelva, conocida como Marismas del Odiel, llevaba con frecuencia a mis hijos peque\u00f1os que, jugando por aquellos parajes, se lo pasaban estupendamente, y, de camino, ten\u00eda la oportunidad de despertarles la curiosidad de c\u00f3mo se produc\u00eda la Sal en el medio natural dejando que se evapore el agua del Mar por los efectos del calor radiado por el Sol que dejaba, finalmente, la Sal al descubierto para ser refinada y vendida comercialmente.<\/p>\n<p style=\"text-align: justify;\">Cuando los \u00e1tomos de Cl y Na interaccionan por aproximarse suficientemente sus nubes electr\u00f3nicas, existe un reajuste de cargas, porque el n\u00facleo de Cl atrae con m\u00e1s fuerza los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/26\/las-moleculas-portadoras-de-informacion\/#\">electrones<\/a>\u00a0que el de Na, as\u00ed uno pierde un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/26\/las-moleculas-portadoras-de-informacion\/#\">electr\u00f3n<\/a>\u00a0que gana el otro. El resultado es que la colectividad de \u00e1tomos se transforma en colectividad de iones, positivos los de Na y negativos los de Cl. Las fuerzas electromagn\u00e9ticas entre esos iones determinan su ordenaci\u00f3n en un cristal, el Cl Na. Por consiguiente, en los nudos de la red existen, de manera alternativa, iones de Na e iones de Cl, resultando una red mucho m\u00e1s fuerte que en el caso de que las fuerzas actuantes fueran de Van der Waals. Por ello, las sales poseen puntos de fusi\u00f3n elevados en relaci\u00f3n con los de las redes moleculares.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<\/div>\n<\/div>\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%2F2022%2F08%2F19%2Flas-moleculas-portadoras-de-informacion-12%2F&amp;title=Las+mol%C3%A9culas+portadoras+de+informaci%C3%B3n' 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 href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F19%2Flas-moleculas-portadoras-de-informacion-12%2F&amp;title=Las+mol%C3%A9culas+portadoras+de+informaci%C3%B3n' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Cuando se asocia a otras disciplinas ha dado siempre un resultado espectacular y, en el caso de la Astronom\u00eda, cuando se junt\u00f3 con la F\u00edsica, surgi\u00f3 esa otra disciplina que llamamos Astrof\u00edsica. La Astrof\u00edsica es esa nueva rama de la Astronom\u00eda que estudia los procesos f\u00edsicos y qu\u00edmicos en los que intervienen los [&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":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28531"}],"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=28531"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28531\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28531"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28531"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28531"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}