{"id":27247,"date":"2021-10-05T07:47:42","date_gmt":"2021-10-05T06:47:42","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27247"},"modified":"2021-10-05T07:47:42","modified_gmt":"2021-10-05T06:47:42","slug":"la-naturaleza-nosotros-y-el-tiempo-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/10\/05\/la-naturaleza-nosotros-y-el-tiempo-3\/","title":{"rendered":"La Naturaleza, Nosotros, y, el Tiempo."},"content":{"rendered":"<p style=\"text-align: justify;\">Las leyes de la naturaleza son las mismas en cualquier lugar de nuestro universo; todo est\u00e1 formado por part\u00edculas elementales que se unen para formar n\u00facleos, \u00e1tomos, c\u00e9lulas y materia. Todo ello, se produce en un medio que no conocemos bien del todo, al parecer existen algunos par\u00e1metros desconocidos que hacen que las cosas sean como son. Algo puede estar permeando todo el espacio y no sabemos lo que pueda ser, existen lo que llamamos energ\u00eda y fluctuaciones de vac\u00edo que no sabemos bien lo que puedan ser, hay (seg\u00fan nos dicen) m\u00e1s materia de la que podemos ver, y, tanto el mundo infinitesimal de lo cu\u00e1ntico como el macrocosmos, existen fen\u00f3menos que debemos descubrir si queremos saber, lo que la Naturaleza es.<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Cueva de la reed flute\" \/><img decoding=\"async\" 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\" alt=\"Cueva Reed Flute ( China ) \u2014 SteemKR\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSxVEx7ETWoM9vT34X3vuyaRvX5wviOgHC92A&amp;usqp=CAU\" alt=\"Reed Flute Cave en Guilin \u00bb Creciendo con mis viajes\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQQzvbPipqWrOK1Qy8eS3pl4SDBdWmgeJ13Zg&amp;usqp=CAU\" alt=\"La cueva Flauta de Ca\u00f1a o Reed Flute en China\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">La cueva\u00a0<strong>Reed Flute de Guilin<\/strong>\u00a0(<strong>China)<\/strong>\u00a0fue descubierta durante la\u00a0<strong>Dinast\u00eda Tang<\/strong>\u00a0hace casi 1,300 a\u00f1os. Y, de la misma manera, hemos descubierto otras maravillas en el mundo f\u00edsico. Leucipo y Dem\u00f3crito conjeturaron, 45o a\u00f1os a. C., que la materia estaba hecha de entidades indivisibles, los \u00e1tomos y, Plat\u00f3n, ense\u00f1aba que el mundo material s\u00f3lo era la sombra de la realidad.<\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Modelo at\u00f3mico de Leucipo: postulados, limitaciones, importancia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQunObFWOIS9S076EgEsY-tQzOGo4GKt7ZjMw&amp;usqp=CAU\" alt=\"leucipo y DEMOCRITO by Tomas Olivares Zamora\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se inspir\u00f3 en la invariancia de la velocidad de la luz para regalarnos su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial con su sencilla y asombrosa f\u00f3rmula \u00a0E = mc<sup>2<\/sup>, que nos dice la igualdad entre masa y energ\u00eda. Nos dijo c\u00f3mo se ralentizaba el tiempo al viajar m\u00e1s r\u00e1pido y, con su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, nos dej\u00f3 una profunda lecci\u00f3n de c\u00f3mo se formula una teor\u00eda de la m\u00e1xima eficacia mediante unas ecuaciones de bella factura y, sobre todo, de un extenso e inmenso mensaje que hoy, 100 a\u00f1os despu\u00e9s, a\u00fan est\u00e1 dando sus frutos.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Antena drone foto de Cheddar Gorge, Somerset, Reino Unido. Tomada al  amanecer para capturar el calor de la luz que entra a trav\u00e9s de la garganta  y la luz en las rocas\" \/><img decoding=\"async\" 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\" alt=\"Cheddar Gorge y el origen del queso Cheddar | Britania for you\" \/><\/p>\n<p>\u00a0<img decoding=\"async\" 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\" alt=\"La cuna del queso Cheddar\" \/><img decoding=\"async\" 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\/LCn3nwjvOz2DMQOdob\/iZAP0Na+iHdaP9R9OawOxHUsGHVAsdcf3nFdF2SuIMZJ4965pn8sJ876Z4l8Q9rXdP2rqbiwWLlNuYZCF2g+cBT6itfW9o9oC3suhUS6AQ6SZBUSoYN3SQMjwmKyfiyxPauowWCurQCJMqpAEg\/l0rvnu20Cae4kpcVQoK+EgiBlYGzOPGvT5rUKeteHL9PLre+tOd+H+yEVVcHLYOM54isn44vMly09swoXaSMjcCSAfOJrrddobFlGdO8AsrLEiSQokdYO75VjfEPZIbTXGd8ow27QAofAOPABiKjw3vJtejq543jyUed67VfaOXIAJifUCJ+lRtXtvGKupp0jbg897rPjVJtKw4gjxn8xXqJrMPJqaXZc\/xJaPSPln9a0+xtSqM\/BJtsATBmYn6E1zrErKnH86UfSv3v+JHzxSVKaHm2qR6R8G6zdYVetpL4M8Hcdy\/\/wBR7VznalwXbt9S5gMNvsYkg+ROK6H4I0DBHtn7zoY4wdymPkse9cx27Zay4tuhR1BkGBuDNuU45\/vXJx4+R4dttqFpm67SxlMjOOSIH1FVbN4BpPTn061eZ\/6f2gP4ykdPu7ifqKo6tQQWGCT3h4z1rqXfTOSlnaOq0+qf7FrZcsijeg5CkkKdvgCGPlWL2tqGZEDMTBx5AKqgD2WrejvlrKKI3EEN0mG5Y+AAB9qDrtCjBVW5vaT92COefTzNRjJrv9nTadTs\/ozNI2ecQfqINAKyqjMiZ+ZrTuaAWmjduEHw6CaJbs9xmif7nk\/Srea9nOuKvTKNkYA8wB+tbGjZpKCWAIAn8IPAqk+mZCu4RuEitfsvDsCY3ruXzKz8uGqPJSzovxS0yF22SDFZV8QZIkdRW5qbXM81jauSCCeMRS8T0pzz0U2JJJq1ZfEHH9qqg4zRkbE1ejkj2SZ6VLdSpShH4dvMb6BR3iSOcQQQY8D1rutZ2bd2DCrHiZn2iuW+CdFFz7Uj7uFJ4nrXaavX5gnEfWub6m\/zySv08\/htHJay6yELslmIUcRPmazu0u0b9lmtvKsNuBHEd0hhzg8itW8d+rtACVDAtzEgEj8jWh8fdmB2suGXAKNmHImQYIz19Jqk3KaVL2hammm5fych2\/d\/qhedtu0vvsBP1Y12\/wAC9obrDWTgIVKZmA4DMPnJrk\/iXs6LocNuFxA4GJX8O0\/+uDWx8CKUa51U7ZBEzhiI7w4n60efxrh\/0DgdLmf\/AGGuagf4i+xIHKgnoABJPsJ9qzu0e0Vb7JFnadpjghE7q\/M\/aPBz3hU9R9\/UHOQ8+m4EgZ8AazbdtRcJbcZIIgRg\/djyAgR0iOlDjmc1\/opd16R6N8O9ohRufrge5Jmut0XaCL+NfKDxNeW2rrqwKIGSBgypn18Kv\/8AkSDBsXD5qZ\/SuCuJ+Wo6H40sof4\/0o\/xpuW13C9aViyz99NykSMfcCn2q38Mdsq4TTuhZgGIY5gAdDyvXj9aHcuPftlEDWyTEuyA4+8ApbJ2kiPOqvYPYuwuHZpZWtjaANoMS3XMVa6VRl+0SlKaSn0dLqLdo6ZEKPd37o2\/e7xwWacfeGfLisb4h0N+5YVEQkKxdwCJL5JgA5yxMeMV1TsEVWxAlYkcmIM542n51QU7N+5yRLOf+RPhzECPKueOTxxos8aa08fLRxRLuncAMUcKYhirBTPEEiK9DTRWXYlbAZyJB2qWPjj6TWroLp3G2yHjlisEEYBzjwj0zXc\/q0vg5fsL9njjmeavfD+lD3ugAE+vhivUO1\/hWzqUO0BH\/C4A9wwEbh51xWi7KuabUlGGQQdw4ZYJDKT0M+0RVPvzXG89k54XNre0dh2PttMjEFjuWOcDPQAyc1H\/AOVfhwPbXXISCCEugzwxhWE8EEhfQjwrc7AtDcmYAOfpAE\/zNbHx72bcvaC\/btQW7rweSttlchT4yvXzFQ+iTbbKfWNKkj59uXVFlbcwwZnJ9QB84FV1dB96W8pgfKP1pPbMhowTE9J9fcVMaZiePlmu9ZhyNtv0GXXnYLYgCNowJhmkieYJrsrPw6V7PfUhdtxO\/MyCmARt4GDPtXGJpGmQhb+1erdgdo2k0DpdbaSj29pzO4NAC+5rm5q8Ws\/fZfjdNN\/6PMmZ7rFomAZ9OpNTW4QoQdT+eIrY7IRLKkOrOGEEqBjxxOcH8qbsHs0XLjKueqyCJ2kMQJA721aztY+ukUlZ7fbLPb+gYWrTASQpJEZAO2DHqDQNdpwL1nZ\/kTOCCVHPlJB\/Ouj7a1qKTa3BeLc9Qr22KuPIPz6Vzun1yMCxMSFCzgwFnbjiIPua558vFPP\/ADL1477C664j98YmfoYPrXPauQ58gPqK27OqSNsrC8DwHr6yfesXXXAWcgjxFW4U1TQnPSc+zOueNTR8UK44prbyIrrzo89NJhvtKVA30q2B8jf7E1ewbZrWfXyea5TQvnJqydcFJrnvgTps6Y5shaaly6i3FOCSVbPkensTRe33F51KMIQAAzEk5JB45gedc0uoZ3kZIBrVKFzsXDABpkw2BPn1n2rPj8Wn8mm\/NNL0VO10JusTuztIn\/KVBAHlmuu+GtBssfaEQ1zIHgq4kjoT+Qo\/ZWhTYl5oLbAB5QAs+uD8\/k2ovnDdRIPmD+dQ5eR1PiivFCivJmMbf9e6OpyPWAf1\/Oga3RKdjKsKNpAk\/dfMegcOI86PqWK3d54YTjpAiiaQb7JAncvdgeTb1P1ce1Mqanf8DeKptM3\/AIe0SnutnqPWfr4112gQMBj046VgdiMN7DgKikeRP\/Rrc7Mu92TyJ9TzXn33XZ0Nfj0eZ\/HurZ9cQJQJsRTxmJLfNiJ8AK1+ztW0CRLFGMcj7RGhsgwQQJrk+3b+7WXjG4\/bOIyQYc4FdfoGS0treP6rqzKMhe9PPRc+XWu\/mlLjSz4OPh7tmr2lqptqFYrvG5CQSAVIJkxiRj3rNta15kgEtIwZ\/QeNLU9rKEtW2HfVS7AYADSFEHPXr4Dxq32aEV2doG5JQsVAxIkdSZB+Vcsx4rtHVXb6Mg9pXLbM4sOqg7d+0wfPIgjzqx\/5pRk6iCYYKix+EQDu8go6cda137TQjcp3A7fuA5lRjeYHM9eBWV2n2Qt0K4Um6WCkgnAJPPjAk8DHhVJ8X\/yWE6lr09KLfE1xG\/ps6zEtttfM81O\/2vqXkuASv3d9tODgkbZxkfOuX7RgO20QuIzONojNEsdugI6OkkrtVxE8j70+Q5Hl610\/ZXj+KOZcnjXbO27L7T1TsFS2jNGIJX5ya1tR8faiz3HsrI5hh7ZlhxXL\/DOo7jlG3NtQTnrG8dOsD0msW1cne1xoAPeEYVjzHicYqcQ5p51\/gpaVJb2S7Z1du60i2LY3FtqKNuY6buTzPj0qhstmJcoBmdhJ+hovaFkqNykOhAMwDE8e1ZqOSfuj5V0yujnrp4dGtrSKm5NU5aIK\/ZlJPkScDyzV\/T6q0EKlEdogObgDA9IxmPOuZusSndGdyrjAghiSfkKBqbroEO8y6B+mJ4+kUr4vIbzcHVW9NcdoUKcZYXFmGjmRiYq0nZlxH3PbW4QswbgU7WBUHAyMdMYri9N2xeWSG6f5EyIOPu5x0qw\/xPqSM3GyIwFHdmYwOJzHWj9l+gfel9nTdrdmDdNzThBKx\/UAAEcbisZLBpnqKxDoUwAjk\/6bltp44gDqRVQ9u3nYb7jvkDvwwxGIIjoKlpGRtxaCZgCAI9I9B8q3h4r5CmqZZt6OCR\/h9S3+wfsCDWdq9IQe7avKP9SGfn4e1WUuKh3KokeLOB\/+rim7S7Zdy7MEl1VWhSAAoAG3PcOBkc9Zp49iWkl2YlzTNzEetQRIqwzT7meSfzJMVEW4zPNW05\/H9AftPWlU\/svP6UqOo2UE0ac1G4g8aOvERQriHrSp9j\/GEdJIfFbWmubGDupBVkIzG7bED5DwzWd2H\/8AcC3GcZyegx0mK09DpTvKtwQY4MkERu6xjP8A3UuRrey\/089Jr9nR\/D3aIYNbPQnZPVSWP0kfOoPchiD4xWLYvm3cDx91jIPgZq\/qSVcz0+vnXL4ryf8ATqp4i+dLvyAP1\/4\/nVXsq39ncdCMFZH\/ABBE\/Vj8q0+y3lQAM+eOTMfM0XV6UbjcMbhiBxnn8hUHWNy\/RRLpUW+zbwViP5\/P2ra0Lyn88f58645JVhB9PSCa6fTXNluTiBz4Dmfao1PZVPUcZquysam5tLEXWYLmW3XZnGf\/AK14\/wBVbDbUV7zKDcW2XA2zhFC524T7w9qwv\/N6rbBVBIz4np09frQrOtci+hKEuChY7sB4DQI\/08nxr0HLeeRxq1O4ZNnUXL99nY7mcgkAcmBAA6DCr8q6+7pWGp07F7Ti3ba2UkAAm24BzzLNHqJ6mOY0Qu6cvsRSxIG494qZBXbkdY6HpQb2luyEDbtwBB4MHxjjr9apU7XTxYTm1K7TbOr1OtSyxWAtpFXY8kqWCqrBT+JsDzwMcms7tT4jtnTPbtuxd2EmCAqD72T4gkRnBNc49y+UFtt5RDIUwVUz0Pq3j1qVjs2467lRiBJ6dcGBMnj6VlxQu2xb5qp\/iinc1BaJ6AL7KAB9BQJj+etGvWSuShE4nzqCMAOCPl+1dKz4OV7vZudiKTpNUOu0EDrIe2RHWcVQvaQts3HvgRkz1JyfHNXuw9Tts6k5PcHHmyj96jpFNxgVjZ3pJxG3b05\/EAKgm02\/6dGbK\/wZ6X7ltHUHuNKsOY81q32RZuXv\/wAdVVc7izd0hRg7vECfWY9tvTabToHElt22FJyAcgjiJ3fpR9DcVHXaNndMnI6GJ8aWuXU8QVxNNayv2t2NZS0qLcgj77tiWwe74CJAGeetV9f8PK4R1faCJ2mT3WyoQ9QBjPlV6452yTuXqDOfA8US5fLIgB4HM8YGDHpU\/uUkuyjia9nN63sVkGMyImDWPc07dQcV2x1yhAWbA95mfzrMvXg3fXII4\/WKrHLXyiVcMv0YNpGMEQM4nqav27Wzk5nnxolgneXIAgQs+PiPaquqefKKdt0xZlStJ3HxVJjPX0p3PnQmeKeZwS60W6jJ50BTJqxOKZiSNupqefKlQCED0mahcUzGP7VsDomSMir+n1ZAHjxImYqkDRkQc\/2paSfsM00+jYtNvyIY8bZHsfEfOtfXOFYAgSQoBbdGUHmJzmua0oXcGMNHStuzZ+1aCZQknoCrR0+Q+Zrl5J8Xvwd\/FXlOP2aNsOGAEIBG7\/aMiPXGc8Grd090kksSep4nAj0nnmqP28NtOcA55gjlTxGPrR0MgZEYj0PGK5a32yqWdEkdTs6AE+4MxzRvijVBbCoMyN5H+0Y+p+lVrqZ9II8+flWT2ijucbRiJlpjwpolOk2LVNS0Zul15kK07Tjxj5073UBJXhiTH0M+sT7097s157sHGScUe12egBLHdEYyBn0yf7V2Ol7ORTXooi47Hu7sn8M+3pwKX9UAjYwBPMdZ8fWtIsAIGADwIHtxSOoOYMdAOdsjknx5Nby\/hvH+gtLavXEdkgm0hc9CVHKzycAn286or2vMbp8oY4nwHT2ro\/htVS7u5d12ljPkfacVO\/2QLaEMqbnJdgAIUngL5CJ9\/Kl+5KeNDOKa1My7WsBRkwQ0MQ2RxBieMRVN7dsKSyyJHMyD+VGe2C0fegfInp+sVHV6YKgKyQZDdY8P1p00n0I02uzQ+F7SB3iNrJBkY5jg9CAaqK20\/ZBF3KCBMkQYMjxBwaq9mr\/TccElB7APxRtPdzPn14HHFK122NupJdFm9BKhoQgTPMkZg+Iz5RNER95jeD6wMjHIx49elT7Rt\/01ZYw3Pl0\/Osp9RCwT1mOnXNBLyXQKfi+y9u7pQktwQfDr45zQ01IKbPM5OJ559JPzoOnu90nkiD\/150tfbAMidwNFStxm3rUBvGEVZJG4jOeOP550IKV2n\/KIInnJ\/c08llzyD\/P0PtQ2cxB5p8+AJ\/Ir96qbuaJdNVbjVSURunozufCgMZorGgrzVESYW2I56\/SiKeaHuoqGswonSpbqVKMDLRg08g0ztPShBT402CaWY8Kb7SOBNRG6MR8qigjmhhtLK3fKrmm7VdB3Qv1\/eswv70i\/n9KVyq9oebqfTNmz240kuiuYIkkgxM\/OQCK1tB2\/aLQwKg+PQ9DNccfzoLeEmkrgmlhSfqbk9HvapZChwSRKx1Efn5VTuXBkzjMjr1rj9B2g9pgymY6HiDz6c1tWO1FcMwQBp+6SIz4SKg+Bz67ReedUXjdnEQPz9fpQftO9OPOg\/wCIYg9wQOsiB8+aezd4nr5CD6Z4oqcC60i98Z6AHr1iY\/b2otnTOwkqFMYBnE+PsabagIkzkMZ6BRPyx9a0F1uOIPhHpE+1aul0gLt9hdLo9ud8RBniY8vCR+VavbWpV1iM9PPrn3NYt3Vd4wcnn3\/6pNdnJMQPnH9qk4besqmksK62xPePtwJ\/ajKwAIbCZB\/2x+1Z96\/3Z9SfSkdUrLumQvGOsGJ68T\/Iqvi2T8kVkuuUACkQ2PMAdarNqtpyCPKhPr2DE9Og6Cidn6O7qGJUwB95mkKPAeZPgKv44tfo5nTbxey+3aJZIHSMfOsy9dnB6Vsdl6VCha6DOe6MEzEEjlcgx4+1Z7aEFiMx9fallym0NU00mR0t8TBOCIq9q7wdlIMYk+U9Kj9jbM9wDHQEHxkR1q5dRHTcTDD8QAn3H4hS1S1PB5l5mmbfbPNV7pFQ1qMhkMHH+ZRx6jpVXexzVVOonV940FuXKqOc1J2qBp5WEarR91SKwKEBRSZpgDAUVRTKtPShSGpU1KsHSXNDe0OhzRVHnUTzWFB72GIogeekUy3BOaYw3WsYVwCJBpt1DawfGacCmAEA3dc1AlhyKX2m3il\/iCcGh2HolFELqMA0FRSCwa2GLa3jETjwPFXLF5RthdpHJiSffms5HApzdY8YpXOlJtybTam39oSs97ifQbgPUiganVMnTJ8eKyi5jpR7l+UCmZ5GcHzik8MG+63o76tz+LnwxNXdHoidhdu6fw7jwfQ1mae4yEkRJBWSJwQQY84JFTW6ymZ+f7Uzn4QJtbtGrqtFZTJ7zTgBmYR4nPFG0VxJ7rHGeMAH+\/51lWdUk7nSf9uB8quP2sF+4vIzjg+XjU3Neiiqd30WQiwWBQzzAGfXpUFuHKbgqCWCqAF6CYHXis6zrdrhlwdwJ6A5nvDirzdo2g5PfIk5QDP\/ALUHNIyqWWbSlecjw\/WmWyG4PqR0zxNULvaaEMoRtpnloI+QoC9oEABQBFbwob7kmsxhh05x+9Bv3kUGWE+A5+VY76pzkmhT4064v2JXN+ixfvbuBA\/OgE001BmqiRB1oqY0xpqYUempU1Yw4apC4ajSisbsJupVCKVYOsMvNPSpUGEG1OlKlRFJHrUU4pUqCC\/ZFqH1pUqKFY6VOlSrBGNEWlSrBINU7XFKlQYfknUWpUqCN8CXimPNKlWMRPNMKVKsYlTrSpUxhqkKVKlADNRpUqYAqVKlWMMaQpUqxhU9KlWMKlSpVjH\/2Q==\" alt=\"Los Diez Lagos Subterr\u00e1neos M\u00e1s Fabulosos del Mundo\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Cheddar Gorge<\/strong>\u00a0es el mas grande ca\u00f1\u00f3n brit\u00e1nico que se encuentra dentro de las\u00a0<strong>Cavernas Cheddar<\/strong>, donde en 1903 se descubri\u00f3 el esqueleto humano mas antiguo y completo que data de 9,000 a\u00f1os de antig\u00fcedad. El poner estas im\u00e1genes que, al parecer, nada tienen que ver con los temas aqu\u00ed tratados, es para hacer ver que, son muchas las cosas que desconocemos y que est\u00e1n aqu\u00ed, a nuestro alrededor. Hay cosas que nos llaman la atenci\u00f3n y nos hablan de la inteligencia humana: Hace 5.500 a\u00f1os que en Per\u00fa y M\u00e9xico se cultivaba algod\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Los grandes n\u00fameros de Eddington y Dirac, Los n\u00fameros infinitesimales de Planck, y trabajos de otros muchos personajes, tales como Maxwell o Lorentz, son los que,\u00a0junto a otros de otras disciplinas cient\u00edficas han facilitado al mundo el avance intelectual\u00a0del que ahora dispone, y, a lo largo de mis escritos he procurado ir reflej\u00e1ndolos\u00a0para facilitar al lector datos que no conoc\u00eda y aspectos interesantes de las ciencias f\u00edsicas y de otro tipo de saber.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Hamilton piscina Coto en Texas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQkEzocINlY4pac_J5hpMnjLCuOh18_zy-kGw&amp;usqp=CAU\" alt=\"Reserva de la piscina de Hamilton\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQHVOXrDyQXWoX38wMB0LmgwnoT3r--W7VUNg&amp;usqp=CAU\" alt=\"Hamilton Pool Preserve | De resena 'Top 15 de las Creaciones m\u00e1s  Fant\u00e1sticas de la Naturaleza'\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQPGJOETU6qrWyvB4kZI6JRUsNw1Na-zeLjRA&amp;usqp=CAU\" alt=\"Hamilton Pool Exotic Nature Fondos de pantallas Exotic Fondos de pantallas  Im\u00e1genes por Madeleine12 | Im\u00e1genes espa\u00f1oles im\u00e1genes\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Hamilton Pool<\/strong>\u00a0una piscina natural formada de por la naturaleza cuando el domo de la caverna colapso, es frecuentada por naturalistas. Una bella piscina natural. Ante la presencia del agua, uno recuerda a aqu\u00e9l fil\u00f3sofo natural, Tales de Mileto (uno de los siete sabios de Grecia) que fue el primero en darse cuenta de la importancia del agua para la vida.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQa0fMdonYue0jypxG3QCGccLsMHpSV5BsnA6ssOp2_EJBB2H8pHG8NPINckcMvuxZ-gTY&amp;usqp=CAU\" alt=\"Vac\u00edo de Bootes - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"Leptones y Quarks: \u00bfLas part\u00edculas fundamentales? | Leptonix\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSWWfYqJ3qjZE_MjQJVwDxyYb5xAYIJT1rqKxjiRsTjbRiamUDQetgKM2UgCNOEBtKEDbA&amp;usqp=CAU\" alt=\"F\u00edsica 2\u00ba Bachillerato. IES La Magdalena. Avil\u00e9s. Asturias El Modelo  Est\u00e1ndar de part\u00edculas 1\" \/><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAASwAAACoCAMAAABt9SM9AAABVlBMVEX\/3ln\/6Lb\/6pcAAAD\/3lj\/6Lj\/65v\/5Hr\/31\/\/3VP\/5qD\/7brv8Pbw7+v\/\/\/\/\/7rv\/4Gn\/44z\/5qf\/5Z7\/5Vz\/6ZH\/8pz\/5X\/\/5lzYxpvv8PH\/+c2jpahzalM9OCv\/7ZmHgWX\/9cD\/3Er\/\/+CBgobp1afz68z74oPi0odWTz701lb\/\/fOvsLXy3q7\/7a\/\/7Kb\/\/+milXXLupJMRS3x3pC6q4bgxU\/CrEWlmHfk0aRjVSL\/8GBgV0TRv5a0oUFTSB3XvUw4MBMeGAlIPhnQwHxbXGAzLiRLRDYXFRBrYUyNg2edijfpzVKLejE8NRXDw8PZ2t1gWTl3bkeIgFNRSjAkJiyhl2FsbXAmIhs0LyVxYyiXhDUkHgwiHQtKQRqrmD20qGiTill9enCuomhqYj+WknwrLC5LS0vMybq\/wMQ+P0bc3eB7fH6Rk5gXGiRxb2AAABd7bCuSGUE+AAAXF0lEQVR4nO2d+3\/aRrbAwcNN11UXdbvChbg8FIdukCvbYIN42CBMavNO87ipgx2TbHKbpm12l\/\/\/l3vmIQFCo0csO\/FW59MYJGbOzHx1HjMjQSORUEIJJZRQQgkllFBC+UwkFgpfrKz+8kUoPPk6ZoV1JxSefLsKay0Uewlh+ZAQlg8JYfmQ64aV3TAlmw1S8aeQa4aVfbVP5dnjJ28e3nZc1wxL\/g4tyMmrjQB137xcL6zE5hIshN7calo3DAsdBKf85uVGYD26e\/fuTx8IrFcsbOHAD\/8Wghg7Mz9lLYKP4YVli+WKS2eMpBJ4hLwRWA837uxuxgmt19QPNw6eP95\/sf\/21ZoBL\/vw6bNMZv\/t8wdskBsPXj+GE0+MtJB99fTpUyj+Bs4+e31g+HN2g1R89vTBhqHp1ZN9pim4kRC5GVhZ\/PY9fvucDCD71HDL7kN64mB\/ngawq2bXnpjHZNCJzX9iTQ+67CzLFdmDZ0a5twR89sGJqWk\/YNu6MVhr8gfz7cZja8y\/czY\/sU8wZBaKYKCJrfsYSNc8+YCgOZifQBlcb3eh3tuATevGYB2USf8Jq\/+jY\/lfc9TZR+T4\/v2fWVjb+PdSkYMsg4XlF\/ryGJPYfYffvvvuO\/L6dGPtDmnwt\/v3fzSuTIByw9mQOOT35O2j7TgNY882EtTqvt\/aiscf9dbMIr9ux+9ifOjJhgnrPlT7zuCe\/RW\/yW1u7sX\/IFATm6T85tZePP7+bdAR\/kZh\/bxLrOEH\/P75RiKxGScG8SCx+cE4tbtFihAwr0gRYkgHBiwgm5BptYNsQiZo1rK4HKmR2PvDqLmzFfic7mYt6zG4HLv4B9jG9kjQf5OlwR9lXmU3Erja1m+Gyya2WahjsLCPJrbvU\/dN7GE3JTEuQQC+3tiiDe4\/pJqClRuB9du7d+9+MaJPYo\/YBbns8u801OzEjThN5gSJPWRCMJIog4XDemLrA3v712UnB02bd9nb4+drt9Oyft3bg+jzI40+iW3MrUtGsnvXOHf3F2PAkB0T29TjcJGdnwhDAxYxSKr1QfaOQcYQiG3xn8yjwFeiN5MNE4nE2h6JKojBopZ1h8FaW9uOmw4LVhSfw9q1wFpbgLVrA2uXpQ1C6zZmQ5LCE3ESiA5odKGwdpkbwqdyPP6D4aoUVoYWYWGND+vnu4Z8T1aem5AumVffXljbjMT2H3SocG7nB0oCf5zY2Ys\/ogbBeBIN8nKAX4J1h6TKzEbWENpoQt6OE8W0keDkhtaGWD4wN9x6T80J5qKbvxlDgiPARQMOTAC+o\/4IM6nNf1FudrASdHb1kK186KKSaJIprYBnpTcC6+nz589f77OoAkjIvPz1wdrBv1lsyr5++\/AAeO6yIcpfkcJv1tYeFFgssoW1RaM5uRhrD59CsY0nTx7ijQnZSJhByo3vZ8F1j79fOgWDJpPS\/cdvKVAc35brHdhbFkRzYlro5PHjfXoltvCJ\/bdU0\/FtjFlzIX6xM89XiCR4NoNngucOIqMwr2ULK7EV\/3GhHMDas9YLUm4S1n\/+uZulZ+OPjEnob2RHYaHYf97QuSgL0SDv6BbN1h9zWKaPJfYWbRAmHXv3zaN\/Pbxt86yffjDk\/e+bRuchbMUf3f\/5x58\/\/ErxyfGvfoBjOPFIzJpF3t\/\/cV4E4hMoeTPX+pzME\/CU4\/0HqPoHVMU2Gv\/d0LRzy3ZK13ZlQ3buJOaLNUh8m3t7W5u77FRiTd7cwifk+QAtRdZ2sJasqXUzO1dFqu5kybLyjrzFDgMcBpNPdkc6gcVymEg4FXFWleAdBijh7XsfEsLyISEsH2IHKxSeWGFFIn8JhSdWVOHjyg6yCiuUUEIJJZRQQgnFu8TWry5kQhKAnvXPUc8iq6+\/+fLKgpcFsaur+fJvuHcB6Yn9\/ep61tatsP7n6oI7tx6Anm\/WI7FIAHq+xP2JXl3PN6uwolcVCuvKaqJ4kLFIAHr+Hkx\/oiEsHxLC8iG3DpYgggj8Svhj0aLHAyzREAfVnwCWuCqcDtrBEkonmcyLMndIQgaksEzLFZYg1qrp05OTF4V0saRaWc\/FOyzBcskEm2vIOucESyimrdLjjN0WVgrfQE1zx5PHH\/f8wRJTp4u3zU+LKqegZ1hiuXCS6avmsIRSv1gs9ms2RR1hiT20Ijn7sdvHLDIeHiyhhD\/u+4Illq39SXEM1yssNsZu3jxBr4ZdWWdY6VVYfR+w5C6vWaK9ij+1WKozLGqrCBXwxS+eBQCLdgIkY+hRyWHVbpjOsA6vZlkyqZ+3rWBcCou5O8OSX1BrknFUkTMBwBLMgbGrJpS5huUS4NVFIV6DjrzHrKjYxzVKnOHQwVr1OMGijotq4kL9q8ESjhAq1mpFbK1UK72ERf8BfkmomfAikP3UgVyl6jx2YjE\/FfGHJ36mDnJv0baDgAWXsyQLUbk094AzfujwDquGnMzEHtZyOpQL3bOz+ejskqEzLJEaFlMQCKzeqUx09Zgf0i7zArNXWDIxzxPepIkzg182xqUMYZsMnWGR63Vm9igAWHKGOhxmRC4qjRyc+YhnWDRJlHnzAHtY4qJNs4hjsBOKNsnQERZVYM5iA4FluIp4gjIE1iniTw29wqLEu9zPObAW0yFVYV42GkmtY3WEVV326iACfHWhc7hjqoNhebcsxE8SRI89rMV0KLNvdRqHL+z65QSLausHCStq1MZpERI9SUncNYdHWGIROSHnwVpKh3k2oWF9ITOcF9ahOsLKEW2BwpoL6SeZz9utdGjnPFpW1yFJED32sBbSoWCsVLoy+YywO7RqdISVXpqJBAsLghWek9gk6IXOeYLFlmR8w+LuZ+FqGZnoMNdOJEzYJ0MPsMrXBCsHqQM7I1ejV1jCi6XQaqfHHpZA4hRpXcDGmesaw7VPhp\/OssDwzwQcFVeMfaFzXmAZywyHIhxY83RIPTKFv7LSk6O8ZOglZl0PLDyJU3EO4qznSOe8wKK7FoeyQxEerJyR\/2jep\/aEu2OfDD1kw+I1BXgIy6n8wjTObpAeYLGNEb4vR\/luSIJdUcBrHcI7ZWrCb1YXBI7zLEI6d02wwCLKZf56jnTOAyzqSzRMc\/VwYJnpUGVpv8uMo2abDJ1hlZfqBA0rh6o9Oo3nDtIDLOclNNPDyYYq40zyDEQ9sncBi1dOMnSGlVqyxoBhQZzodZ1H6QEWW0I7IefDoulQpPGmK7LQpbJZ7uqGvvPm33zmEQ0e1pHrKD3AYktoR8PiwhILdHxihrljjVopJxm67GdlFiN80AFedR2lOyya0PhLaKaHB4ulQ9UATjYiciKBZzPLdd7PoosudhQ0LHCCrov7uFsWWkrYPD08N6TpUC4bbIhJvRCJ1rNVpc5uSI38NCoKgiAKQdywWBAIp27u4wZr+Wry9fBg0XRI4t6JHDXoqXnOzM0ZlrHL0y8dldnqKThY4AQuJdwtC9mnLase3rMOLB2emUqoQ3KSoet9w6VbrMHCip45LX5J51xgsftqLlocYFFnyc8nHyTUpO3uGRI9brfvF+77doPNhmWXebc7LIH80pzTEprp4cGi6TA3d2XiSpkeZ6CusMSjNMbfPaxGSYDnLVg\/ZgbvMpd0g8U2oZyW0EwPF1bfMAS26qLTU569uj9FA5FdzcNETaAb\/LxbuL53HWquMwc3WB6W0EwP1w2N++NmQjVvAtslah\/PZwmOAcL3flb\/qrCYFbi4MtHDhZWyhmLZeCigINvo8Q6LxEHuvTnfloXjTfUqsOgSmt6HdBb+k3+qYUfmvQHD1uxSrHdYbFnN65tfWAT9VWAJbAntGt6dYAnsRzTmSaLGYNkZvXdY1EC5w\/MJi6K\/ihvSBdyZml8Qnh4uLPnUikbs8qdInmGJdPeW1x+\/sOiy7Eqw0KpwsisflpEO58Mybl3YxWZvsARBpqz4G+Z+YfHmMkudu3ZYLEQtrAONm2K2z4s5w2JGnioXrFfAKn5hFZxSq9G5a4cVzZexLNZTyRnb5yZc1oaW5za5j158nGW57Nm5BPjcqnDmp07PwQvLz2XZnjH1+IF15DA4v7DwfoHts5GLnfP7aDdPz818aSBf7Rm\/UHVYDvY5+AJKu00nb9s3LARZVGupVE0VZeeh+V8bRt0XwLcMFhF7D16WW\/d1lI\/R86f97s7H6Alh+dATwvKhJ4TlQ8\/Nwlr9lptT8liBxS3r6470R2pxhbWs10mZN1jFtOUJI7HssLVshaVyF95ph55ZYeV5Lao5l6zv8kWnpR0ZMe2wlvMCSyiWVVMFeSMcOc1MV2BxnqgU0svjF3r424fzlecyrFSf0+Th0mpJqIJSoV8UoZMMgwusxW\/DiH2nHRUvsOSeIJIvY8KffBnPcsUSnesKtkuVFVhpmfkxW9rQL68K+ZqMdcydHH8tqzTf67TCkllrS8qElEpeBENLLS1G5cM0fm6EUeTCIt+iFQoi9UT8Rz0yumQ3MC+wimc5WIr3e+m8UCscgkeKxXS6JkRrtWIvXVu9EquwSr10Cbqk5np9OM6ne6BEqKV7RfyUOH01JDN\/a4FVLPfSKagA1ft4xxW0pPBdrB6sVYVyirzikRYE8My+GhWNB+54sNRcOtcviwWZxIlaSWAdFEr5fi\/3kbCih9DyaUpUM6pQLuNd9JKoFmpiCaXE6Olq8RVYqCxgl1NP82ItE42eqrAWA+6qWCqIYiENEdAwJ7GX4sGq4Q2BQk2AXoipU9ywmM8LpR44Xl+UUREW+cSFxHQeImqpLKhpZ1jiqYrtWCjI+TR22qKoQs9SGUHsQ9dqNnuAXmCJhwAbBwHwhDJ0qJaTwUrSxGPE4urDpSuwyAN+p3IRookICgrYq2FMQlTOpeSCGjWNQCgtfk\/TYlk9aBWazgFOsVgCfSLeX8Z\/DlUZPwhP6QjlqtyD3EG66gQLFxcPF2DJfRiLWC3LOXjFOj4SltgnTAq4BwLphXAoliCAClUPsPAgxFOZJJpaX0wV+qooHmIl5TLplOkxmUVl1piFH4w8lAu4Hly7UqGoCiK+SyT2U\/KpCQuHyIIs9uZ5jeeGp6IIAW4BVk8l7ci5vH1a9AqLGBB0dQUWz7Jicz0mrDyFJYipw7J8GF2BJfdS7rBIPWhaEI4KR7INLPEwVRSEYsrMwey3aKwipDI5HKHmsDAf4eqwhKO+DDmwiL1IyBOHADd0gBVbhPUCu+2hXIU0AVYO81kBBpeD1CCnawuwhFJfXtzstMSsgky60YfQJfdTUE4UenIBUhd48hKsIp5M1Hrzx7++sY9ZuagMSR1ggS1CfKiSDkKwuBqsAo68ZfUoA4wOVVXMFdXUaV7wDquv5iE0RwsltVwQ8+V8HmKyeppSq2lwxygxO1wQpY6Ojkq8edZJFVqFDzNHarkn1kBLvyrWCrV8rirKmTksIYVvWwjduZVyYBUP05DmYZ4FGUstvYBkegodPBRF7AJi7+NgCSX8p5yrkve5kiCW+hAvonk8j0mt3gyxworWUv1+Hne9msMeXO5DwgZbK5IXopzMTtVyFYupcBmWqtJWDS3Vfh9PR\/J9bGpUgXHdjgTWaSdYYKV54F0WcVVQqaYM1cKRulzfDyw2ZxPnL4LjVvUKLHMpSesZ80d2ZLZgvedgXUgbrbposRxEObBwcImKtRxTtqTaUn9Rjyssn2ID6+P0BLTrwLGsal9Va4fuTz4t6\/lzwoJ81c9VVScXsfbnc4YVDWo\/yx6W6ciexQrLVdbX4jte6qzfvetX9fVI7B9ffX\/PtdT6nfiue39Xfrfb5We+CSwPPwWOYQXyk+JXVbLOYLmUwrA89ceP+LGsz+IH1NcDtCzfbYewfLQdwvLRdgjLR9shLB9th7C8SeweSCK+i1\/cQNwiWGRYa\/E7XoblWWJfxLdB6J9\/uFyH2wNraVjfBmZe93bihmy6WfbtgRW5J3oflg+5t82UbrtOZ4OYwQciHtxw3RxWkNd3\/Wum1c0JCax7Qfy4\/5Xl3reuAX79Czas4JwQC3NEd2uNrX9196+fibhnQzYsMUAnxAzu7WFrdU8aAOvzEVdYbFhBB1niiF6sNYj\/cUhg4m1YXwQ+K72369FaP3VgXxAvw9oJ2gmp2s3PY0oQsFzTsP4rWX3MsGKSJMWSvqtJkt8aC3UdW4tJ+N9CEegcdDCWJK2SF4\/i4o24jfkwpOTyiOzqxpRmsxlpKcTPibfHIuQvPWSvZjyiXYhFJG0kkU\/nJ72PoTk0GmL12CttpzKRYpVLhXxMTraGMeWyUmlJMal5Pmx5bilW0YjiGBuHOQT6LznTY9JkKtG2JW08kIzRkqZjq6OKVdBopKBhsjIEynqk0lYiikIO6SuU0eGjYWWoKEoFCOmRZHOmVJpJRY8okYoSg5OSrni3NAlpuJ6kt6CSHosNpQqoByWVIfxTlKmUHFWSEWUIXYhIQwVVklOtoSPoja5VkOeGpEErOYxUpGRHi4BeSYnAEKCjEnQcNzgFfefJ2DCmA5PkeDaEizLE45Nwj9AwAqNapgWw9IqClFHnollB7fM6qlcQas6O0bSCOmjcfpmEc03too50NEbnErypXLwcTVs6qg+mqA2FZsl2G+mer7h0rA+g1rCDJgqaXESOL1qVcafeqL9EUrvd0VGj1UaaDkU0KabhkoN2Z1BBl0gf1H3BqkvQ5ZGGxvqkdaxN26gymaCKhtrNKbrQx9DGuJVE7WMwWh21NaQMWlJ3giKtdneEWkoHhro0KoBVn0XQEM0ml6NZI6l14BpGIkjR4Vxycg7vKueXo8FMG8PbJiAaHE\/PR40pdPtcml42kK61YXyjiedggmG1Gl1tWm+ctwdIP9YaymB2PEQxaLrR0LtD1JheVlBjMpKS9fMGGnYns2Pcxmw6GfqENdTaoEBBo9ak2W5I2nlXa00bya7WaIy1+jSJKl0NWo40wPxQZFrX0ABp9VEDmtfReXu01BrAaiTBDVGzUsEDBo06kuCE1sWwBmB0SJ\/NhhcjaDGC7UnXlRHAAhOv15utZBdgVVByNvM+CIA1aRxjWINxRQf9yUu4\/EOkRKDpCIYFHqR3G5NzKTkZJdHweFDRdejNaOrbshRtDEAUsNTKtJ4EC2hrrUEyctGUpLGGbWHY1SsIIti4if0LYEGPWlMJhgQ+pw+tloVeYps5Hg+GXXQOrljpxqQpQjg8EFidcX2EDXaIYTXq7Qsw5EmzrrUvps168iXAakzQy6F3N7zAsC7ACS4j43FbOdaT5916W5ohlGyhjn7cGKGurr9Mzs6xe1x24cKNR5WLNvjjxA+sKbGsTqMF\/vsSXK+eHKLLDrSLmk2EKh0NBjxLHgMsiFmdZvKy26onW+0LpQ5hv9sdzi4uLMGFpCGcryEh4n+Kgo8hGkosJ8ApKYltVSfHkqLAP1xJwUE9xk76SIdGrgEtWBPJRaCKaKWacesseeNX1jl6YJvTnRrDAyC9JtkNGsLa2DEcxubpz+gFbcEotKwuFjPTpJE5WXo1WoPE2gLTNO4XRyIL04WY8Z+vAZiZ2WjO1Dz\/xOhexNqeT1aLs4CFKcpCO0YPzF4sDtO\/wMz1CrPQUEIJJZRQQvm8xbo1QQSnTGXp8\/\/OHS2fIp23tHZSSjabyRjeLZKIVJqNkYI3umAu35om8aYDPr1Y5FN3\/FOINJkq48ikrnXaw\/FlpX3e7GizljYYtZqjVh0Qjs6Hrdb5qKPjlag+G1cuzjszvVX\/M9KSJk1lrI3azeZs1DyHte1kNhg3YC3V6MyGHbCg0WDYUepNbTAZDZrKpKPB8rc+mo0+dcc\/hUijllbXJhOt3lJa9cos2ZqBSWnTaUcbDSdNLTm4bE6Umd7R66OmNmxN9JE0q1fqoz+jZeEADlEI\/8EBSYpIc8E73+TzGP6MnkniIjh2fep+hxJKKH82+X9oZX3iAdqhDwAAAABJRU5ErkJggg==\" alt=\"Se ha descubierto una quinta fuerza fundamental del universo? | Enterarse\" \/><\/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 Todav\u00eda andamos a la b\u00fasqueda del Gravit\u00f3n<\/p>\n<p style=\"text-align: justify;\">El espacio &#8220;vac\u00edo&#8221; del Universo, las fuerzas que lo rigen, la simetr\u00eda original en el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, las familias de las part\u00edculas con sus Quarks, Leptones y Hadrones (Bariones y Mesones), y las part\u00edculas mediadoras de las fuerzas, <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>, <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, part\u00edculas W y Z y el esquivo <a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Tour por las Cavernas de Luray - Opiniones de viajeros sobre Luray Caverns  - Tripadvisor\" \/><img decoding=\"async\" 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\" alt=\"\u25b7 una visita asombrosa y majestuosa | AndaluciatuCultura\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRNxVhPodIZWVXGZP6AspZFciFShNc85BNxlg&amp;usqp=CAU\" alt=\"Las maravillas subterr\u00e1neas de Luray Caverns - El Tiempo Latino\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Estalactitas<\/strong>\u00a0que adornan el techo de las<strong>\u00a0cavernas Luray<\/strong>, Virginia, las aguas siguen mostrando un perfecto reflejo<em>. Uno puede pensar en el tiempo que fue necesario para construir lo que arriba podemos contemplar, y, al mismo tiempo, pensar que, hace ahora 40.000 a\u00f1os que los humanos pudimos inventar el lenguaje complejo con la aparici\u00f3n de los seres humanos modernos.<\/em><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Bos\u00f3n de Higgs - Wikipedia, la enciclopedia libre\" \/><\/p>\n<blockquote><p><em><a href=\"http:\/\/flickr.com\/photos\/adinges\"><br \/>\n<\/a><\/em><\/p><\/blockquote>\n<p style=\"text-align: justify;\">El Modelo Est\u00e1ndar de la F\u00edsica de Part\u00edculas y las interacciones con sus par\u00e1metros discrecionales y sus muchos beneficios con su eficacia como herramienta de trabajo que, a pesar de todo, debemos mejorar. Durante un largo camino de observar el mundo que nos rodea, los cient\u00edficos han podido llegar a la formulaci\u00f3n de modelos que nos hablan de c\u00f3mo la Naturaleza se comporta en ciertos medios en regiones de lo muy peque\u00f1o y, tambi\u00e9n, en el macro-mundo del Cosmos de las Galaxias y todo lo que en ellas existe.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQYAAADACAMAAADRLT0TAAABklBMVEX\/\/\/8AAAD\/\/\/3\/\/v\/\/\/\/z\/\/v38\/\/+pqanu7u7q6ur7+\/v4+PjLy8vn5+dNTU2BgYGHh4e+vr7d3d32\/v8kJCRsbGxaeo6lgnbFxcXV1dVAQEDg4OCcnJxYWFgICAghISFhYWH03slycnKwsLCSkpIvLy89WWZKSko4ODgXFxeFcF\/N1d3\/7uEqNz3FvrLk8vsAABOgqL9BSVCju8WfrLhxZE6yoIvb6Ox+jZj\/\/\/T25d+3sqiXgYD34tRSVFw3QE+toZhDODKYo6thZV87UFtvRz\/u0smWjH5bcIZVbnbWy8ERKjhsfIxnTz90Ukg+YXQ5LjBQPkbM3OpyjqdgR0EZAAANHCsrRF0pKzmWgG1uYVw9KRisl5IzU1\/Or6WAjaR6Wz4+NCYeMTYLACAAGS1vYFyWi5mRoaAcEQBNXHRROCAtCwBUSDn\/6tcALTwuUmlQMxKHeGwAAC0iQUydn5IAFBxqbXvL3uQzIyUPRGa6xdCIhXYZH0hWSC85NllnV0YzOVbYwKhMUWkuKUBHQzqFo7ViBx+\/AAAPsklEQVR4nO2di3\/a1hXHj4QkBEK8BA0CCRQEAfyA1o\/wcBuI58UxddasSRrHSb2lW9bHurZ0a5ORbV67+P\/euZLtGIxfWEIo1vfziS1dFHz107nnvs69AvDw8PDw8PDw8PDw8PBwLSwAzdI+mj2W7CM\/gCUfOpIzZziuw+EhN9mcOMFKWNXUcP3D2uAjZ7mPGiBE8GjulsCO\/q\/vEkEh0JYELiQcTSRF5PoNaC6gHXRuLzmVtwnCgUButiu1Zle0VTyt\/qZRYzmayICf0HBbXHM6jxPABzy52d\/W7lBLwvpd6GwI3Y8l0xqIQN1NuFd3OpP2sy\/D72p3PkG3eJ\/5vQSw3ocDa4CZT6HacDqTkwBlYIkMD\/D4obQm0dBZhH1rgOajcDj8mfTOVxY0kQGIDI8BmlvswxrAzCwahuEiobOK1zxZHK5O3zlQhnmUgfiGhry9CtU1ufOYM2UQ5uFpHQXorr3zMvggGAJSU9x50FX6eLtxReeAwfbCLH7CpgAdB53irkxD0vANVx2Wa5Hq4apD+1AKxulceHh4eHh4eHi4D7ngdA6mggQlOp2FKSCiFHSn8+A88Qqkkk5nwnlycYCs05lwnGgUf5TiTmfDYeQcGWtTFKfz4SwClSG\/xLTTGTkDmgXWmIIeTgcz3Qc0jReNO3yq+s3fRf4ymZwczNC0K\/nnQxGME3bcsTRF2z8o+MfO2USoRpB8\/dnw7DPMrQJTgC75uA5jWkPosIbIFC+XTbvhxfiWmOFiteEPrn8OQpnbuRsQu5\/VfGMNKQaowOFxMXOJTE6C\/dlnfrZaWJJo6BaUGnDG1AqThp0\/4BV\/nGXHmVQIVlJvT\/wRyzJsBz5WWJBYY4ZpNbO+CSsb8eoXEu0zZUBryMSrC9JY043po\/5AqAgnXjgF7Mvwu9qd7\/HsPkPmG9f7YEy7Mguw0y5EtbYAYxQKLTpwmp\/qfgVNZABz9pmFh\/U1iYGV\/dnng0Jxc2+MmiKfHzzPJCzJr03Q3IE1PMZac8uwhif71hDEQkFk2HlwcRki2nBKOGRBdu2jOS\/tzz7Hew2oLsidNsdyHNYUzS3Y+VXXlZ8uHpqS144lydPckuTYYAgdYIjMPhfI7LOs6BKwNN0MAR2CQAzhLxy\/p+VHJKan2xxM7rxn2VcF09FRyVNtDge0+lbFXYjZE1rOasyaP2AfRAHOGhlS1EnGn7lCoy+RUzqTkasyRB1PjHQLB1DT3rOwhkLl9NogVZ5QRpwkVIkEz7gk\/86Pxsnh8wy8ZmX7c2Ilin6hLqEcLqbOvgqdR3aqe5rHkClK9Z9zBDGol8vnbSLqbmhEHSFTUQrFdEE+q7hDKF\/JX2AeIjLdAzDHELMhEP0qVVJCJ0rB6xqlxi5m5yWXuUk+a7R+Zb+WSGhRXRb5t\/crBDKxglYpRlIXb3sWp3yYehg+e+D2AnE9mkwncsV0ulQqpcuJXFmL+OXxZh+ExFSPRB2Hp4bdvxAQMyJ\/pr84nWDCZfYQyNoySBAsu6x3IdrUDVBdFvKQsSlip5BzybTmPiGbZhhi1NSPwgxgV7svkM5f0tVOlqhd5VjJusogVLvqN7GkuihWMEjZ1j2OVfLucZUiZV\/32F\/Ju8Yi\/Kp93x3Us5pbBmM0W5u\/qVJOCZx9mfMI1MWKMMuZIWSDiea\/UX3STKFY8p9ROBg5jogCTwLXaJpskWJEZbHM5EpVLDyUp4xokBnpNWiWFrijITIMTxrlPo4DXuR8I\/9CvJBIRFOnOKFmJPo8GdWrq0RkmmPI97MkLGvui8mtdB6aehNepdMUlU4XZ0ddTMO99wajAZapT4FjaWAevV87Mc+iriXKeX98tOWxxop3MObXRImcizxwaBlz85OTQRyceiP3eO3k6d\/ekAqw\/KdNQBWgm\/3zsXCzAQKpgpbLlfL+WGjI0hjakKG61MpvR8tLwGznX2wSy5ikDFA41jlGGdDMaTHDG8tvhYzIAMMJEiMKMgdouHw8gPduZHH5L+\/XaJRm+cM\/nS6DSTzmj2rpRK5SLJePjHnvy0DVgLlfW1\/ChEV0EROVIXis8XCNPPLWt5+pFNmS4SZ1q\/wTZvPJl0+pWvcGAI+ffPWrRBtmsbz0zSJePUd13z+PDAeEognqSJzMvgxf42336vewdHUbk5YBlGFzIDKw3zTwhv+6CFWqDrBCSfCEWmSguoZ5votl59slM4vLH1RJkNnOJ387twxxJZ3VlPhR8Q9l4AwZwAkZjgX1Ed\/Q\/Y4c4S3iw+YA7i3Bkw2SsAbshyRYaL1xIEOTqrPwQ\/98MvCxZLbkP9aqmpllUYY56iXwCekZ2uBuH50D1hST1CE61IYiMnTaChKlGCyvWIPdvAtP9vCj6g3MWEaPqFTD9JXLH8DMHrQo6RwyBPylRCQ0qup8TaxhcW4jqab7wPTU8Cpx1nO3YJK7q4m5wXNDhgWdEEMZ2H0ZSDwhygA9qqCH1htmADrK0P0Rbr4H18+QQdBLucJJ0z\/EyTLQ2oAgR07wJ+djRzdDbGRospbIsHKDHPEh5oc+qS5298zda7BQfESR+13f39oIZWAezT59eYYMoWQlcloHg2axgkQZGNZH0ww2ooitDW\/CZzf6YBAHkYGnSIvmj+\/B+mP8\/RH6ySekRkAZrv+ITZzmo0PfgJK0P4ZTZfDnwrFzjEgxvLP74wiDpcKoMFeoTeXp3yVgdj9WXlNmVY6FAkW5N69EKsn5vnHtLsrQIhXrdeoEGfgCFTlf\/4obe4GHRZQHOjFinWRH9BdSHOnqhBTsHDHYwkVT5bH4MKmCLjAxM7g0E0BrlgXa1xw9OcxHK8p5BzXGXuxjFVG7Bg8LlJsmeGP2zMrHsgVXDVJn7BiF4l01MEvgbVgz5XfZvA2QOXmrvzGoqe6KhiIEExaXYbHiJtd4gNUyyPbNgNjJUPvpsqRcusEFb6lvSF1wuHtqCFgZ9Cy7VQWQLZzcDrg3nt7KjRgS54ounkrC1jn2yKkrL6YbyrL6Uq5Y9U2TRx+1sHA8iq5sMJikLct7zMZIAbuRretY5Vy890\/YMt8eCp99zbQSOiEyMBCK+aN5LVwqhdVkRNFTZ7eQk67rW78le8yQ+ZCSTGSLWtSvx0JyPC7LqZhe0MrZRN4\/OvDBRKDszKe9RAcr+kwsWSwmFXnkoxdD0XBO009qLIc0i\/M2OVJHO5ehaK54amQKIoQiVHi08Q\/PArqHwGGfWEglsyc\/6EHkfDYywlzCbu1NHG7bE0pmk2eYwQCCnlCPtTZcFj3\/lrJhxnyhcoKZn0aqHB5yrlO9z8sppEnPMqQmxoxejCUGQoJ5l63FPKCskKBe9RILjvzUEa8Yd2Xjic\/pwXNPs56EkHw7\/ym7sUMhJ\/yFrHJ5pxY73OzEjTLoVDpnzZiToGrmcIX7CkUwT+Wsa+soFaPBILjNRco5ym\/lBI1srm+1eu7LbspWDxjyRgFLuLX5ZBnBdAFAdWtj2kLUCERctlbdFpL5lMu2srCHfHjqqgp2\/4XGB8FlA0uDWI685ZisBrGWpI0r+cYCb5DHewWBP5JyCMuyQSPJas8enjLngI9+u876SEC+SUo6GnTIqHVgUtD80eI\/G5++vSPfysBzAP+uoTa8EYqMhtvpA9v8Oxhy8cbLwMlOHk5HZ9rCNgneRRlaajJc7361yfNq8tYs\/COyAOvJ7QZ0flplf4bWi2SpD6KaD\/dh4iHrk6AXVlXtTQMezsJcG3Zr8PAlWaEw04CdTfx0sbkGTBvufQqtLW4Zr7nhdIbtYfulwAvVhlDU\/fpXtV1p7jM8SAi9OhYXgOt3mc+BbjfbwJFFbrKS\/x7G2X17dEE6THX6vZmscbNYKIRSXJYzgDK08SAOrw9lINaAJgEcjyYid7++aJ5ZouDbStd3dDkqWV\/L0qRatuh+xuRQBvo2WdWHMsBzPChxKENnD2B9qfk5KRRP69AsS6\/wyn9e2EUKHPhoYZQNkar64BInYQ0ZOOIiu+lIug+9n+t4gN4QZWC2k8mfOfpVg76Fn+bf9OFDLZ9fGLkO9xRa\/8Ka16iCCE19wMVW72L3Ow69i36p5QgkV3SQbG2FT4YN+CBIDoynxJN2Ezat8MRIJAnCRVuArf8Q+9k9kOFz07fsrwwiYzori8CYa8bMNZvMO\/mmcZQBDBl66XQDlimsg++\/uSHx28\/35m5rr\/qt+1\/012ehUwy3a9CZV+eld\/INu61HGkLVyIb2vVm0hlYbLWBVoOrwHEvebQmt4fWskdgQVICbSw5mlhgieaEPMUuao4kdc2SZG0cMlewRMHad1voPLQjcbm2m4ff39rDO6Wz4\/YWvhQ1ofU9WGb9EGaL1ziLZCR54XXnupAw0MAGjaYA+AosnQ3OCWVANC2VpYewmdOu\/5CfK0JdluY7W0GnggcwbMjCmDK8NGYJ8az4VX3FSBqiWk+Ul7EJsh7XyrPGUoNXTloBjFG1Vol9I434xymC4yJvYb+n1UQbySpBqA2UArKSbRVIoIvWPHgPsNH55ADDTt\/K2Lgi\/JUETWwff4LMQns9C9y7wlVlhdxHurXLrdzHf4\/YlWr8SGZZr9Myt8CYwXzXgWfs3CxKPTfXW7TxK3p3vr8fh5nxyTRLeJMPRtYus6bcYHtuJIAe6n5CT7g2yOD6+ik\/tAbajgfmfr7k1znt8BjHrWlItH1a6xkiGWeBY\/jDBOdiZNT1w4KaFBS5Bqi0x9qZOsk22Y0BbfSfr80FoiCtv2tJNo2AK7eYWqTfkwhfYvGM6H9cMgS490MAe\/Bz5Tb4pGMoIkAnn13voArDOnCNdSgigV8S+d+u2sT0AynDpUkEfW1U+lOC4DL+QcYTOXtNYQj2zBOgxSQGZazO3Sd+LNt\/sc1nooTvljHdF+cDyUd9xoXc3YoViDbpbSmwbnfhuHfjEl\/5XL7vfFaLRVY59LjGXzmu1rKqq9rbq9cGzNKZEuCka0ZL9RmwXH\/PHyQ4MfyAxfSnsSmUQkVSg9OVlWDXerAjmmL+xadIHJN3H0L5J78JwTrYHam\/2xcVf63QcIoPRj6RBlsiafrhGtjkgJYP2TWc9xItHHj7HWBLyXk3GYroMfCoA3QUBeqtwbRNT6iCmBIvenWM1A71+hrNkmKy6oeu6TGvxPDqhW709LBSbuu6vz23EX1yFVsk+ZqFg83wES9zMn9EAzEIx1+C3HR+WnRymDE1NuSVBb6+7IME1oxpuqUry6hgDVBcikcjP15dgp0\/Ge7sbcG0NUxorfXj26dWxBoFsfBmn8wqJmjVqSJ4kZHhNyUvT6SJthA5wQ54gGOAu34F1GT7O3PXzEHJMX75x5jZGmT9z5azBw8PDw8PDw8PDw8PDw8PDw8PDw8PDw8PDw+Nq8X\/5J6O04YJhVQAAAABJRU5ErkJggg==\" alt=\"Los or\u00edgenes de la teor\u00eda de supercuerdas II: la primera revoluci\u00f3n | La  f\u00edsica en el tiempo | SciLogs | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" 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\" alt=\"Cerebro Digital - Actualmente, mediante la teor\u00eda de supercuerdas se  enuncia la existencia de un espacio de 11 dimensiones, estas son las 3 de  espacio que todos somos capaces de intuir, en\" \/><\/p>\n<p style=\"text-align: justify;\">Las nuevas teor\u00edas de supercuerdas, la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>, sus autores y el final que pretenden unificar todas las fuerzas del universo, la materia, la luz y la gravedad (la teor\u00eda cu\u00e1ntica de Max Planck con la Relatividad de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>), la explicaci\u00f3n de &#8220;todo&#8221; lo que en el Universo es.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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alt=\"Relaci\u00f3n de indeterminaci\u00f3n de Heisenberg - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"El Principio de Incertidumbre\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n\u00a0otras veces\u00a0hemos comentado sobre el <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a> de Heisenberg, la funci\u00f3n de onda de Schr\u00f6dinger, el cuanto de Planck, el positr\u00f3n de Dirac, la exclusi\u00f3n de Pauli,\u00a0la nueva teor\u00eda de Witten, el radio de Schwarzschild que, a partir de las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dedujo la existencia de <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> con su <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> y el horizonte de sucesos, punto sin retorno de lo que pueda traspasar sus l\u00edmites.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La bruja de Wookey Hole\" \/><img decoding=\"async\" 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\" alt=\"La bruja de Wookey Hole | Blog de StudyGlobal Espa\u00f1a | Brujas, El brujo,  Somerset\" \/><img decoding=\"async\" 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\" alt=\"La bruja de Wookey Hole. | CORPORACION PHANTOM MEXICO\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTmo_qSKlxObYut3ln6f-gPqWr4OXf8NqO-1A&amp;usqp=CAU\" alt=\"Las cuevas tur\u00edsticas m\u00e1s bonitas de la Comunidad Valenciana\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Con su leyenda de la Bruja<\/p>\n<p style=\"text-align: justify;\">Cuenta la leyenda que la\u00a0<strong>Cueva Wookey<\/strong>\u00a0fue habitada por cavern\u00edcolas en Somerset, Inglaterra. Por otra parte, tambi\u00e9n se cuenta que hace ahora 3.500 millones de a\u00f1os, c\u00e9lulas vivas microsc\u00f3picas evolucionaban sobre la Tierra y que, poco despu\u00e9s, la divisi\u00f3n sexual aceler\u00f3 el ritmo de evoluci\u00f3n biol\u00f3gica. Algo m\u00e1s tarde, aparecieron las plantas, el ox\u00edgeno envenen\u00f3 la atm\u00f3sfera de la Tierra y proliferaron los organismos aer\u00f3bicos (amantes del ox\u00edgeno).<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"El padre de LIGO: \u201cEste evento ha causado una tormenta en la que se podr\u00eda  viajar en el tiempo\u201d | Ciencia | EL PA\u00cdS\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQGm9wUMOEv0ADm1CNKaV1nmCcSvJQ7oZJKKQ&amp;usqp=CAU\" alt=\"Viajando a trav\u00e9s del tiempo (y III) \u2013 Blog del Instituto de Matem\u00e1ticas de  la Universidad de Sevilla\" \/><\/p>\n<p style=\"text-align: justify;\">He dedicado algunas l\u00edneas a explicar la teor\u00eda de los viajes en el tiempo, permitidos por las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> a trav\u00e9s de los <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a> que nos llevar\u00edan desde este universo hasta otros lugares muy lejanos y en otros tiempos distintos. Se habla de la materia ex\u00f3tica que permitir\u00eda mantener abierta la boca del agujero para permitir dicho viaje,\u00a0 Kip S. Thorne y el f\u00edsico Stephen Hawking\u00a0 tuvieron largas discusiones sobre si eran o no eran posibles dichos viajes en el tiempo, el primero dec\u00eda que s\u00ed y el segundo argumentaba que ten\u00eda que haber una censura temporal que los impedir\u00eda. Sobre estos viajes que hoy d\u00eda son pura teor\u00eda (no tenemos los medios ni las energ\u00edas necesarias para poder realizarlos y tampoco la tecnolog\u00eda ni el conocimiento), se han escrito muchas historias y realizado muchas pel\u00edculas dentro del g\u00e9nero futurista.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Cueva Melissani | De resena 'Cuevas Fant\u00e1sticas y Coloridas Dentro de la  Tierra'\" \/><img decoding=\"async\" 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\" alt=\"Cueva Melissani en S\u00e1mi: 3 opiniones y 4 fotos\" \/><\/p>\n<p style=\"text-align: justify;\">Este lago subterr\u00e1neo en las<strong>\u00a0cuevas de Mellisani<\/strong>, cerca de Kefalonia, fue encontrado cuando el techo de la cueva se derrumb\u00f3 tras un terremoto en 1953. Como pod\u00e9is ver, no siempre es necesario hacer un viaje en el tiempo a trav\u00e9s de un <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a>, aqu\u00ed mismo, por casualidad, podemos encontrarnos con lugares como el de arriba que al haberse formado en otros tiempos, nos llevan a mundos remotos dentro de nuestro propio mundo.<\/p>\n<p style=\"text-align: justify;\">Es bueno para el ser humano poder saber el por qu\u00e9 de las cosas, que se interese por lo que ocurre a su alrededor, por su planeta que le acoge, por el lugar que ocupamos en el Universo, por c\u00f3mo empez\u00f3 todo, c\u00f3mo terminar\u00e1 y qu\u00e9 ser\u00e1 del futuro de nuestra civilizaci\u00f3n y de la Humanidad en este universo que, como todo, alg\u00fan d\u00eda lejano del futuro terminar\u00e1.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"El Big Bang podr\u00eda haber generado dos futuros diferentes y no ser el origen  del tiempo, seg\u00fan la hip\u00f3tesis de un f\u00edsico | Marca\" \/><img decoding=\"async\" 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\" alt=\"Sinc\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 S\u00ed, en nuestro Universo todo tiene un principio y un final. Tambi\u00e9n el Universo<\/p>\n<p style=\"text-align: justify;\">El fin del universo es irreversible, de ello hemos dejado amplio testimonio a lo largo de mis comentarios, su final estar\u00e1 determinado por la Densidad Cr\u00edtica, la cantidad de materia que contenga nuestro universo que ser\u00e1 la que lo clasifique como universo plano, universo abierto, o universo cerrado. En cada uno de estos modelos de universos, el final ser\u00e1 distinto&#8230;,\u00a0 claro que para nosotros, la Humanidad, ser\u00e1 indiferente el\u00a0 modelo que pueda resultar; en ninguno de ellos podr\u00edamos sobrevivir cuando llegara ese momento l\u00edmite del fin. La congelaci\u00f3n y el fr\u00edo del cero absoluto o la calcinaci\u00f3n del fuego final a miles de millones de grados del <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>, acabar\u00e1n con nosotros.<\/p>\n<p><img decoding=\"async\" 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xv54J4VrYOzy6kCwJmASWJvpj1OGFDK0y0SrXBsxMAAASD5xa2+5wAC5dKqDqJIj18+mJZjOgoDy8Zje311jA3tFQYVAinvb2O46eYv052wDSyVRYDLuRc3+umGQBpQ4it+60jcgWJHKdz9b4bU+JO8AKFkd4mTaIAIJi89ZxnzQdCGYCNgGtMcz4xiFfJBgS1RjN4loF9oBAI3v9Ehs+k8PCKmuwZgFGmTeCIHOZPSbYF4blTrphD+yp0yhDE6lNgoEQCbCTyBI5mcs3HHVApBZUEAtcmBETE38+Z3wdwn2iplkAoVIYe6ABB5GzAGfK2MMbTOZpKaFdQ7TkPgJO\/58jjP0iXZ9bkalgK33oUKFvPI35lh6zWpTqEHXqcd6FM65tqAMT71j4+OB\/aahUbLs9JWDBk2YhhEEx0ggmTMANNhBwQ6nRqoqidQnSFQXN9QOnYlSLXMAg3GMwlDNq4JFQrPukSAai81AtEiQBEgeGHPEeIUCvZ06tI1SArMNWq0wC4FwNTSJvfDXhubpnuVKgbTPfczqCEb3iLi5NpvBNtKNhiyilwajVYOpdRpQGnA03h5AkqC1iYNwPLF1DhFJUdUXRTZG1AXIEHUYYGe7NuW2K8zWqUqyktT7GoJQGNTMbFVYGIMBpMyWsbSDlJZSEAVnpkT72gHugss3Xa3ibxhbrYD5g1QX0iytIYjdVuCVkgcpFxyvjX8G9pqVVFR6ZR2lZF070XvdNTXiCBp3i4zNLKtSzNJapptT1QDJ0gtAu0giNKtB5A9cUsacaqbnf3CpEyfvCzCOuk+GJ9nFD1ZoOI+zTs7aKgYCAFXSzW5H3AtgTfkARM4SZV86sUqdPSFYtrKzpmAe+OVrx42vjztKhqFw7LUckM0gb7gEDmOVsP8AhGbLLRoUUAdRUDFiTIPfLOwEaS32dhC3MgY0Z+maAaWYWmAlSnTqOLs5pgElu8ZEWiY9Mdg\/M+z+cLNpdQJMAKtseY1S\/I31EWZytgBqPOD0NvTYfDFddajAalBCBbyZETJv1k4pr8TAOxaOg30ElRPQ\/s\/g2BxxN3IRFPICd5UoQYH8DT\/GcVonaPM8tmgwRcekXwZRYPSE7SCJ5TcD8RgKse8v8MHzP0MS4Y3dZPVfOx\/H8cYCGJqkrqBh0IM\/vKIn4Aec4KrZkDMUqgsMxTC1Byk2HqG0n44HokEtGzAMPwPy0\/PAObYtlwAYalVKg8xPeU\/H8sahgWtV7OuXj3DDeV1P\/H8cFe1dMNlqFUXAarTJ6xoK\/wDk3wwLxJ9bFxtUTV8bMPRp+GDOAAZjI5nLt79MdvSPU01YVEjxpliPGmMFIVsJ4\/m9WXosbmrk8sJ\/\/TVqoZ\/\/AJgYaZgdnTpCBHZSIvqbMMxMx\/2qSi+xgYWtlhW4HSqoDry2Yam\/8FQlx5jU4+LYY8eJ\/wDoST79BWK7e6lJPx1x4luuNPJo6FOZoD9WzAIlitMLbYtVQyDyhVI\/mONZWRDl8qh7qrl6YdhuQ2glr84p1I32PpluN6kSmt4q1DU6StMFRHPd236DGo4tTCZWqWj3aAUDaKoqiB4AV1PoNsBaN6dmOGjTTzgZWNGnWpsg939m9TsdJBJ0yQvkq3wZwl6lLLZp9X7Q0naoxFzUqUqrAwLHvdkABYEmPewVkFRuHBCrAuBqAgMdVelTBE231G\/MmcB+2OaNPJ1SnvVqyoSOlJF1G+4iiBcD3jjLCsLZiOE0QpJjugWjm1xaL9ficT4hWKyAsEFZiADEWiLi2AhUsNzB+vTDPL5Y1ECkFTJOqBzgzHO3znGsnQ3yWXOiUBLKwLX36AKJgE8pGLKVN3qpTEKSSzSwJ7un7pA58\/dgmDjxKa90CQwgAajyWI5dQSepO2GPDldGTs4UKS1RiQZsQoiCehMX3wLDRfSyaGr2T06gVQWVyD3oF4KkNFiL9BO4j3N8KRD2dN0plgCoZS2ki7KEVi0QBvzJ3AjBTcY1AimpLDSpYixBWbRM36efQg7hyIHaoZBcnfkBsIE7EHY7eWMjUIavspUqA3pMBEldSwdhGqzA7EySIFjjPcR4PmKb9k9N2CqLiY08otba2Po+bz40EgsVnSwHK0fDw\/zhZxNKdYq1Z3UBIAnRcGdTMLi0Wj4YN+G6+mAztAoUJLkKe9bZdvG4NsdxemHo6xSqEqw1Fp0BCSARbcnQDJ6gDnjaLw5HLsyBMoxUdpIZWMGS0zp0xEiY0gTJgdnfZWo9DTTqO1IAOorKVnux4g8htADYNAMWa7m+piTIJLH7QggDYWJ9LeGOq8RqaBTV3CzYB22uDF4gi0bETjjlqlFmpVVKsCbERIncHmPHxxEwrQwMPYee4j5nzxkzDOnTSqhkDUt7xZRvB+NuUjCLjlKpQ7PMJIaTYQNNjFgLgSOo36nDWnUFMKrSWY6YBtEGfwxHOEVC2pTDC6gzsORi1pF+o2gHBRma39HvE6ebydJGdXzFPtdaT3o1E6om6lXUSBvYc8E5XNMFdlBdzr7zJp7qwYYja9tp5nHzr9G2f\/VeIOXQgGlUUrEwLOOf7oFjzxv+J5pGSuaR1Nl63YqpMgERJa1rBgTz0G4M4TkdDxyK\/aEEgVKXeUaQwi7DclAffERMTO1zsBkuCJVXLmmCoNBqlRoJLkQFtNizFoFu6JvGGvEOHvUIVULnTTaoQ0Bm0n4RCnbpvEF65TLUjUPf7qJTk3Ipgd3ntck8wfEY55Nz8LL6mMp8GbsO0emrAgaAk6na50tBhQQNtzy6YY0GpUXqPl3YOUCG4YXhniRYhgBBvacLOK5uvWvUYwJKoo7o5WHPpJkxaYwFWCoJWBsTaD5EQNIuOWHSpUxGPqeZgAdo1gB7xGwiAJsBsPADHYzjcSHJPr4Y7BwYD4lmqSLfckQBvBJvy2A+Pngbgz6gxgKBJUc2nlgRhSJkyzdf7+eBxxF02VR5yfzjF6J2Oahk+J5DyP5TimksVJ9cAUOIvJIgFtzAAwUzsyage9sSLfhtbCtBGTVQuhuQJVvI\/wCJ9IwNEVa1PlUTUs\/eW4jxj8MD5NSo0sdQMmJkkc7+G48j1xLiVYrVpVBeBeOfIj1FsYxSpmmtrozAjwa4+evEOAZg064KG8so9QZnra3rj3PsKdQMO9Te9uhuCPEb4Fy50106F1iOYb+xwUjM3P6KKgfK5zLsFKzTcgzcToafJbjrgv8ASDQK5zL0lXuplUp0xzMVXS55t3V9cIP0XZjRnqtI7VUdDPQMGNovIBEHr6HQfpSr6M+5JCmlkxHLvv2rAiOepl9cFoCMlmM52mZqNqmnSp9nTP7tMi48GOpv5saf2vqsoo0iBqqVFDAbAUaFEEeWoiP4TjLezOT1wv3yFHrGG\/tJme0zxAllpipPi1V2qf8Ai1Nf5cAajZ5AaqWXDGBUNCnIHuqlSpXc+dqYPx5YD9vEDrSTvKSKzlZj3yEuBbdWIP8AeT6NOa2hYIVq+hTchop0ASOZ1B2xnfavMB81UKmVpgUxe7aCZI63J88LJ4MjABKiOVcsGBjf8OojB1DP1Q2kVG2I0ze22Heby1OqBI74FvEeB64SNlOxMGSTJQwIPK5mQRzEHlgOVhRRn2eBU1s02uT5jn0xdw7MVXGlqj6VMgajvcdbb\/PDDheWp1DFR1QX3gbj7MkXt+GD83w6hSCv2r3FgAGDmOgifjhHJ9cAfJGMkmU0K9WmjDtngQBePHTa\/M88eVMzWPeFWrJ\/7jCw5WOCRXy5syVSOvd+JANh8cEzltIZe0NrAmN+vdPLHP8Adl\/khH\/V\/wBC6lxbMCVWtVtvDG3niHFuI1TRfVVciNidz4Hf1nDSgMqCzEVdRidJF4HKQMI\/aHIioQaQcAbh3BHmABv4zi\/HxzcleiUv1XHTrYLwf2uzeX0ijXqosiV1Ssc4VtQB8Yxq6v6R8ytYVZpquxUL767wzEsfIiIk4wy8JeCwggbkMDtv44ur8BcsEp6i+hWdDupYTFt5EMPBgNwcdb4\/wyKn+V\/w+h1faUZuh+0y1JveA0v3RYhSBpJBHn4+WL4mzqoXSqhWEEMbc7W2mPq+AODZurRLIoEMRqDTaLSOh\/t0wZ7QZ7UIUC8m5nw8Mc7hyRnW0V+TilH9z2txE1EUdnDC6tNwSfK4PTFtDjbowVqYO\/MiNlaLE8uf5YGyRHZKSDqiIj8PxvhXnMydbEWAss8ryfjho9m2hX1SDuK8RUVHdFKO9MCVaYIdGB5R3VI+HjgHhXEKiq9JWhKzJrJ3OgmL\/wAxwvcyZmThv7P8BzGb1digKoRrdmChdUxuZOx2BOKvCyKqbPqeX9omNFW7BqVV9wxsoFkIG5JEGDEEnfClMyalQh2lx70kfFhyOwwc3CqmXywAZq7CWZoIuR3pbUSykmANJv8AJRx7JnLaG1Gaq2k2EQdyBO\/njnk\/xookVZrNIABJUjkQbmZ6WwNVqalOuJY7k3B5eXl06YBqVouDLG+2JZUsxE2A53n0i84VOxgr9XP2UkcjIvjsS\/8AVKIsW2t7y47B6\/sAxbVDtJtj1AH3mcQrBl94EeYxdlqZjWSAv9MdJI87M7mIHht6YmuYgQsnnfb4DFlaqB4nkBihkbWBEaiIH98Kwh2Ta4Y\/U2OPKqyHTmpJX13+vE4PyWQIqBLE8yNhtO8dR9HHlCgf1kLG+qQf4SYOFCJKbF0ZPu95fLmPwPxxU7x2TdAP+LHDvi3DlpV00zoqAj\/dqX+hwkrCzLzUyPIxP5fPDp2BjngVXs+I0zYL2oBnaCeccpg40P6Ycx2mecbTRy4v496\/+75YxuaP7dT1CH\/iMa79KKs+ZyVQj\/WyuXO0XBIM\/LAMT9maKrWpap0qwYxvCQzfIYF4Exdu1YSalTtKhOwBbWxPOBJxbWYhakTq7MqI61QacecMW8kOJ5UinT7MnuFQWj7ifm7d0es4nZSvTY5GoaWWasZWppgN956svK+Rd5nmD0vjwkedhhtxnigFKjSLDUlJWYdXqjtWt5NAna+EHbyZJ9ANsLJ2wJBOYfQQVid\/I4HzaLVABsR+eJKw5z4Y81rEXnAQRe+RkbCPrbDbJcBBCkzIi8kefgZ8seZUoZ1GPjieQ421EwQWpyYB6eB5W9MT5FKvqPBxv7BX6t2TKtQylTZogqeQaLQdgeRgXm3legCsGdIi430qZ\/8AG+DTxbL16ZTTMjvI0aombbg+mA6rMFQaU7oN4ufEwYNuoxztv3Ze4lmRTKslMsGRu8HBJiVYrIimYmJgm0xyw2Th+QgkV2XzU\/mB+eAa1Goy01fSoCzZYifsk\/li39XQFBUYaBpJsTInwvj0eKcmrZ5fLwQt0BMKGoCnRqv3jqLEDa87HpzxdknpGozsDScMW1GWufBEmb7mMats\/Q0nTTaBMsFPODzIiZ89+mM\/xHjVGlTCIAz3JgiTvufz8MW+Wf5EXHFKlj+GLc0uTWQ1STvIpNcjkNQHzjCjODKOd6iNA3pjT6gMY9BjuJ5hqhk9Zj08MAZHI1K1ZaNIBqlQ2vAFiSSeQABJ8sS7S22BRg\/qrCa1DURSp\/tQwnTTBMRzKrcDa8Hlgrhfshpqhq+iCJFMse9II7xiQRYgCfGNsbWhwmlkFVaRbv6RVqH3mI2a9gsk90Wg8yLx4oBUBLidN4XqCD\/ePLHFyfqnqP8AZ6nF+jivs\/6MTnvZOJejpVdUFKjTIF7Np2PT54Py3Ha1AJTp0QC0xTXTpOkEk7m8ReByw4q1RUgagPvXHj7wJsdrx64Aq8PRtb9mF0m4Fy0xzjoOsb+Bwvzt\/wCWS74YrQdluJvmsvVGZDUmQyhCkd8zZYb9oQFnTHPcb4WcYz3aqqjWdCgDUCHJVu+zU91PMj908oOIZzi1P9XRArO61Ro0EoFNtQhWHf5hjfvNtE4rrV6NCsGqCprcFoGlhNQlSFCWNpXVqtOxOOiOUcs1TB6NMFJA7wAlrXkk+RER4XGK6w1yCDYnSelt\/W2NFxTKUzl1r0qdRFddWhhGmJ1Iqxsun4R4Tm6LOCSQwBvcR4dNhhqoTYoqcLudse4ez9RjsP3BRi8\/nmqRNgOWKKbQZ6YgFwTkH0VFbTOkzB5x1xUkWUaTkys32J\/LD7JZFaazUMkSTJv\/AGj5+mGJzPapBIsLRyLGSQDfTv4bb2wtqLL6W2mQbkHYdQLCPj8ZtsdI9yXESve1XE2iSDMCfQ7npj0MzV0N5adrGNJ6bWxZSUSO4YiYBgyefTkP6YYcLoMzKSFgArC7CdzM+GFbGSAfaCgypTbklRYnlsdz5YzXE6eisw8T\/wAv841\/tPmKZpGkrqzyLLeNO89D4YyfGrur\/eUHDQYsjiQatOfuLP8Atx9A\/SFlHROFOwkrS7NjuAyqjAE9ZLH0OMB2UGk7AhO7qaJFo1AciYO3lj7Z7YZenXpZV6bipSGdoGVghlcmnAI2nWPK43wwDG5jLKMsrs0TVJe1z3AQBO+mdJ8z0wFpDOFqSqae0qwCdI0kqviQmhRP2mPM4N9osvpTL5dyTp7arUbaVeqyq3gxCsPNlw0yHDweH52qf9V9DNE90BlraYItClSfPwxKqyUsyter21V6hsXYtB5AmwnwED0wTRpDbAwQAePhjlzMWn4X+eIyneh1EIzFBQd8DWnqcS0FgWaQoH15nAv61TA0gTfz+QwE5Mfogyo20X8vr8cCVwdjEfOPnHLF1Gs7A6RA+HywDnNQBk8jBwVs3WiKqTWSnTPfd1VT90uQF8bEjH3StwGkBakluYESetr\/ADx89\/Q77N06hObqGWRiKanYEAS5+8ZJAB2gm5iPqWYovBC1HUH7oXn4sCPhHrifOraSEU6ZmM\/TVRLKipOkk7r0gxJmw9cJOJcOpVKf7OSwsuwkE6diYF\/C423w49pMtXqN2b1XWkQQSEUNI+8WF5lR3Rz6Xxi+Icaei1Sjd3EAuzCZEidSEq0qRODxuXjI8kkyvO1KtHvOAyjoYjmLETJH1bAlGrTrnvSpJkTyk9cS9mcoc7mFWsC9NFJcgnxCywuJZgLRyGNZnuCZYMAadJFayrGlpA5PIJPUHznHQ+RRw9nP8alozOb4V3DBMxaQNhzJN7+XPDr9H3AKiVv1s2p0gyjq5KwdPgAQZPlG8A18gabgUqhNK3cJkDUJEWmCLeuH\/BuIVadMU\/sj3VMQwNzIi3PYicLzcq+P6m\/T8TXN9tBOfzjsWZhpA7yHSdrg6hO8wLHmMV0cuzMTYaVGx31TMGYYWsT18TinOcUe5amsFCsLPMzIBm\/re3TBtHO0lpoAKgCIovEwthN7z6emPLz4e92QkyFY1MzWVlDJSQDXtq1kCCk3IhzY\/Z2mBiviDmk4phx2S01O4LMBM+AG3ScWcT9oKdCTTpkM41aDBmREkLZbQLeO+ENOlTqP2jQxMd1uR8uk+eOlRvapEpTUdZPVo0f2gKn9o6aIbYixdibxcQBeQdgb2+0nBOwhCSrBPegd8SYYTcEjci+45YL4Zw7tMwqT3YJJ+QAGzSYEePLlpf0k8Lq1MtQdB3qYYMFJusLAk+9cMQfPri0beiD5KeT5x7O55mNSn2lRROsEKHA5PqJiDAQAyBa5sBi6adQ6UqBnWAsN7121QWg7aQFCnmZuMLgSJ7zCd7kT0n++B6mWBMwN52Hz646U7JMeZfJ13XUh7skXB+ySp+YOOwPT4pUAA0JbxI+XLHYGfwbBmshS1sF5nn057DfpjTcP4WtiRI7szzHP4gdefWMZrh9Zqbh1jUJiRtYj88E1eI1GUg1GgxIFha2w8MVkSSNNmFpUiQzBZFo3htI7o3B53tfphcOJUzEyT5bQoFj4mfLCNZOOUkWwtDDqpxFSBrUmDYC1zvN9vD1wNmOI1nBAYqpAGlecXEnc3wLSBJwQE6n1PhhQnZOjCliN7D88UV6chJ+6fx\/xhm9gAI2+vzw\/zYVsqlOmpdAaat3CStRg7dyBJJmSJAAVRJOzIViI9oKCKSRTDGovcBJYdwlQY1AAKpvA54Ze0iZjTSOW1ijSp0qgCkAs7HUKjKI1tIXkYgdScXcSyZp5CnUa\/ZsQbyKlLMQwB+6QTI5SWPM41\/DVBo0qzQUpo0T0nuMeUBBPh+JiBsWVaRzRTWoWqKVJXT\/pk1XqQI5FY+I54adlHD80YvVp5ioSBsQW0Ag8wLfy4Cy6mmy6f9SoctTAJuIYkknpppMwMbgicNeLPGRrsP8A8YwB\/wBxb\/HUenS2A9BWz5pTpA2Zp+um2LzUUWRZI3wqzFVxAWxPPp\/fBuRSFjHK1StnUq8CyW0y2wI\/HFKURNh44Idu56beWOoxAJ2xNjUeUlgzt1GF3HsvqAI2Bv8AlhpU71x\/nHVKYIjqMGMqdmawWfo99qHyjiixDUKjjUDP7MtbWp5DbUOYHXH1DjGbqABFcKDOp2GrSBsSoYEje+xjxx8F0gyBzx9A4T7VJWDCpU0oLmnHeaI94zDLa8eA23fkjeTlnSNVxXg1XNDs\/wBZAT7cUwp3gaTqPLVYdAPEL8r7E5Wkaj1D2yrEhwZSNj3W0sIiQyxbpbCvO+0CIoWlUhpEMoGlVRY0gWUCLn18AAa\/HmqwgzCqj3qFrEQO8FaIE7LrG0SeWNBTSwQmk9mi9kxRFSv\/AKFIO4VAhCtpiNBGlTM7RvPPfFftTwBsxK0mUU+SuDAa8lQvvNEXiRuCb4xWY4rRRHSnQUD7NQtLiNiH3mZMTHww34V7ePpK1kWowHcqA6SGEXdT3Y8VgeAm1OreTnaccxGNfK1KOh3qFwF02pEd4WkjUb7G20G+IrmV7oRwS2oiHEagTMMYJ2YDyi+BaHEamZqg00I1wKp06lDAgE3GmDawJ3kYr4vwypk+0zS5kGTDLojXBsA0mInbT54Hxp4ZlySXo5yOsUXqVF0s06JFwBzPQkzH8PjgDiSdnTJUkkgFjMkkzCz0BLR5nDLK8QUUKLVA1RuyVir92+w1g+tvLljO8Rzz1GMwBM\/1PXHKo\/Zo9mDqCvdCnjtVmYNp2VQ0bmBE264TVs2oNjfxt+G3ww2rz94D8ThfoRnAYapIB5fPl546Y9Usi5DvZri1QVhpfcfaEyFIeJEkTp07c8fSl4lVekANnhryNNrkwD3o5bTN9sZDI+x6F9dKoyHcA94X5dTbxO2C83Vq0dNMsJC2MTMcwZvt8cTm4t\/UdRdW0B8Y4SdWq1wTZenmw6ztzwoq5UKLnbeTc\/DHcWzVYtd5ERYbDmPwwGqs1yZ8MWgsEZEtY+6cdiOtvHHmK2hMmcVh44kGHXFGOxWiFh9OpJ0r878r3wXlaLMwBiOeFeVaGBicOsnUO\/KJwksDxySGRM3f4CMGZfh1NTPPqT1titnJg7bYIpjnO2JtlFEAruusm9gB8fzkYZ1OMxRp06YK6xNQjdiCHpgEzYMCfgLSZS5xp1+Bt\/Ksj8cczWkfZkR5XH9MOKaXiyRwYG0tmV1zck6SJDfywZn3fQbD2dVjw4afegNAi1wW8DYMfIxjOcQK1eCVTclHpweuhlmPACrH8snD79HVYvkQNiCySJ91lYgg+vLYqRywy0ib2DF2VMqr2dK1LWAPd066R59XWNxF+eDPa6KeXqoq6RUdKSiNghNQxHLb6GFuRp6tDMZLZmmsHcTWqPH+wUf+OIe2OZLZgr9lDqF\/vKkx6jEuaVRKccbkZPsisk3i319c8epV7wXTEb\/Xy9emLs3mQJG5aw87zPLEOw5zeTLeX1vjm8ydD3gKpExPMYmuX1LB+juMV5MQb7G3rg2kbThByvJDuxirNq0HTBjb8pxZSMTHU4lRMgzvjIxkKCOLdPHFKCdsF55orMo2B\/PGj4JksrpUlQSQJDNN\/AHbHdF+s4OeaiZa\/TBiL1M42dXhuT0d6mifvLuPXdvLGe4lw0IZp6nSYkxInqFJkePlg2mQjNSAq+T1JK3PhinJ5Z2cKt2NgNvxtg\/JOV7rAjwP98G8MCq7ObmYS\/KL2HO8emA5dUb2hvkENOloRyrWaoVJ7zAWkiCVBmBa09cD13d69JqtSn2aMWaSRqKglCVM96Y+GJvm4mDBg+sc8IM\/mgSZufPHKnM6ocUHTo0mezZqNII03gA7+JwmzdWJA+PXAGRrsW0re0\/DHma7Q9B4TfGjCjqvJTXZjuMX8GpTVUVEOlpiRYxcgHrt9HABrlWhhH5\/1xoMvUCUtSkEJDrfYiNYPUQ0jyFsPTSCmjVZPMinp72rYAi8ze4Gxs3nHjij2jqalUyCdU\/EGb+YHwwPkOICopeYkDe82BDH1gHy+CXiXEZcJIhRy8evkPxxzqLbKuS6kM0stgWoNJ8MXVqn1+ePSwOLxtHOwXth4Y7E+yHQY7D2ARnQTJRfQQPgMTZ0iOzSPK\/xF8Uxvb52Hpv88cG\/DHQc9EDREytj0+r4soZlgSIjz8Mcd8QzYsD038jgXezaC+H1CSNR\/wAYb03Glh4b4zuWrAGBcEfQw0NcIm89f6eeFksjxkV51N\/En5qB\/XFDOQxH3gPiJxBs6YM9BHmPLAudrSbYMUwPGTeMY4NWdbK5QFReCeyBPmWWfJutsPP0TuP1EliAFdhPpq\/90emMvlM3q4JVpR3hV1D+HUrN8x47DF3sRm5yjUFMN2uryBgXHQXN+eFnPrG14CMO0g\/hPEEFKk8d8VmqeEgaQIuZACn0wNmySWVZZ6ay37wI1RPgJ85wFlA01FpAhZI1m5\/eKjzn++GmUpCmJFzBPiZ3k9Zi+OSbbdt2dcIpLBlc+SgBJ67bSTc\/MYc8HhgOhG3IcsA+0FKUAncyB488X8EcgAeH1vh5O4JipZGFfLlT3bgXx5SM+RwTRPeJmY+jgepTYbC02xEc8VIOK6tTQSWMAfPnbqcT7ZUu8LB5726Ab4z\/ABGv2lQttO3gBYTh4RsScqRVXpCozOogkk\/E\/jixc89JNAkE8+nlywRlqUC22LayKRDxGLqfhxzj2AaWZkWMYLoZmLyR64VZrJmmbGVOx\/rj2lMb254egYH1bMCol228PqMDpSKr70tM35eWA8vVUCOv1fF9RAbhvjt\/XB8E65Kqub0nvGxEHlHQ\/XXC6vmL9RyOL+IKWWIEyBHj4YUNIJB3FiMMoJ5LQ5Oo84TXCmTzBx7ms1JkbYVU8xO++PWqnCPjdl1yJmt4PUp1KTU6gDDbxXoVPW+EuUrhe5GtDvaef47YqySm0mPAW+Jwxy1RZiPh88I\/rgZZGGRpKykILEGO8fWxO21jgHjuXJAcDvKII6j+354PqFVhxAuZ5Cevh9eOKc5mabNpO5X6vhI3dhbxQnoNUMW5bSNh+OCFrMD7pHp+eKMypRrX+t8dSzU4rROwzV5\/L+mOwNHQnHuBQbPM\/wAEenT7TWCoFwQQeW33t\/DAtDJ1GptUCHSvP+nXGhzJ1d6r3aYEinzYjm3ythXn+JsRpXlsBsvl1wykybSFKk9MRrmxGNHwDIH3j6D88U+2GWVTTqL9oEH+XY4Kmu1G6YMzQYAyZ9MWpVZgF5AzifFstocD7yI3+5QT85wNTJvHMRi28krp0GNTtviFaifD0xBGJGPGY4TNlqTQ09n8w6tpF130k2kc8NKSGm8ho7Qlm9TcDw+eM5kqpVgcPMnnBUi20\/lvifItjxNJknCpAF9hivMErTPUR+P9Y+eKcs8R9X6fji6pTd5mALBhuVO\/qPQHHG8HQnaFvEkns2i8sD4yAdvTEqVM6pXwt9b4nxGgSonr3SPI2OPMs8R1\/rg3hC1kt4c5FjvzGPOL53R3VgsYMHkP84D4jxAU3MAM0DyU9D1OEuYzTklo1MTikONt5JzmkTzVdmfvGWP16YtoJF95wnSowaWkHqRg2hmoxeUKOftY3pviTiY6jC9cxaRgxM0CL4l1YQkprEGCDhLmcm6TpPd\/L1wZ+sgc7csRTPKCT9csUi2hGhWhYixk+WGOUoOY1Wncbb+uLcohALkCWP1byjFqiSJOGchQpcs5BiIAtf8AG2Ac1wksxLJJ6g7+cb\/DBlXOlTYD65mMEcNziu0PbxB\/rIwvyNDrjsxmay+glTYjA84+k8Q4CtQ6ZBJEiRv\/AENuU4xfGODVKNQoVJ6eXK4sR4jFYcikCUHEEo5sgQcWjOXmcB6DOmDO0ReceBbTy2nDOCAptDkcUAW5mZkeeB6GegyTgHsosbH+mLqOSex0mDtbA6RG7yDHzcmRiDHmJBx7SpDbF9MYRjJg\/bHHYM0jHYAbIVcyXaahJ8B+WDeC5CYY+n9cdjsLLQUPV7pEfXLAPHMslQIGJBLhRH7wNvkMdjsShss9GW9oawbMVCNgQo\/lAX8sAK0GRjsdjtWjhlskzk3nfEkk87Y7HYzGhslODuDklwDZSYJG4kHb4fLHY7CPRZGi4KxUd46gSbm87DnhxTa5+px2OxwcmzpholXphwVPP5Ec8Kc\/lnI0hgkG8Tc7bySMdjsCAWLTlgvdYX+M+OJjLAWAx2OxaMmc80WfqykXAjphZn8mtMhlFp26Y7HYrFsj6XmgxOpQsEC214xXSoGYIHkOXxx2OwxmdUpiJ21fUnAyUZIx2OxgDAADrtiXLrjsdhRke08sahswHK8\/lixMjUR4YQbRcEHpjsdhJbKrQ24fni4BghQLGesEz8By+GG3FKKV8uykCVWVJE3F\/gdsdjsKsPAz0fO62YCOdWokNcQLnUG1TO8W2+G2LBOn3WNrk6e\/Yjvd6246+6Me47Ha9HGVtm1awEd4kW\/eJnfeDG3rg2nUECxmOgt3SBcHveotjsdhJDomtVYBIM87DvGAJN9wb+vni2nmReRJ8txJtuLQR8MdjsKxwTsvHHY7HYUJ\/9k=\" alt=\"Foto de @shonephoto (Robbie Shone) - En la foto, un explorador de cuevas  estadounidense navega por e \u2014 Steemit\" \/><img decoding=\"async\" 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\" alt=\"Cavernas de Carlsbad en Nuevo M\u00e9xico\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR6gP-s56IXxpW3tu9TSoagAOSuWFBJLk-_Iw&amp;usqp=CAU\" alt=\"CUEVA LECHUGUILLA - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRR0l_ifPXlsRAel1JvXkt_4biyKh4KdRP70g&amp;usqp=CAU\" alt=\"Visitar las Cavernas de Carlsbad es el viaje que todo aventurero debe  realizar\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>La Cueva Lechuguilla<\/strong>, en el Parque Nacional de las Cavernas de Carlsbad, Nuevo M\u00e9xico es la quinta mayor caverna descubierta con 120 millas (193 km) de largo y 489 metros (1604 pies) de profundidad, lo cual la hace ser la m\u00e1s profunda en el territorio de Estados Unidos. Aqu\u00ed estamos hablando de Densidades cr\u00edticas, de un posible <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>, del final del Universo. Sin embargo, \u00bfnos hemos parado a pensar en c\u00f3mo se formaron lugares como el de arriba? \u00bfCu\u00e1nto tiempo se necesit\u00f3? Pienso, por ejemplo que, hace ahora 100.000 a\u00f1os que las estrellas adoptaron las formas de las constelaciones reconocibles. \u00a1El Tiempo!<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" \/><img decoding=\"async\" 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YUREUIcrhd20yVco4RvGT7lfOLr0rdSKKnp4R7tGH4DvK16FBo0aFpUQDAFr3k7s\/l2rqz8X+1leb+RiUtivPSc1veSr9L6PM+88nsgD81sNoEEgbwBu4SW9oMaa3VjD5ZhxMdQAOhiCdL6\/ots\/HxPxneXVZ1HYFAasJ7S6\/cQruH2LhpA8k2JvOYx672VuiDBBa2+hOtuXJT0Kj2uDmFwcLyLEdY5LT\/HmTxInOrf1nO2FhjINJvaC4ce1VcT9E6J6Dnttza4DtGvvXoSHOJJi5JPG51KkpAg2kkdVo104+vgqa4sX8b5rwWM+i9Zklha8dVndx\/IrDqUy0kEEEagiCPUv2J9BhGYOBcT0LTwJHKNeSytqbEpV27wg5ZD7Zra3Gonmuffx5\/q1+vb8vXpGslmE6qL\/9tRZm1tk1MO6Hi3BwmD4HqXo9n4NzqFCoGy1tJzZ6zVqE\/kubPWd5mvHn9W48966TMHBXMPVyOa8atIPDgZ4gj3KpICGqvY\/OnU3W7ZMBvkxAy5YJDgGgANB5GDM33iJUtDa7mg7gMucdf4wGmYHIG686KqsU6qpcZPrG0\/aJcXywAPaBE\/wsLRw65i2i5pbQIAhlwMuYnTdYAQIgGaYN5GqzGP0\/NWRF9Sq\/WI6i67aJ\/gFjmG8eBDmg2u0AC3GBJVDE1s7swaGyAImYgBtieoLrUqDqFv0VR9SY43U5xJfCZHL3i1+Kic63JcgfFcALTpKKEdWIaWg669a7u0VTEVQBJIA56e9U3fHlWqtcrIxtQAdfBS4zaQuGX6+H6rJqPLjJXn8vJL4jn3v+OhREXOyFy1cIFMFimVeolUGFW6Dl08WmXJGlShXaQVChdaVABd+fTmrf2NlyuY6qWMdlztGji2cpM+vvXSuxpcQ2wkxbhw48eSo0TZXMw11PGPiiE1FmgiVcZRm\/rPH1\/wDVTbV4iw6\/z5\/9WrQfRLS7PBjoXg23gOPZ2JV8FNjRYCx4m8erqXWoANTJF4BHaY4Dtuqrqx6MwO73cZXDa06Akjj+cacD7lV0ZXaBZO8zdNyBaOHH1e0uHls2NuVp19Vyu7nYe4gzeDvlskuyg3mAABIuZ4FdmPoy7MDllsAZtBJM8iba8ZWd3\/x0ZZ+NotOrZaRo4AyOAM2PJeY2p9KCw+Tp0mCm0uZlFjaCYiwEudwXstpvYQzITGU2JJIMnUHo8O5flO1+m7+tV\/8AyuP5fFjf11Z6W1q5nhepY7MAZIkkX5iJ+I71YbWPNefcf3Tfxv8A8aakoY1zdbhWxzf0zy\/1vteVZovKyqGJDtCtKiV1Y13W2auU6hVgVTfXRVGOUgcF0Lp50+eaD9VA\/ENbdzgO0gLOxG3KTeiS49WneVTXJnPuq3Untryq2JxTWCXOAHXr+q85idvVHWaA3\/7HvKo455LySSdNewLn38qf6s9c0\/GztHbZBysHAGTycA4W7Cq+J2biahzFpykuLSTaBmNgOpp4cuYWZjOkPwU\/8Gr1lTZr6lLKMXuBzCGhrd01MrzvB0kN8pLuoTwgce+TWvdYa3b7eXOz6snLTe4Anea1zmmCWyCBpIInqUlLZGIcYFCpOVzrscJDRJiRfxIHFa+0HVsJTbSp4kPY4vBaGMy9FpIk5swIqRynMNVRd9JcWTJrGwjostrpu2O86+tys1WQ5hBgiCuqmxFd1Rxe8y46mAOrQABQoCIiDu0q1QcqQVii5a8evKm522KBWnQPJY+GctPDvXpcd8OTU6rSowbkgQCRM3I4CApGVIIjwVWmCfH3eAUrXDT3q6FgOPE2+YIUjX8OPD5+eChmbm1h67a367+sruwzpbhPHv4epRWmUwPFxM8eZ9fD9Vao1i1wcBEX5a8zqbGQqbYF\/d8VPSiHBwmRumYgyDIHG0j1qK3w0KePMu3Rd2biBcsJtpByNPfpNpv2o4fdF7yc2suNuWsdkcrZlKqW3Bjhae0aanwXUv1ntb3i5WdxHRlZxeML2NaWgZRY3kiIvzK\/MNovkk86tU9+Ve32nihTpvfOgMdZOnvsvAv6DfxP+DFy\/IsnUhyfkcu+yb+N\/wDjTVdWH\/Zt\/G\/\/ABpquuVm7NcRcEqzT2hUbo73Aqoimas9JlsX\/wBrVv4\/cFG\/aFU6vd6jHwVRFa8mr+p+1\/rs55NySe266oioqKfGdM9jf8QoFPjOmexv+IQXH4GrUczJTeZbTAIaYJysbrpq4CeEhU6uGe0lrmuBESCLiRmE8rXXrcBhMQaINOq1jcgqXBzNL6ZolwLbzlpuGmjzEuFumHo4yk59Njw9zqZqHMMziGPdSblLnaHKHT\/CGi\/RIeVZhnuIaGGSQ0CDckkAdpII9SiLSNQv0Sg3HZyA+jEAg5Xlrmue5jXC8x+7aZ4CpJuXFee+kmzKrR5V7muIDQ7KHCMxqQ45ibktMxxMm5lweaREQEREBSMco1yFMvVRWnhnrUovWDRctTDVF38O+3NyZ\/Wwx58evxU7X8feqFJ6t03iYvFr6nrgd66mSw08Tx+SrGHDS4NcS1pIDnAZiBzjjGsKtRZmIE6mxNtbX5Dr6lZDDoREfA3B6\/1UVfKWm0TBvfWOWtuz4KdwGsG3A3PafBRtMQQL8+sLnzkNDmxJI15cbdah0YKlS\/M8uHMBQvqixF7X6zy+Crvqk+PvVfGYttNhe46WA4k8B7lXVknddGWN9JsZpTB5Od+Q\/PuWE\/7Nv4nfBi4r1i9xc43Jkrl\/Qb+J3wYvM5N\/bXamr3XZ32Tfxv8A8aarqw77Jv43\/wCNNV1RAiIgIiICIiAp8Z0z2N\/xCgXoRh8JlNSo8lwYwmmCJcS97HAaEQxrHRPHrhBhCo7me88NE8o6ZzGecmb6rZobPw9XM4YltJuchrHgFwEtg9K43jP4ePCzR2LhQM78cw7pJYMgdOQkCc8SHR29qDzvlXW3jbS5sjqriILiRyk\/PE96mx+HbTeWMqB4Bs4RlPWIJVWEBERAREQEREHdhV3D1VQUlNy149\/Wqaz3G7SqLQo1OXG35+pYNCsr9CuvR4+SWOXWeq38NULTmBgwe24g9inYe78uzjosmliLKduJsSDeP0IVzC7Ur2jkPnt\/4qz6pPzqqzqhJuuH1mtBc4wBqq29OnCd9QNBJNhcnkAvJ7Tx5qunRo0H5nrXO0doGqbWaNG\/mVnrg5uX7eJ6a9imf9m38TvgxQqZ\/wBm38Tvgxc6HZ\/2bfxv\/wAaarq0GF1NoAJOd+gn7tNdKmHe1oe5jg12ji0hp7DodD3IIERSGm61jvaWN7kW53BHqQRopjh3xOR0TEwYnSO2UOHfbddcAixuDEEdVx3hBCimbQeZIa4xM2NoEnuF0OGfMZHTe0Gba9yCFezw7oYycEXgsZvwwgjMA5wcbtcQYDpGXMTcAR4xa1L6Q4prBTFXcAy5cjCCORlu8Ooyg3sfv03MZgcjnM3XDyWYAEOkAQd7OBa8PaLyJsVKkmRs2MpY4wKZkGpMGBo6XMto3qlecb9JMWGloq2IAO5TkgNyATlmMtuxc\/WXF3\/e6xO5TFhoOjp1dZ5lBviu0mpTOzQTma1wAphzPKbrGtIbIkw6QdXOFhBVTaTH1qYbTwXkzUyPBaGAG5a6IgNZ+9ogA6Rw4ZDdv4kOqPFUh1TKXkBoJLGlrSIG4QCQC2Dddx9JcVIPloyzADWAXERAbBFgYNpAOoQVzsXEBpeaTsoaXF1iMoEk66LNWsdvYgtyGqcuVzYytEhzSwgwLjK4i+mouAslAREQEREBAURBMx6tU66oLs1y1xyXKmsytinWVltZYrKqmdioHWuvHNOvLP8Ax2Xw1auLDBLj4lYuNxrqhvYcB+Z5lQVapcZKjXPy8114nprmdCIi51hTP+zb+J3wYoVtbJpYV7AMQ9zYqcD9wsdmMQfvNZ3x1gOux9tvwwhjQd7MZmDYAWHrv1qOhteo0sl2ZrZhpAjeaWmYvcOPGb6g3UjPNank2Q6lDX53k55dlGU84zA2A42BKu09nbPLiDinBvAkCSZeIgAjRrDPHNw4Ab9K6gJd5KmSRGlh0iCAIAdvROsNbMkSYa\/0jc\/yX7lg8k4OZE2hzX5RybIiOAgDjPOKweDDqZZWLm52NeNCWw3M8E9G+a3q4SbL8Hs4NaBWc5xYZIMNDgxxvmAIBcAAOsesIav0qqPy52MOWYNxJNSnVBdzANNogRI67rv9cK3CmwHPnBGaQ6ALX0ibcyDwUmIwezRmLKzyQx5aJJDnCco6IvoYnib2XDMDs0GHV3dOoCQScrBnLCIbckZB2yghofSl7A9op04fVdV0s1xyw0AzujKLH3arn61Py5BRphgDhl3jOac03vmk5uc8DBHWvhMEMmWqSS2rnEyA5rXlmUkNlpdkaDaYJtNoNu4bCNvhapfvGxmzSBl+6Ly1xP42jhcMRERAREQEREBERAREQEREBERAREQJSURAREQEREBJRECUlEQJSURAlJRECUlEQEREBERAREQEREH\/2Q==\" alt=\"CULTURA DE DEBATE: EL UNIVERSO C\u00cdCLICO DE PENROSE\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Si se produce el Big Cruch, algunos, postulan que habr\u00e1 una especie de &#8220;rebote&#8221; o fluctuaci\u00f3n y a partir de esa contracci\u00f3n final, se producir\u00e1 una nueva expansi\u00f3n y comenzar\u00e1 un nuevo universo que, desde luego, nadie sabe, si volver\u00e1 a ser o tendr\u00e1 las mismas fuerzas y constantes y materia que este Universo nuestro presente.<\/p>\n<p style=\"text-align: justify;\">Para evitar\u00a0la desaparici\u00f3n de la Humanidad\u00a0se est\u00e1 trabajando desde hace d\u00e9cadas. Se buscan formas de superar dificultades que nos hacen presas f\u00e1ciles de los elementos. La Naturaleza indomable, sus leyes y sus fuerzas, hoy por hoy son barreras insuperables, para poder hacerlo, necesitamos tiempo y saber.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Otro estudio demuestra que es posible superar la velocidad de la luz\" \/><\/p>\n<p style=\"text-align: justify;\">El saber nos dar\u00e1 soluciones para conseguir m\u00e1s energ\u00edas, viajar m\u00e1s r\u00e1pido y con menos riesgos, vivir mejor y m\u00e1s tiempo, superar barreras hoy impensables como las del l\u00edmite de Planck, la barrera de la luz (para poder viajar a las estrellas) y el saber tambi\u00e9n posibilitar\u00e1, alg\u00fan d\u00eda, que nuestras generaciones futuras puedan colonizar otros mundos en sistemas solares de estrellas lejanas, incluso se podr\u00e1n habilitar mundos y viajar a otras galaxias, viajar a otro tiempo y, finalmente, viajar para escapar de nuestro destino, a otros universos.<\/p>\n<p style=\"text-align: justify;\">S\u00ed, lo s\u00e9, algunos de los que esto puedan leer pensar\u00e1n que estoy fantaseando, pero la verdad es que no he hablado con m\u00e1s seriedad en mi vida, ya que, si no fuera como estoy diciendo, entonces, \u00bfpara qu\u00e9 tantas calamidades, desvelos y sufrimientos?<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Los Diez Lagos Subterr\u00e1neos M\u00e1s Fabulosos del Mundo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQfejeaFJvUkVIb6QRYcwShI7sE1M-af5TTzg&amp;usqp=CAU\" alt=\"7 ideas de Mundos subterr\u00e1neos de Mexico | peninsula de yucatan, m\u00e9xico,  cuevas\" \/><\/p>\n<p style=\"text-align: justify;\">Este lago subterr\u00e1neo cerca de\u00a0<strong>Macan Ch\u00e9<\/strong>\u00a0en la\u00a0<strong>Pen\u00ednsula de Yucat\u00e1n<\/strong>\u00a0es uno de los muchos que se consideran regalos de los dioses Mayas, y por tanto, sagrada. Hace 800 a\u00f1os que estaba presente la cultura Olmeca en M\u00e9xico, \u00bfser\u00e1 de aquella \u00e9poca \u00e9sta maravilla de la Naturaleza?<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Incre\u00edblemente lejos\" \/><img decoding=\"async\" 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\" alt=\"Podr\u00e1 la humanidad viajar a otras estrellas?\" \/><\/p>\n<p style=\"text-align: justify;\">Creo que la Humanidad tiene que cumplir su destino, primero en las estrellas lejanas, en otros mundos dentro y fuera de nuestra galaxia, y despu\u00e9s&#8230;, \u00bfQui\u00e9n sabe? Y, a todo esto, no debemos olvidar que para conseguir lo que necesitamos, lo que en verdad tenemos que procurarnos es \u00a1TIEMPO! Claro que, seg\u00fan lo que podemos ver cada d\u00eda, una Sociedad deteriorada y mal encaminada, ese tiempo se nos acaba, tenemos que poner remedio y retomar el buen camino para que todo lo que deseamos en nuestro futuro se pueda hacer realidad.<\/p>\n<p style=\"text-align: justify;\">Nos referimos al tiempo en m\u00faltiples ocasiones y para distintas situaciones y motivos, como al referirnos a la duraci\u00f3n de las cosas sujetas a cambios, \u00e9poca durante la cual ocurrieron unos hechos, edad de los objetos, estaci\u00f3n del a\u00f1o, el per\u00edodo de vida de alguien desde que crece hasta que deja de existir, ocasi\u00f3n o coyuntura de hacer algo, cada uno de los actos sucesivos en que dividimos la ejecuci\u00f3n de un trabajo, y otros mil temas que requieren la referencia temporal.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"espeleogenesis | Karst Geochemistry and Hydrogeology\" \/><\/p>\n<p style=\"text-align: justify;\">La configuraci\u00f3n de esta formaci\u00f3n de Caliza en este\u00a0<strong>lago subterr\u00e1neo de M\u00e9xico<\/strong>\u00a0se asemeja a una cascada convertida en piedra. La Naturaleza no tiene prisas, tiene todo el tiempo del mundo para conformar bellas maravillas que, mucho m\u00e1s tarde nosotros encontramos y admiramos. De la misma manera, muy poco a poco, a transcurrido el avance del saber de la Humanidad, recordemos, por ejemplo, que Aristarco de Samos (hace ya mucho tiempo) adopt\u00f3 la hip\u00f3tesis de una Tierra girando alrededor del Sol en un universo gigantesco. Eso fue mucho antes de que llegar\u00e1 Cop\u00e9rnico.<\/p>\n<blockquote><p>\u00a0<img decoding=\"async\" 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\" alt=\"Minkowski\" \/><img decoding=\"async\" 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\" alt=\"Espacio-tiempo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">En f\u00edsica, el Tiempo es la cuarta coordenada espacial en el continuo espacio-tiempo. En gram\u00e1tica es la categor\u00eda que indica el momento relativo en que se realiza o sucede la acci\u00f3n del verbo: pret\u00e9rito, lo que ha sucedido; presente, lo que sucede en ese momento y futuro, lo que a\u00fan no ha sucedido. Nos referimos al tiempo meteorol\u00f3gico para explicar el estado del clima (hace mal tiempo; qu\u00e9 tiempo m\u00e1s bueno hace hoy, etc). En mec\u00e1nica, el tiempo puede estar referido a las fases de un motor. Tambi\u00e9n est\u00e1n los tiempos referidos a cada una de las partes de igual duraci\u00f3n en que se divide el comp\u00e1s musical. En astronom\u00eda nos referimos al tiempo de aberraci\u00f3n en relaci\u00f3n al recorrido de un planeta hasta llegar a un observador terrestre. El tiempo est\u00e1 tambi\u00e9n en la forma de c\u00e1lculo horario que empleamos en nuestra vida cotidiana para controlar nuestros actos y evitar el caos (\u00bfQu\u00e9 har\u00edamos sin horario de trenes, de comercio, bancos, oficinas,.?).<\/p>\n<p>\u00a0<img decoding=\"async\" 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\" alt=\"El enigma del tiempo | UNAM Global\" \/><img decoding=\"async\" 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\" alt=\"El Tiempo Cronol\u00f3gico y El Tiempo Psicol\u00f3gico: acerca del transcurrir. -  Paperblog\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQjZCcknPegza7RVcTKDeB0BCYco9-vCMvlyA&amp;usqp=CAU\" alt=\"Espacio-Tiempo \u00bfSabes Qu\u00e9 Es? Desc\u00fabrelo Aqu\u00ed\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hay que pensar en el Tiempo cronol\u00f3gico y el el Tiempo Psicol\u00f3gico<\/p>\n<p style=\"text-align: justify;\">No es lo mismo una hora junto a la persona amada que, en la cama del hospital soportante dolores,<\/p>\n<p style=\"text-align: justify;\">Aquel primer Tiempo junto al Ser querido es ef\u00edmero, el otro&#8230; &#8220;eterno&#8221;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo envejece tu cara con la edad (m\u00e1s all\u00e1 de las arrugas) - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">Tres generaciones que nos hablan del paso del Tiempo<\/p>\n<p style=\"text-align: justify;\">El tiempo es tan importante en nuestras vidas que est\u00e1 presente siempre, de mil formas diferentes, desde que nacemos (cuando comienza &#8220;nuestro tiempo&#8221;), hasta que morimos (cuando &#8220;nuestro tiempo ha terminado&#8221;). El tiempo siempre est\u00e1. Es algo que, simplemente, est\u00e1 ah\u00ed. Sin embargo, a pesar de lo importante que es el TIEMPO, no he podido leer nunca una explicaci\u00f3n satisfactoria sobre el mismo; una explicaci\u00f3n que lo defina con sencillez y claridad sin restarle la importancia que tiene para todos y lo que en realidad es dentro del contexto &#8211; no ya de nuestras vidas, simples e insignificantes puntos en la inmensidad del universo &#8211; de la naturaleza c\u00f3smica de la que formamos parte.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Una peque\u00f1a cascada cascadas de un arroyo que fluye en Egipto el lago en el  Parque Nacional de Banff en las Monta\u00f1as Rocosas canadienses de Alberta,  Canad\u00e1 Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTpdHCfvnwXv_1YuVuKm8-hQyYnXo5zP8LfCw&amp;usqp=CAU\" alt=\"Parque nacional Banff - MeVoyACanada.org\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00bfCu\u00e1nto tiempo ha tenido la Naturaleza para formar\u00a0 esta peque\u00f1a cascada y su entorno en\u00a0<strong>Banff<\/strong>, Canad\u00e1<em>? Bueno, seguramente mucho m\u00e1s tiempo del que tuvo Pit\u00e1goras para ense\u00f1ar a sus disc\u00edpulos que &#8220;todo es n\u00famero&#8221; y que, &#8220;la Naturaleza es armoniosa&#8221;.<a href=\"http:\/\/flickr.com\/photos\/pvanb\/783825695\/\" target=\"_blank\"><br \/>\n<\/a><\/em><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">En el a\u00f1o 1.905, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> p\u00fablico su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial y desde entonces, el concepto de &#8220;tiempo&#8221; cambi\u00f3 para el mundo. <a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a>, un antiguo profesor de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, cuando repas\u00f3 el trabajo de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, se dio cuenta de que a partir de ese momento se tendr\u00eda que hablar del continuo espacio-temporal; el espacio y el tiempo dejan de estar separados, dejan de considerarse como entidades distintas, para pasar a estar conectados; conexi\u00f3n que, desde el punto de vista matem\u00e1tico, la dan las transformaciones de Lorentz.<\/p>\n<p style=\"text-align: justify;\">Las transformaciones de Lorentz ponen de manifiesto c\u00f3mo var\u00eda el tiempo, considerado como una cuarta coordenada.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Evaluar la transformaci\u00f3n de Lorentz | F\u00edsica | Khan Academy en Espa\u00f1ol -  YouTube\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"La Transformaci\u00f3n de Lorentz \u2013 abcienciade\" \/><\/p>\n<p style=\"text-align: justify;\">Estamos acostumbrados a considerar el mundo como tridimensional. Para especificar exactamente la posici\u00f3n de un objeto en una habitaci\u00f3n, por ejemplo un reloj encima de una mesa, partiremos de un \u00e1ngulo de la habitaci\u00f3n e indicaremos las distancias del reloj a las dos paredes que forman el \u00e1ngulo y la altura respecto al suelo; la posici\u00f3n del reloj queda globalmente determinada por tres n\u00fameros, esto es, tres coordenadas espaciales.<\/p>\n<p style=\"text-align: justify;\">Pero al hacerlo as\u00ed no tenemos en cuenta el hecho de que el reloj en cuesti\u00f3n, que estaba encima de la mesa a las diez, puede estar en el dormitorio a las once y ser colocado en el mismo punto de la mesa que ocupaba antes a las once y media. Esto no importa cuando se considera un tiempo absoluto y, por tanto, hay un \u00fanico reloj para todos los observadores, pero resulta esencial cuando sistemas de referencia en movimiento relativo tienen distintos relojes no sincronizables. Por tanto, todo observador tiene un espacio cuatridimensional (el espacio-tiempo) relativo al propio sistema de referencia.<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/sworld.co.uk\/img\/img\/108\/photoAlbum\/7898\/originals\/0.jpeg\" alt=\"Tennessee: Mar Perdido... - Secret World\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>Lost Sea en Sweetwater<\/strong>,<strong>\u00a0Tennessee<\/strong>\u00a0el lago subterr\u00e1neo m\u00e1s grande del mundo. Pero, yo al menos considero que es mucho m\u00e1s grande todo lo que nosotros, a lo largo de nuestra evoluci\u00f3n, hemos podido descubrir sobre la naturaleza de las cosas, de la materia, de las fuerzas de la Naturaleza y del Universo en su conjunto, y, todo ello, confinados en nuestro mundo, lo cual, no ha podido impedir que salgamos fuera, muy lejos, para ver que ocurre por ah\u00ed en las ignotas regiones del Cosmos.<\/p>\n<blockquote><p>\u00a0<img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/e\/e4\/Lorentz_transform_of_world_line.gif\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Diagrama 1. Apariencia del\u00a0<a title=\"Espacio-tiempo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Espacio-tiempo\">espacio-tiempo<\/a>\u00a0a lo largo de una\u00a0<a title=\"L\u00ednea de universo\" href=\"https:\/\/es.wikipedia.org\/wiki\/L%C3%ADnea_de_universo\"><a href=\"#\" onclick=\"referencia('linea de universo',event); return false;\">l\u00ednea de universo<\/a><\/a>\u00a0de un observador acelerado.<\/p>\n<p>La direcci\u00f3n vertical indica el tiempo, la horizontal indica la distancia espacial, la l\u00ednea punteada es la trayectoria del observador en el espacio tiempo. El cuarto inferior representa el conjunto de sucesos pasados visibles al observador. Los puntos pueden representar cualquier tipo de sucesos en el espacio tiempo.<\/p>\n<p>La pendiente de la <a href=\"#\" onclick=\"referencia('linea de universo',event); return false;\">l\u00ednea de universo<\/a> o trayectoria de la vertical da la velocidad relativa del observador.&#8221;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/9\/90\/Standard_conf.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Las transformaciones de Lorentz son m\u00e1s complejas que las de Galileo, pero tienen la ventaja de eliminar todas las contradicciones halladas anteriormente. Sin embargo, para velocidades muy inferiores a la de la luz, estas nuevas relaciones se reducen a las de Galileo, y s\u00f3lo se manifiestan grandes diferencias cuando los sistemas de referencia tienen velocidades relativas pr\u00f3ximas a la de la luz; entonces, el tiempo transcurre m\u00e1s lentamente para ese hipot\u00e9tico viajero que viaje a esas velocidades relativistas.<\/p>\n<p style=\"text-align: justify;\">La diferencia fundamental entre la mec\u00e1nica cl\u00e1sica y la mec\u00e1nica relativista radica en el hecho de que, en el primer caso, la velocidad de un cuerpo es diferente para un observador en reposo y para otro en movimiento, es decir, es un concepto relativo; sin embargo, en el segundo caso la velocidad es un concepto absoluto, no cambia con el movimiento. No obstante, como cociente que es entre dos magnitudes fundamentales, espacio y tiempo, el hecho de que dos velocidades que deben ser diferentes sean iguales obliga a que exista una variaci\u00f3n en el espacio y el tiempo. As\u00ed, se debe producir un acortamiento de los metros y una ralentizaci\u00f3n del tiempo. En la mec\u00e1nica de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, por el contrario, los metros y los segundos son invariables.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/ec59ab3013a6fe858a804e6e80195a9bf4c2fda8\" alt=\"S_O = (t,x,y,z) \\qquad S_{\\bar{O}} = (\\bar{t}, \\bar{x}, \\bar{y}, \\bar{z})\" \/><\/p>\n<p>\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/5e8fff6d78ade2a47a010293e9cd8b6d4e2b473f\" alt=\"\\bar{x} = \\frac{x - Vt}{\\sqrt{1 - \\frac{V^2}{c^2}}} \\qquad \\bar{t} = \\frac{t - \\frac{V x}{c^{2}}}{\\sqrt{1 - \\frac{V^2}{c^2}}} \\qquad\n\\bar{y} = y \\qquad \\bar{z} = z \\,\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las transformaciones de Lorentz son un conjunto de ecuaciones que relacionan las coordenadas espacio-tiempo de dos sistemas que se mueven a velocidad constante el uno respecto al otro. Efectivamente, las f\u00f3rmulas predicen una contracci\u00f3n espacial (contracci\u00f3n conocida como de Lorentz-Fitzgerald) y una dilataci\u00f3n temporal, cuando la velocidad relativa de los dos sistemas se aproximan a la de la luz. Sin embargo, Lorentz se vio obligado a introducir el concepto de tiempo local, que supone que el paso del tiempo var\u00eda seg\u00fan el lugar. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> se bas\u00f3 en la transformaci\u00f3n de Lorentz y la mejor\u00f3 para el desarrollo de su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/danielmarin.naukas.com\/files\/2009\/02\/casa20071.jpg\" alt=\"La Supernova de Tycho - Eureka\" \/><\/p>\n<p style=\"text-align: justify;\">Im\u00e1genes impresionantes las podemos hallar en cualquier parte y, siempre, sin excepci\u00f3n, est\u00e1n presentes los mecanismos de la naturaleza y la luz. En 1572, Tycho Brahe pudo ver el resplandor de una supernova en el cielo, y, por mi parte, cada d\u00eda puedo ver el resplandor que emana de mi querida esposa que, para m\u00ed, brilla mucho m\u00e1s. \u00a1Qu\u00e9 paciencia tiene conmigo! Me sumerjo en mis escritos y me olvido del mundo.<\/p>\n<blockquote><p>\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUVFRgVFRUYGBgZGhoYGhgaGBgZGBgaGBgaGRoYGBocIS4lHCErIRoYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISHjQjISE0NTQ0NDQ0NDE0NDQ0NDQ0ND80NDQ0NDQxMTQ0NDQ2NDQ0MTE0NDc0NDQ0NDQxNDQ0NP\/AABEIARQAtwMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQIDBQYEBwj\/xABIEAACAQIDBAYGBgkCAwkAAAABAgADEQQSIQUxQVEGIjJhcZETcoGhsbIkQlKSwdEHFCMzYnOCorNj8BXC4RY1Q1Nkg7TS8f\/EABoBAAIDAQEAAAAAAAAAAAAAAAADAQIEBQb\/xAAoEQACAgEEAgIBBAMAAAAAAAAAAQIRAwQSITEyQXGBURMiQmEFFDP\/2gAMAwEAAhEDEQA\/APZBFjQYsCBYsSZrpN0sp4QFRZ6ttEB0XkXPDw3nu3wJNLEvefPm3du4jEtes5YcEP7seCbvbv5kzs2VjGpMFS6C9TsMyHqhCBdCPtHf3SyjZWz3iLPMMF0sxCf+IXHKoqt\/cgQ+d5e4Lpup0qUiO+mwb2lWysPZeDg0TuRsoSqwu38NUIVayhj9V7o\/sV7GWsqSEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgBCDHAyO848ftFKaljr3QKFV0x28cMgSn23Bs32FGlx38vAzyTFOzkkkkm5JJuTxJJmm23tJsXXAKgFVsAPs3J1PiZWV6NOipJGdzfT6ote4NxY8OHlDckXUWzLVd8t8EvXB\/iqDzWmZV42rncuRbMb6btZYbOfrgfx1B\/Yn5R0RbLlUkhpSMNaSJUlpSUVbCEHKVIaahAtw5HUe0HST4TaFSlb0bundTchfuG6f2zmqHvkTGLjljJ00PlppRjuTs1eC6bYhNHCVB3go\/tZbr\/aJf4PprQbth6Z52zr7Clz5gTzPPFzy7hFmdSZ7Rg9o0av7uor8wrAkeI3idc8NWpz1llhOkOJp2yV3sPqsQ48OuDYeFpV4n6LKZ7BCeeYLp5VFhVpo\/MqWQ\/dOYHzEvsH00wr2DFqZ5Oun3lzKPaRKOEl6JUkzTQnPhcXTqLmpurjmrBh5idEqWCEIQAIQhAAhCEAKvEV7CZDbmKLG0usdX0mXxzXvKNkJGbo4grXYAC7KNeIALXty3jyjdp4pcpG8kEA8r77Su2pUK1NDa62985alQneYLHukmy+\/aqOWrvnbs1uuNb\/tH1\/onC51kuz2s4\/mP70b85pXYg0ivFL8Zyo8eXkZvEfpf+iLHZdFatamjE5XZVNtDYngZ3VdjIzD9XcsvpRRcOLNTckhS2XRlNjqJV7JxGSvTYi+V1awtc2I0F9L+2aOhjaNJ7IKn7WvTeozqoWmqVC9rqTxY68pkUo9NmzJuT4KansLEOrslMsqMylgR1ihIbICQW3HcJVlSRm1tuvbS\/K80+PpvihTbDHMaLVFZVYBkJcslUXI0YW6w5SLa+OqqlJKRth3w6gKFBVrqc5JtfODcnXQgHnG\/qOuxKxxbtpGcaNBmv25hsPh2ao9D0meqyKquaa00REvYLpmJN7H\/APeDG9HQtOrVpsWVCjoDa7UnTPe32lG\/uUmaMcuFZkzNOT2qkUGeODzt\/wCDVC4ppZ2NIVtNLIUD8eOoHiROUYV8npMjZL2z5Tkvyzboy0LHUqxVsykq3BlJVh4EaiXuA6U4pLD0pccnAfzbtHzmdWPBg4p9hbRu8P08YaVKIPNkYjyUg\/GW+G6Z4Vu0XT1kJ+S88vLRA8o8cSykz2nCbQpVf3dRX5hWBI8RvE655B0erZcTQPH0iL985SPeZ6\/EyjtZdOxYQhKljDY55SYs6SyxDSsxW6Jskw+2z+0Hh+M4886tvHrjw\/GcAMfHoXLsRt8fgm64552+RpGxhg3s\/jUPyNujV2VZdq8kUzmDd8kV++Tki5RpF8M1CVs79n1srg6i4ZbjeuZSuYd4veW1FwCA7K7BAoZwwzvnJp2zAEhRcEngQJnA0lp1iNAxHgSJz82ik\/3Jm2OqjOVNUXtV0F2KliiU8yrcN11BZizZr+y2rC86VD06bU1qsiPnDqOyQvpM1gcxBsgzAAdsb5RUsW6HMCL8wAp+8tj75LT2iRYFbjUWJuOtnzb7nXO\/Hj4TE8eWPizQ4WWv\/EnZ3p1aS11dvSMrHIoYKoDpUFrArlvoL34RcVt2rlzmmUb06OgC\/sgiU3pGlfje5B53bdulO+0rkhmZkYZWTRQo0tk1IFso4Tow+0aYIbr3CooU2Kj0bBka\/PqgWt9Zjxm6E80YptWc7Ko72aFdu4VHasjOM36uioi3dEpBXYHPYFSQENiSbac5LXpJTw1VEbOQuL9GiuPRtTY0yWYDtFVZWA7mmf8A1rD5dFBF1QKQLi5cliTuAL3uOQG6No4JQwJUgE5Lq1us9WoAAwuL5Chty8ZdaqvKLQpxND0gqrRZnWglXPWZKhdMzDKlPJTQ\/ULAkjvnDtPZVFErLTUu9N2znPZqaXUoSluumUkFt4I8ufAVayHNQxDqz+hzhytQnOpNyGG9VF917AyE4ustBxem+ZOtUKsauWuczor2swJXUm\/HXgGw1MJOk+SHFoqM0S8gzRwebShZ7Hf6RQP+tS\/yLPa54Zst7VqTcqlM+TqZ7nM+btDIdCwhCKLnnlcytxW6WNeV2K3RBYwvSHtjwPxk2y9k56FWu+irTfIN2ZwpsfAGwHM+Gr9oYX0uJp072zE3PIDrMR32BnVt\/GI+GApaIlYUhY9VglO9+8XOnheOi+EhcuzNMZHhm64\/mfFG\/wB+2KTI8P2x\/MHyNHIqXKPJAZzA6yQNGlCbPFDSG8UNACYOecUv3yDNDNK7Vd0W3yqrJs0M0hzSwwK0G0fMG726p8DbTwMic9kbq\/gXOW1WcpaOVyNQbGXq7MpD6l\/Fm\/OTJhKY+ovkD8Zjlrsf4bM\/+3FdJlEm0HGXrt1CCtzcDLfLYchc6btZMcfUdCmQFSB2VIsQSb9WwJNze95fIijcoHgAJIDM71eNu1BcEPWv0jMLhKp3I3tFvjJ02ZWP1QPFh+BmhvC8s\/8AITfSQp6qfpIq8LshwyksgswOlzuIPKe0zzCmfjPT1jMOeWW3L0a9JklNOx0IQjzYeeV5XYoaSxryvxR0iCxjcfi\/Q4inUy5sufS9r3XKbH2y5fF4TE0XW6hrM4Q9R\/SBDZtDZzbTQmZ3pH21\/q\/5ZTiNirQthIqJ6\/8A7in3H8DJCZHS7R9en+X4x6Klmp1j80gvrJLxpWiTNFzSIGOBgFEmaLeR3hmgQSXheR5ot4AWOC2m6WHaXkd49U8PCX+ExiVBdTrxU6MPEfjMfmiq5UggkEbiNCJkz6SOTlcMRk08Zcrhm4EcJn8Bt3ctX74HzAfEeUvadRWGZSCDxBuJycuGWJ00YJ4pQfKJIQEQxVix4bSeppuE8qvoZ6nQ7K+A+E36R9nR0PslhCE2nQPPq8rcUNJZ1xK3FDSILmK2xhmqVUppbM5Ki+gG7fbhOPYmzUr+mXOwdKZdLWysRcda4va5TdbfLdx9Ko+s\/vQ2nJ0GQis7EdVKTZjyuy2B+633Y2L4FS7M7fSRIesfXp\/GSLuHgPhIEPWb1qfzCORBaGKGkROseDoeQ393jG2RQ8GOzzn9Iv2h5zTYDa9KhgHRCrYiu5BBW5pUwoW9yN561rfbvwkNgUV4XkYaLmkhQ+8LxoaF5JFDgYuaMl5sTZyOvpHObUjJwBH2ufA+2KzZVijuZSclCNs48Bs56puOqv2zu\/pH1ppsDgkpLZb3O8nefyk4i3nEz6qWXjpfg5+TM5\/A+8QmJeITM6Yhi30PhPU8J2E9UfATysnSep4H92nqL8om\/R9y+jdof5fR0whCbzomArytxW6WVeVmJ3RBZmM2tiPR1qb\/AGHzEcxpceV517X2zh0oumGy56185VStg3aZtB1iLi3C5PjW9Jd48T8JQXjYq0Ul2DGQDtN4p86yRjI13t\/Qf70jkVRYPvm6\/RQ37et\/LX5xMG03P6Km+k1R\/o38nT85d9AaXavTPBWrUnL519JTN6ZIzrmQ2Ivpcb5nsNh0\/wCBM5RM6sevlXOPpSjtWvu08JbbQ6AUHarV9NWDM1SoR1CuZizkDqXtc+MrsCM2wX8W\/wDkKZTj0Ba7N2VgMJhaTYtKReqFLPUTOc7rmKr1TlVRpcWGlzqZWYfYGEO01pKgeg9A1lXOWW7EgZHU3K9UkanfL7D4SjtPAUg5syqozL2qdVFyMLcQeR3gg6aGZjols18NtRaNTeqPYjssjKWDLfgddOBvBMCvwvR39Yx9XDU+olOpUzHVslNHKgDNvPZAueN9bGbbE\/o9wbIUTOj20fOXN+BdCbEHuA7rSHo8RTq7Vr2uyVHNu5BUe3tJ908zobQqrVGIV2FXNnz36xYm5vzB4jdbSW5ZFHf0V2QMViUoszKpV2crbMAqm1rgjtFRqOMucRgBgsY+GDMyOiOha2a5B32AG8ONBwE6P0aIEbFYlhpTpWvw6xZ291MecOnjmpRwONXQvTAY8QxVaij2H0nlF5Y74uL9lJx3RaZPeKDIqNQsqsQQSASDvBI3R9555qnRyWqHXheJEgiBTPU9l\/uafqL8onlRnqWxzehSP+mnyib9F2zdou2d0IQnQOgYCvKzFbpZV5WYk6TOXMftLDCpWp02JAd7Ei1xod19JaUuiuEXtu59aoq\/KBKHpLvHj+EzoUch5R0FwLl2Oq6EjvPxkF9T4L7nUx7mR31Pq\/BgY0qWDGbL9F72xTj\/ANO\/uqUvzmKZpcdGNufqdVqopipmRqeUvktmem+bMFb\/AMu1rcZd9E0S7dx9ZcTiAK1QAVqosKjgAZ2FgAd3dNXsr\/uOr41P8qzA7QxXpatSrly56jvlvmy52LZc1he199hLnCdJymCfBeiBD5uvnIK5iD2Muu7nxkMKLHZGz8fhWoV8MruldKTkICyMHVWKVVHZtc2fhvuNRNptQqNq4Qi2Y0awPPKA2W\/tL++Y3YXT+ph6S0XpLVVFCU2D5GCqLKrdVg1hpfTQa3OsrB0rqHGDGOisygqqXKqqFWUKGsTpmJvxJO68imwpm56OYhTjto4Z91Rs4HEixSpb2OkyS9BMZ6b0WQZM1vTFlyZft2vmvb6tr385T1tuVDiji0\/ZuXzgA5gLixU3AzAi4PcZqqv6TaxSyYdEe3bzsyg8whUeRY+2Tygplt0NwlGngK\/6w6rSqValNnZsgKC1G2a\/Vuwcb+MscZhMK+BCYZkqU6DhltU9Jla5Ju1zuFQmx4W7pjcFtJ8ThUwz0wtNHzs+Y3qvmd2BWwABZ8x8LeFvgMc9IVFVVZKqqrAkgqVDAstuYZR\/QJizaiKbhfpmXLlim4kN4sYDFvOOc+h14XiCF4IKAmen7BP0ej\/KT5BPMLz07o+fo1H+Wnyib9G+WbNH2yyhEhOhZvswFaVuKGksq0rsUNIgYYrbdAu6ItrvUCC+4FtLmc2z+jD1qburqCGdUXKSHyEqTmv1QSCBod3CWWLYDE0Cd3pqfvNpYUc9GrgsMrcKrVMp0PUYi\/dmLHXiBHRfAuXZ50xjL7x\/D+IM6doEekqW3ekqW8M5tORjv9UxiIR3MYoiGAlyw5Y6NEeIAJeF4hheSTQ4RyEXF92l+duIHKRiLBkNG7wxTIuTsWGW3KTCZzo7jrH0THQ6p3Hivt3+fOaOef1GN45tM5OWDjNpiiEQGEQJoeI2EJKChRPTujh+jUfUX4Ty8T03oyfotH1RN2i8n8GzSeTLW8IkJ0TeYKtK7E7pYVzK7EjSIGGH6SMRYg2IYEEbwQDrKwbdriqa+cFymTMVXRd9gLWGuvtPOXG3qDOQq6sWFhpqToBr4ykr7GxK76FT+lC480uI6HRSXZVvIm3H1WktUEEg6EaEHQgjeD3yJxpf+Fx5AH8owqjvJiiNjhLFxyxxEbFvJJEMBCEiwCOESEkB6tYgg2IsQeItuM2WzMaKqBvrDRhyP5HfMXO7ZWN9E4P1To3hz9n5zLq8P6kbXaM+fFvjx2jYxbxoMWcM5Y68QmJC8AFnpfRY\/RaXqn5jPMxPS+ih+iUvBvmabtH5v4NekX7n8FxCMvCdI3UYSvK7E7pY1pW4mIGmN23Xam6unaVwRcXG46EcpJR6csLZ6CNzKuy+QKt8Zz9I1J0AuSwAA1JJuAAOJmYffbiI6C4Fy7DHVg9R3tbO7vblnYtY+c5ibi1\/qv5lf+gjnMYPwb5TGFV2d6wgu4RAZIwfmheNjhCwoAY6NiiAULeES8WAULFjBFvAKNL0ex2YeiY6rqvevL2fDwl3MRs9WNRAhs2YWPLn7rzbXnG1mNRna9nN1MFGVr2LC8beF5kM4onpPRA\/RKf9f+R55reekdDz9Ep+NT\/I82aPyfwatL5P4LuESE6RuMFXM4MSdJ315W4k6RIwye1f3lP+bT\/yCV+3l+j09NRXxQ7\/AN6TOzbr5SHtfK6Nbnla9u7dLNekWCxAC10APAVEzqDzVwDbx0jo9C5dnnVSMp\/\/AG+Uzq2rkFWp6O2T0j5LG65M5y2PEWtOWkdR\/V8pjSEdoOg8B8IojEOg8B8I6AwdHXjYpgShbxbxsIEjoXjY68CB0S8S8dTQsQBvOg9si6IZe9GsN2qh9Vfix+A85oLzmwdAIioOA8zvJ87ye84efJvm2cnLLdJsdCJeLeJFiT0joafoieNT\/I883vPRehh+ip6z\/O016Tz+jTpvJ\/BfXhGwnTN1GErSsxR0llXlXior2MMd0i7J8R8ZmGM0\/SLsnxHxEy7xsOikiBzEobx4n5TEeLht48T8IwqjpQ6DwHwjrxtPsjwHwiiSMHqYsSmhYhVBZiQAqgsxJ0AAGpJ5TvbY2JCZzRcKcliRYnO2RLKesbtYaDS4va4vBJwxZe4fojinFyip1lWzuAescvZXMd9ha1zmFgbzrxPRelSS9XF00cI5ZAQczjOUVbkMBoq9k65t2gJYWjLxY28WSSKJbdHsPmfOdyD+47vxPlKia\/ZGGyU1B7TdY+J3D2CwmXV5NsK9vgz6ie2Nfk74Axt4s4xyx94RsdAlIDPROhh+ir61T5zPO56D0Lb6MO53+N\/xmvSef0atN5fRoLwjYTpG4w1eVeJMtK8qsXFljH9IeyfZ8wmWeajpB2G9nzCcWIwCnDLUAFwoO43FiSbncbi\/fujYlJGbqRcL2h4\/hG1IuF7Q9YfjLlUdVLsr4D4SWmwBBIuOUjp9lfAfCPRLkDnB9DY9qi72bt9aNMJ+rhitVqob0jJqytTIIA+wxUWOh1i7S6VYmtoSiC6t1EsQysGBDEki7KhI3fs1033l6PbEoVUepXqMgSpkPWREIyZiQzall7VuQA3tp0X2dTeurAujJSCFMznMGdnZHJBG6mSLjey7hIQPsz+L2jVqX9JVdrm5DOct946u7lw4CSYbZFdyAlF2uAQVW62YKR1tw0ZdCdLi8vB0oo08ow+ERQq2BqBS1yOsbgE6tf62vw48T0sxb7qgTeeotjr\/ABNdufHiZYjkrMfgalFglVMjZQ1rg6Ne27TgZzybEmo7A1M7O9spfMWYE2XLfUi+gtLLA9GcTUK\/s2RTa7vZcqmxvlJBOhuBxse+BJUKbG80+z9sI9leyP8A2t4Hh4GV229jfqwQM6O7NUuFN8qLkyZhvBJL8xoORlSBFZsKyqmKyY1Ncm7jpRdH6lZtDqg0u28dynjNAKc4+XG4S2t2c3JHbKmxsUR4SSJTlKYvciK03PQZ\/wBg6\/ZqH3qp\/OZBMOSbAEnkBc+Qms6I4OrTZ86MqMFPWFusDpoddxM06aMlO6H6Ztz64NOTCJCdGzpGIrytxK6GWlVZyVEvF3yXowfSEdR\/D8ZUpisuHKG4Y3sNesrjf4DrHymn6UbPbI7gaWF+7UCUXo0qIAASFHD94h4i31lO\/ieQ5Ng+CkjL1I\/BjUeuvvvG1lINiCDyIsR5x+DOo9db+ZjCp0p2R4CKDEUaDwjkaxB3yS8eyWjhHcFkRmA3kKSN6Ai\/E3dNBr1hzlvgOi2JqqWCFOyVz2TODvIvqABru1G6R7I6RVsNnFILZnD2YXsQpU2tbeCt\/UWR4nb+JqAq9Z7G4IWyBr77hAL3OpvvJJ4yEDu+C8\/7K0aIV8RiUUWVWp72zsArW6ytlViTa17LrxkOExGzqTMjI9dBVBR2F7IyUs5YdXNZlbQpuvp1jfLsdbk6nUnjrziK2Y5VBZvsqCx8hJ49hTZrNo9L3Y5cOiUkVxkcL1yqMcl+A0Oq2Oht41eM21iKwCvVYgX3HKCGy6ELYEdUcI7BdGcbU7OHZB9pyEHk3W90u8L+j6udaldE5hFZ\/ecsh5YoNjMl6NZabK2NnOd9E4Di\/h3d82WD6BYdCC71KluBKqp8QBf3zRYfZtJBlVABy3jy3ROXM5Ko8f2UninJUnX9mYw2FY2VEOmgAG72b5b4bo7XfeoXvY2\/6+6aTBIBuAHhpLJDMscC7ZnWhivJtlBhuia\/Xc+Cj8T+UtsPsHDp9TMebEn3bvdO9THR8ccF0hscEI9ISnTVRZVCjkAAPIR8S8QmXGi3hGkwgBkKokRSdLiRWimNSOXF4RaiMjbmUjwvxnle19n1cNUKtdT9V1uA45qfiJ69aRYzB06qFKiB1PA8O8HeD3iTGVBKNo8MxlZnYs5u1gL2HAWG7uiYXePXT4z0TGfo7RnulcomvVZc7A20sbi4vzlTW6AYlHX0bJUXMCWBylcuuqseN+BO6PWSIvZIzgFtPZ741nAm4wH6PWNjiK1v4KYufvsP+WaTAdF8LRIKUVZh9Z+u3iM1wPYBKvKl0WUH7PLcDs7EV\/3NF3H2gtl+8bL75o8B0CxD2NWolMclu7+6yjzM9JEURbyt9F1FGZwPQXCJq4eqebtZfupYed5o8JhKdIZaaIg5IoUe4SS8WLcm+y1DrwBjbxZBI+8BG3iM1gSBe0lcgWGG0nakrkr2UEg6m3Vu3gd0npYtSQLNvtqpA01MbFUKkWCmOBnCuPXTqtr3DTS+uv8Avfu1j2xyjg3l\/vlJKHXeF5yHGrybyH59352h+uLa9m323a+NuUCDqhI6NUMLgH2wgSZqpIxCEUxqCOEISCwR4hCACiLCEAEMIQkAEUQhAkIsIQAUR9OEJZEM66Jt\/u\/xnVTiwl0LZ0LHRISwthFEIQJEhCEAP\/\/Z\" alt=\"Diccionario f\u00edsica. diccionarios oxford complut - Vendido en Venta Directa  - 53328873\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">El Diccionario Oxford-complutense de F\u00edsica explica que, cuando se viaja a velocidades relativistas, cercanas a c, se produce lo que conocemos como\u00a0<em>contracci\u00f3n de Lorentz-Fitzgerald<\/em>\u00a0que se concreta en la contracci\u00f3n de un cuerpo m\u00f3vil en la direcci\u00f3n del movimiento. Fue propuesta independientemente por H. A. Lorentz\u00a0 (1.853 -1.928) y G. E. Fitzgerald (1.851-1.900) en 1892 para explicar el resultado negativo del experimento de Michelson &#8211; Morley. A la contracci\u00f3n se le dio el marco te\u00f3rico en la teor\u00eda especial de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> como antes hemos rese\u00f1ado. La ecuaci\u00f3n est\u00e1 definida de la forma siguiente:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" loading=\"lazy\" title=\"contraccion_l-f\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/contraccion_l-f.gif\" alt=\"contraccion_l-f\" width=\"86\" height=\"20\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">De donde se sigue que,\u00a0<em>L<sub>0<\/sub><\/em>\u00a0es la longitud en reposo (por ejemplo una barra),\u00a0<em>L<\/em>\u00a0es la longitud cuando el objeto se desplaza a velocidad\u00a0<em>v<\/em>\u00a0y\u00a0<em>c<\/em>\u00a0es la velocidad de la luz. La mec\u00e1nica cl\u00e1sica estudia los fen\u00f3menos a una escala tal que\u00a0<em>v\u00a0<\/em>&lt;\u00a0<em>c<\/em>, por lo que estos cambios son apreciables.<\/p>\n<p><img decoding=\"async\" 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\" alt=\"15 raras fotos que prueban lo aterradora que puede ser la naturaleza - TKM  United States\" \/><img decoding=\"async\" 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Todo ello, se produce en un medio que no conocemos bien del todo, al parecer existen algunos par\u00e1metros desconocidos que hacen que las cosas sean [&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":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27247"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27247"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27247\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27247"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27247"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27247"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}