{"id":27552,"date":"2025-10-09T12:08:53","date_gmt":"2025-10-09T11:08:53","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27552"},"modified":"2025-10-09T12:09:03","modified_gmt":"2025-10-09T11:09:03","slug":"la-naturaleza-nosotros-y-el-tiempo-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/10\/09\/la-naturaleza-nosotros-y-el-tiempo-5\/","title":{"rendered":"La Naturaleza, Nosotros, y, el Tiempo."},"content":{"rendered":"<p><img decoding=\"async\" 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\" alt=\"Las cuatro fuerzas fundamentales | Beatriz P\u00e9rez Trigo _ FQ\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El lenguaje de la F\u00edsica \u2013 Constantes fundamentales. \u2014 Steemit\" width=\"333\" height=\"198\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Somos como nos ha moldeado el Universo y supeditados a las fuerzas fundamentales que lo rigen y las constantes universales que son esos par\u00e1metros que se mantienen constantes sin tener en cuenta lo que suceda a su alrededor.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.muyinteresante.com\/wp-content\/uploads\/sites\/5\/2025\/07\/ModeloEstandar.jpg\" alt=\"Modelo est\u00e1ndar de las part\u00edculas fundamentales: todo lo que tienes que  saber\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<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\u00a0 conocidos y otros desconocidos que hacen que las cosas sean como son.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.olhardigital.com.br\/wp-content\/uploads\/2019\/10\/20191008110627.jpg\" alt=\"Las leyes de la f\u00edsica pueden no existir en el &amp;#39;l\u00edmite&amp;#39; del Universo - Olhar Digital\" width=\"645\" height=\"410\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Especial Teor\u00eda de la Relatividad\" width=\"380\" height=\"285\" \/><\/p>\n<p>&nbsp;<\/p><\/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 Relatividad 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;\">&#8220;De acuerdo con la hip\u00f3tesis de Dirac, la similitud aparente de estas relaciones podr\u00eda no ser una mera coincidencia, sino que podr\u00eda implicar una\u00a0<a title=\"Cosmolog\u00eda f\u00edsica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Cosmolog%C3%ADa_f%C3%ADsica\">cosmolog\u00eda<\/a>\u00a0con estas caracter\u00edsticas inusuales:<\/p>\n<ul>\n<li style=\"text-align: justify;\">la fuerza de la gravedad, representada por la\u00a0<a title=\"Constante gravitacional\" href=\"https:\/\/es.wikipedia.org\/wiki\/Constante_gravitacional\">constante gravitacional<\/a>, es inversamente proporcional a la\u00a0<a title=\"Edad del universo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Edad_del_universo\">edad del universo<\/a>:\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/16a3139f7953277b6d2e1791a830a49971a96028\" alt=\"{\\displaystyle G\\propto 1\/t\\,}\" \/>;<\/li>\n<li style=\"text-align: justify;\">la masa del universo es proporcional al cuadrado de la edad del universo:\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/10a37d1f76d9cc7ce773009db9e9ff07104b23b1\" alt=\"{\\displaystyle M\\propto t^{2}}\" \/>;<\/li>\n<li style=\"text-align: justify;\">Las constantes f\u00edsicas en realidad no son constantes. Sus valores dependen de la edad del Universo (hip\u00f3tesis).&#8221;<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBISEhUUEhUSGBIRGBgSFhYVGhkVEhgYGBgZGRgUGBgcIS4lHB4rHxgYJjgmKy8xNTU1GiQ7QDszPy40NTEBDAwMDw8PEA8PETEdGB0xNDExMTExMTExMTE0MTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMf\/AABEIALQBFwMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAABwgEBQYDAgH\/xABLEAABAgMDBAsNBQcEAwAAAAABAAIDBBEFEiEGMVSTBxMXNUFRYXOy0tMUFRYiMzRxcnSUs9HjMoGDkbFCUlOhtMHCYmPw8SOk4f\/EABQBAQAAAAAAAAAAAAAAAAAAAAD\/xAAUEQEAAAAAAAAAAAAAAAAAAAAA\/9oADAMBAAIRAxEAPwCYosQNa5xzNBcfQBUrh91myP4sXVP+S7K0vIxfUf0SqeoLH7rVkfxYmqf8k3WrI\/ixNU\/5KuCILH7rVkfxYmqf8k3WrI\/ixNU\/5KuCILbZO2\/L2hBMaWLnQw4sq5pabzQCcD6Qtso52Dt6jz8TosUjICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgxbS8jF9R\/RKp6rhWl5GL6j+iVT1AWwgWRFe28G4LDgUvCuaqmzIybkGyjhGDb5GFfQghONBcw3XChXmt\/la+GYzrmapotAgsNsHb1Hn4nRYpGUc7B29R5+J0WKRkBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQYtpeRi+o\/olU9VwrS8jF9R\/RKp6gLJhz0RooHGixkQfT3lxqTUr5REFhtg7eo8\/E6LFIyjnYO3qPPxOixSMgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiD4c0EEEVBwocxWALDk9GltUz5LZIg1psOT0aW1UP5LCdKSAJBlpfA3T\/wCOH+419c3E4cq36+bg4gg1ErZklEbVstL4GmMOHyHgFOFZHeOT0aX1UP5LOaAM3\/OD+y+0GPKykOE27DYxja1oxoY2p4aDhWQiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgxbQJEGIQSCGOIIzg3TiqpeEs\/pk5ronWVrbS8jF9R\/RKp6g2vhLP6ZOa6J1l+jKS0NMnNdF6yWZZZiYuzcS6BljsA4EHPeEs\/pk5ronWTwln9MnNdE6y2doWKKVAXNRYZaSDnCDr5+3pwWdJuE1NB7400HOEWIHODRL3QTeqQKmnpK0XhLP6ZOa6J1ll2jvZI89N\/pLrn0G3blHaJzTc4fxovWX263rSGJmpzXROstzktYgi0HCV01r5JbXDvEcCCO\/CWf0yc10TrLaZN5Qzzp2Va+amnNdMQWua6NELSDEaCCC7EELQ2nADHkBZWS3n8n7TA+I1Bl2plHPNjxg2bmwBEeABGiAAB5oALyxPCWf0yc10TrLGtfziPzsTpleslZEWL9kIPTwln9MnNdE6yeEs\/pk5ronWXq\/JuO3O0r78GY929QgcoQY\/hLP6ZOa6J1lMmwfaEePAmjHixYhbEYGmI9zyAWnAFxNFBszLOhmjgpq2APN5vnGdAoJbREQEREBERAREQEREBERAREQEREBERBi2l5GL6j+iVUCEKuA4yrf2l5GL6j+iVT9jqEHiQd1ZzA2HXiC32T+S0aehxIrXtaIdQAc5NK05FzVkzTXMpxhbKWjzEIObCiOayJg4NNAfSg8oVTeY7EtqPyXJW7DAfULrMIbTU4nOuPteYvvoOBBn2jvZI89N\/pLrn10Fo72SPPTf6S659B0GTuUj5RwNKgLprd2RzHh3GsINKLAyLsKDFeDFofSu6ynyVkhBrDa0EBBCcxHc9xc7OVsMlvP5P2mB8RqxbTlhDiFozLKyW8\/k\/aYHxGoPyZhh05FBzba\/plTXsd2DCey+9oN3gUIz0W5NxXcUWJ0ypQyHywbAaASC05wglqJYss6lYbMORfMzYsu9hbtbRhgQFzMxsiy7aUArw1K+Y+yFBMMlgF4jjzIIty9s1kJ7gAMCV2WwB5vN84zoFR3lfbW3PdQ4uKkTYA83m+cZ0CgltERAREQEREBERAREQEREBERAREQEREGLaXkYvqP6JVPVcaZhX2PbWl5pbXPSoIqod3DTp493+qgiWUnHQzhm4lt2W9hjVSHuGnTx7v8AVTcNOnj3f6qCMJy13PwFVqyaqY9w06ePd\/qpuGnTx7v9VBHdo72SPPTf6S659TpM7EBfLQIHdgHc740S9tNb22iHhd2zCm18ZrVa\/cNOnj3f6qCObFtoweGlFuZ3Ktz2ULv5rrdw06ePd\/qpuGnTx7v9VBEU3MGI4uKzslvP5P2mB8Rqk\/cNOnj3f6qy7L2GjAmIMbu0O2mIyLd2i7euODqV2w0rSlaIIctbziPzj+mVjQ4rm\/ZJHoU0TewoYkR7+7gNsc59NorS8SaV2zHOvDcNOnj3f6qCIDMP\/eKd0P8A3ipf3DTp493+qm4adPHu\/wBVBDhNc6nDYA83m+cZ0CsLcNOnj3f6q7nIDIzvTDjM2\/btuc11bm13boIpS86udB16IiAiIgIiICIiAiIgIiICIiAiIgIiICLxmYtxj3Urda51M1aAmiiIbOLdBdrh2aCYisF0iT+2RjewABqWhtfTQZ+UqK93Fmgu1w7NN3Fmgu1w7NBLUrL3ARUkVqOTAYfyWSoc3cWaC7XDs03cWaC7XDs0ExooqmNl9rJaBH7kJEd8aHd20eLtW141uY12z+Swd3Fmgu1w7NBLkzBvilafdXhB\/ssZ0iSQb58VxcKCmLnVd\/8AP7qMoOzRf+zIu1w7Ner9mFwFe4Ha4dRBK6\/VDp2b2g0Mi6vPDs1kWZsyNjx4MESbm7dEZCvbaDdvuDb1LmNKoJaRRDNbNTYcR7DJONxzmV24Ct0kV+xyLy3cWaC7XDs0EqukzUkOpi05gcW5vTw\/mvWBAuE4kg8GYDFx\/wAqfcFEu7izQXa4dmm7izQXa4dmgmNFDm7izQXa4dms5uy6DKOme5DRsdkvc20V8Zj3363P9FKcqCVUUObuLNBdrh2a+4WzYHmjZFx\/GHZoJgRRO\/ZhcBXuB2uHUWKdnBozyLtcOzQTEihzdxZoLtcOzWdbWy+2VmY0uZRzzAiPhXttDb1xxFaXMMyCVUUObuLNBdrh2abuLNBdrh2aCY0UObuLNBdrh2abuLNBdrh2aCY0UWSey4IktMRxKECVMEFu21Lttc5ufa8KXeWteBa\/dxZoLtcOzQTGihzdxZoLtcOzTdxZoLtcOzQTGihzdxZoLtcOzTdxZoLtcOzQTGiwLEn+6ZaBMXbvdEJka7W9dvtDrtaCtK0rRfiD2tLyMX1H9EqnquFaXkYvqP6JVQ5ZtTU5miqD7hwQBV35fNfV5v7rV+OJceUrfS2ThLQXvDS7MEGiLGO4KHjGb8ljRGFpoVsbQkXwH3XfcVjRBeZytx+5BtrR3skeem\/0l1pIDQ54BzErd2jvZI89N\/pLrnwUHb2ZAhgCtFnxmQiMC1cLJ7ZFe1jXGrjQVzLf5SZLTUgxj4jhR4DhTPig1ltwWjEUzr4yW8\/k\/aYHxGrWxIrnfaJPpWyyW8\/k\/aYHxGoPC02F0zGDRU7bE6ZX0bKiAVINPQumsyzhEmYziMTFidNy6S0bPbDhjDOgjAyZ5V9w7Pc40Fa+hd5CyVmorQ+HBcWOzGid54kvEDIzC12fEIOCmLNiMFSMFtYe88T26F\/TxV3FqWS0w604FydoS9yzIo4O7oR\/9eKg5FdbkXItjPDcKkrl4MBzzRjSTyLd2K6alIjXiG+lccEEqWxkk2HBvkDNVQ1bEMNiEBShlBl3FjSwhsY68RTMoxjWbMuJc5j8canBBrlvsud8532iL0ytG9pBoRQhbzLnfOd9oi9MoPyx7BdGxoceBbaPkdFZ+zgeRZmQ9uQYbmiJQUpWqluYtqznw2m+yuHCEENsyMiFt4tNPQubtWzHQXcNFYK08oLPhwPFewmnGFB2VVqw40Rwh5q5+BB9WLvZaXrSfxIi5pdLYu9lpetJ\/EiLzycsPugiorXMEHPL9oVMbdjJz2XmtoaVWuZseRC67Q56ZkEWURTLMbGhhwy4tqaYqNsoLI2hxoMBnCCymRe9kj7LA+E1EyL3skfZYHwmog2VpeRi+o\/olVFlf2hxhW6tLyMX1H9EqoEN90gjgQZMB917XHMCFI9m2mxrIl1sFwjsDKvxcz\/U3lUcOaCKtzfovxr3jAOIHIg3OU8yx72taQbgoStNmY70UX41hJXzHeKXRmGc8ZQbi0d7JHnpv9Jdc+ugtHeyR56b\/SXWigsvOA40HvZ0MOitDnFgJ+0M45V2GXFnwIcKE6HPRY5uirHuvBp4gtRLZPiIKh2KyHZLn9p\/6oOUW1yW8\/k\/aYHxGr5tKz2whgT96+slvP5P2mB8RqDsrDjtEeLzsTpuXQ248OY0jgUa98jBmo1c22v6ZW7i5QtdDpWqCWLIy6k4cvDa8ua5rQ0gDi4Vz+V9vwZyLD2nFsMfaOc1UYPtGpzL3lLWuOBIwQSLPx2iFTkXDW28GzItNOhf08Vedp5RgtoDXkWG6IX2TFcc5noX9PFQYNh2gyE7xxhWq7Lw1gXQxsMOccMyjZdbkJIMiRmuiUoDw+lBvoltOhNER8v4pxzLEtHLKBFZQMun0KWMpZWUfKXQ1lQ3DjzKutrSwhxXBuauCDxnIwe8uAwK22XO+c77RF6ZWhW+y53znfaIvTKDFsmxI004CGM\/Cuy3LZ0MDi+leCh+a+Mi7VZCunDCi76ey8ZdDQRgg4Ce2L5yGy\/fvDPSh+a4ifkIkBxa8ZsK8Cnbw6Y+EWkjNRRTlfOsiOcRSpKDxsXey0vWk\/iRFvsg51jC2tMKLQ2LvZaXrSfxIi0cnOvhGrT9yC10C2pe4HF7RQZlgjKmWv5xxVwqq5Oymjlt28QOQrw7+Rf3nfmgs5aNty4hOo9pqMygTLibY9zqUxWl8JY927eJHKVqpmadENXFBanIveyR9lgfCaiZF72SPssD4TUQbK0ATBiAAkljgAM58U4KqPg5P6JN6mJ1VbhEFSWWBaDc0rOD8GJ1V695rQ4ZOa1MTqq2BWC6ZeCfEJoeAHEXR\/OtRXk5UFW32HaBw7kmwOIQYg\/xXl4OT+iTepidVWvlYrnA3hdINOHHAGuObOslBWS0LDnDZ0m0S0yXsjTRc0Qol5ocJe6SLuANDT0FaRuT0+CCJSbqP9mJ1VbZEFZ7PgTzB40pNj8GKf8AFZsUzhFO5ZvUReorBzERzRVrbx4vvGH5E\/ksd02+oowkXiCaOGF6jSKjOQgrJP2TPxD5pN05mJ1V75NWBOtnZVzpWaa1sxBc4uhRA0ARGkkktwFFaREFUrUyenXR4xbKzRBiPIIgxCCC80IN1Yvg7P6JN6mJ1VbdEFSPB6f0Sb1MTqp4PT+iTepidVWpdMOBILDQXcQHHAnxs3Fgf+l7QIrnEgtIpw4ivjOHDyAH70FT\/Byf0Sb1MTqrfw7CnO9T2dzTV8zkN4ZtUS9dECKC67drSpAryqzKIKj+Dk\/ok3qYnVW2seRn4B80mxT\/AGYnVVol4TLy1tWipxoMc9DTNy0H3oIGmZ+fey73NOaiL1FyE7Ys\/Ede7km9TE6qs9Em3ipawmhGcOGFMcafzHF6FsAUFSPByf0Sb1MTqreZZWDOPtGceyWmXMdHiFrmwnua4F5oQQ2hHKrOIgqXCsO0WfZlZwfgxOqvU2TaXDKzepidVWvWDHjvBIDSRQ0NHHxr1ADTgIxrwfkgq93ptLglZwfgxOqvB9gWg41MrNk8zE6qtZBjOc4gtIAxBoRhhSoPpP5FZSCs9l2NNMs20Gvl5hrnulbrXQ4jXOuxH1ugjGlQuZ7zTWjzGrf8lb5EFQe801o8xq3\/ACTvNNaPMat\/yVuYriBUCv5\/2WEyecRixwdRuFx+cmjhUNphx8HCgqn3mmtHmNW\/5J3mmtHmNW\/5K3UJ95oNCKgGhzivAvRBpMj4ZbZ0k1wIc2WgAgihBENoIIOYot2iAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg\/F+oiAiIgIiICIiAiIgL8X6iAiIgIiIP\/Z\" alt=\"Modelo at\u00f3mico de Dirac Jordan: caracter\u00edsticas y postulados\" width=\"412\" height=\"266\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSr21B0D-h9z3GLh-jLzKrrpCcBvTuKW9dt5Q&amp;usqp=CAU\" alt=\"\u25b7 Ecuaci\u00f3n de Dirac | La ecuaci\u00f3n m\u00e1s bella (i\u2202 - m) \u03c8 = 0\" \/><\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">&#8220;La LNH fue la respuesta personal de Dirac a una gran cantidad de &#8220;coincidencias&#8221; que intrigaban a otros te\u00f3ricos de su \u00e9poca. Las &#8220;coincidencias&#8221; comenzaron con\u00a0<a title=\"Hermann Weyl\" href=\"https:\/\/es.wikipedia.org\/wiki\/Hermann_Weyl\">Hermann Weyl<\/a>\u00a0(1919),\u200b que especul\u00f3 que el radio observado del universo,\u00a0<em>R<\/em><sub>U<\/sub>, podr\u00eda ser tambi\u00e9n el radio hipot\u00e9tico de una part\u00edcula cuya energ\u00eda en reposo fuera igual a la auto-energ\u00eda gravitacional del electr\u00f3n:<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/15bae901ea5c75af8c67da4744dd678ea9544d52\" alt=\"{\\displaystyle {\\frac {R_{\\text{U}}}{r_{\\text{e}}}}\\approx {\\frac {r_{\\text{H}}}{r_{\\text{e}}}}\\approx 10^{42},}\" \/><\/p><\/blockquote>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/63e4e7fec74627b52bb18ae8dd196abad052bac8\" alt=\"{\\displaystyle r_{\\text{e}}={\\frac {e^{2}}{4\\pi \\epsilon _{0}m_{\\text{e}}c^{2}}},}\" \/><\/p><\/blockquote>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/c33cca9d3765be1c6cd19355cf5aaef2352eddf3\" alt=\"{\\displaystyle r_{\\text{H}}={\\frac {e^{2}}{4\\pi \\epsilon _{0}m_{\\text{H}}c^{2}}},}\" \/><\/p><\/blockquote>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/57e0ec9f269202916623e4417f7409a171489cff\" alt=\"{\\displaystyle m_{\\text{H}}c^{2}={\\frac {Gm_{\\text{e}}^{2}}{r_{\\text{e}}}}}\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">donde\u00a0<em>r<\/em><sub>e<\/sub>\u00a0es el\u00a0<a title=\"Radio cl\u00e1sico del electr\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Radio_cl%C3%A1sico_del_electr%C3%B3n\">radio cl\u00e1sico del electr\u00f3n<\/a>,\u00a0<em>m<\/em><sub>e<\/sub>\u00a0es la masa del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>,\u00a0<em>m<\/em><sub>H<\/sub>\u00a0denota la masa de la part\u00edcula hipot\u00e9tica y\u00a0<em>r<\/em><sub>H<\/sub>\u00a0es su radio electrost\u00e1tico.<\/p>\n<p style=\"text-align: justify;\">La coincidencia fue desarrollada a\u00fan m\u00e1s por\u00a0<a title=\"Arthur Eddington\" href=\"https:\/\/es.wikipedia.org\/wiki\/Arthur_Eddington\">Arthur Eddington<\/a>\u00a0(1931),\u00a0que relacion\u00f3 las relaciones anteriores con\u00a0<strong>N<\/strong>, el n\u00famero estimado de part\u00edculas cargadas en el universo:<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/053d04eaef8293fa8c3a6e9b24b8cbc6d94a5b54\" alt=\"{\\displaystyle {\\frac {e^{2}}{4\\pi \\epsilon _{0}Gm_{\\text{e}}^{2}}}\\approx {\\sqrt {N}}\\approx 10^{42}.}\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"F\u00edsica en tu bolsillo - \u00a1Unidades de Planck b\u00e1sicas! Al dar valor 1 a las cinco constantes fundamentales, las unidades de tiempo, longitud, masa, carga y temperatura se definen as\u00ed: | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">Las unidades de Planck<\/p>\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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Confirmado: vivimos en el borde de un descomunal vac\u00edo c\u00f3smico\" width=\"397\" height=\"223\" \/><img decoding=\"async\" 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\" alt=\"El universo est\u00e1 vac\u00edo | Vac\u00edo C\u00f3smico | EL PA\u00cdS\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Las part\u00edculas elementales\" width=\"308\" height=\"179\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"Se ha descubierto una quinta fuerza fundamental del universo? | Enterarse\" width=\"334\" height=\"187\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El espacio &#8220;vacio&#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 <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> y <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> (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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"El bos\u00f3n de Higgs | www-revista.iaa.es\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><em><a href=\"http:\/\/flickr.com\/photos\/adinges\">\u00a0<\/a><\/em><\/p>\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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"TEORIA DE CUERDAS Y SUPER CUERDAS, LAS 11 DIMENSIONES! | El R\u00edo de Her\u00e1clito\" \/><img decoding=\"async\" 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\" alt=\"teor\u00eda M | Francis (th)E mule Science's News\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Relaci\u00f3n de indeterminaci\u00f3n de Heisenberg - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"La Mec\u00e1nica Cu\u00e1ntica: El principio de incertidumbre II\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El principio de exclusi\u00f3n de Pauli - La Quimica 1.0\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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P0UuP2yvFkjtH5f3ongk9ifoT\/Gnf2odgB9KidQfWlmx4x9iq6dv8h\/h\/OpC3HY\/lRGeeT+dRn4UWwpC3TetWrdu0psi4yZFssFE53GUg4FicWUGTECI70XTe0YP2a6dWUtawtgrHlFpYjDzMxtcn\/wAQzPcPSuuXLdpUW2GVS+8GDMkyQs5gEwQwiFMHEU5d9pW8TNdOSqsWQuXlTjcBkjhQtwkLwDvO9dx57QsvtBbUFTYEmA5LqGbB0YTjbG\/2YnsSTxxXL\/VrYvFm062yqXALZVSMy\/iWpEKFCHHeCWCkH3jU19oXVSDY+4iFiXBAGysNgEcCQrAAjk5Hep6nrly6lweBE+IHILEg3pI2Iy+4DAiSgJ2JDAqFtB1u2lsI2nRyq21BJX7j5lowMsd9zPO8jYtv7SW2JLadWPkEsymMbmfGESRtxG\/EbUPSdVc+HcGnDJaS3a2LEEi4t1PNufete7v5ZEiZHb\/WrjWCGtArctlFcliAkeHxxAZGIngzHJlWOhjRdf8AupYDMRiCSjFjiAHI8PdxBIiB5323pvpvUkJZlsg+I7P5Ssp5CDHkI\/e3EDeAJJoCdbvJNtrQyWA8LuWSc2cwZJaWkRB+G1NaHrrMSDbUA5febfLOQZ95BmcV+6ABvThLdEyj6Fut6zxAv2a2xyuIAGMKkCAJGSOZM+8aVWwwMEEEevNaa91Rpb7MGRE5McfOzyCfdYFmCkbie8Cq7VzcuNcbbIzA3+HJpylsIx0A01sEQd6rn0pB32\/jV9prccDahdQ0kOfjvUzdouCSZSeGBwPxqDW\/U1atpqE+njn+prFmyFlQjTuRtncRfoiux\/Nrf4UkbY+fzq51aRatADk3X33O5VP\/ANZqv\/ZydzUtjihRh+uBXy22Pw\/X408ln0H1qWHw\/pUOZqoitrSii+HRSjGpjT+ppZDSFQgnYfXk0QWDzv8Ar4mmUtzwKcsaJ24BJAkgAmB6kDtUuZSiViWPh\/Op4fX9etWF3TwSGkQYIPl3GxEVwJA2X6\/\/ADU5lYiYQen86lgBzR2RonsZAPaRBI+kj8aE6em5pWBAP2AA\/X40a\/prqzmlxYgnJSsTsOfiCPpQyjpiSCOGG0SJ\/sfwq6PtIFO1g4m610ZXFZpdyzgHCAvAECRBMzuLSTIlJrwiiw+FEt29mOIhYyPIE8Se0wat066Ad9N9xQELqVjZuCk4uCM5MtsQVqPS+teHbS14Ge4EZgBjk5DBQk+J5xvJ9xdhTxXixZyq6Khri+oH0FQZ57g\/hVho+v27filrCv4l3xNyMAA6uFwCwRsRIjZz8qYXr+Bxa1lirqTcZPEya54mTEWwDtCFcYIHangvYnyP0U9uyx4t5SQogTLHgfP4UAuvpFXS+0SiYtHb0Zfsxh4f2X2RCAEgjINyZmZAdd7SC6htm0tufdwKjGVcMBKTicl2mfIN6rBewzb6M307r1y0gRFTYMoJDzDNmeHAnIAgxPaSNqOPaS9lmVts32m7C4Y8Ri5AHiRtJAMTG0kAUtY6PcayL3lCE3AJO7eGhd4AB2Cg8\/w3qJ6NqZKnT3QQuRHhPIWSJIjYSCPofSuo46QfV+0N24lxHW2fEBDNDFwDca7AJfYBmIGxgACjW\/aW6Lxui3ay+z2wfEeGHCQM54c9+wpSz0W+yuwtN5GVSCpDFmLLCrG8FTPpU7XRL5XLwrnIAGDyxyKkKI3IIIPpFKx4oZ6d7SXrShUW2QCeQ\/drjcB4G9x9wAeASYqKdSuGw1kqmDiCxU5x4pu7HKB5ye3Ffanol+2\/hm05MhfKrMCxQPiDHvQePgfSja3plyy5S4IYfOD6wSN99vmDUuTKUUWH+\/7rhwUtkuGBYC4D5gQYi5Hukrxwd55pbS2ogmg2ae0yE1NjxSLvRksrhfvJI+aEMR\/0hvyr63pwePw\/pTPQrG4ExuCD6EcGa06dGHvABe8QcZ\/dgE\/T860Vy8GT\/i9mcsaI9htTPUdBsDHatRpOmcSKe6j0ryTFVKFRJU1keZ3dKfkKWfSx+v1NazXaOPhVVftDsJrlkzqiVWt021selsf+pnf\/AN9KG0Owq56ha82\/+W2IH\/lpSvgngfl\/Ws5vZrBaK4WSSFALMdgB6ntFG\/Zbae8S7dwhAUf88HM\/IR6Mas9HpgEubHMqFUjYCT55P+mR\/wA1Bt6QfP8Ah+NZuaRdWIvbDe5bC7dsj9TkT+u1TGiKkhlMgxEd5iPyNXWhDWySqBiVK7gwAdjBkU+dXdMziMuRB4gLAMyBAH13FRnHtj2vCM6uguZhACDOMd59KNpIt5+UuHTEwO2SsDLAj7vpV+da4IMLsZ3yG+WfZpO\/5c0O5qngDbYqdgQJXiZPHw427Us49MVyeqFBrnUPNoqzuXAmAMmV5JBksMTG348Ure1Tl8ygAxdY+75mLAbgeUTwIJjc0\/qOp3IxhQJU7STtEbkkn3RUL+suOu1sFd9lVyOUO+57oOfjVZegx9r9At1Rxzb4ad2Y7yjeYRuRgIJ4FQbqDtj5D9w+WUnEkRKicSZ2PBEz2qwfX3SrBrUEiIxdVwAXLad9hz2nmhXOp3ssRbK8T5HnIktt8J4G\/u81WT9\/gkvj9EtR1a5BUWwCcyIH+YsfSdi20R39a+s9WY7tbDGBsSxWM2cHHjk8\/CmjqrjHNVkgRKq55cPuQdpKjbYegoVnqV8OAbRJgC3CsqjEFJbfcDLccfLmnF32KSS6\/RXVa1mwAQgg24Mlm+zgBoPvPtBJ5Ag0tZ6lcUuUtghnVlWJxVYxTiSoCgA7HkzvRU19+U+zywncq\/MYAsS0A+U+kkGZNQua\/UAMBaIyLAkJcBHiZbAzA\/xCRtO45ppv2Npev0Xt9YxW2q2iMETkkSUInH0UkQw+8NjFcXrVznwhs0E7gkkm4inuV8lwR3UsKZ6vqr6slw2lDK7woRiGa6BkhE+Yn0G+9LHqesdoFrI4BjKXF2QOciwYYz5uCJIj1B1i7M5Kujmi6i62bVu3bLvkgG0Ls4dcd92YgSdhSv8Avh7lo21tQBahjLGVCXBkS25AzLCZ9xY4pnRdU1WU+ECxNtvdugEoRg0hwFUso2WFO+3NKXuo6gW\/DNkBBaCyqXAAjBgGJyiSGPvSBHFX0RW7orem3dTb0r+EtsWri3c2MZuuLW3kE8DIwYn6bVZaLrWsBc3NO10sXdQEZQly4btwufKSY8a7sCuzbniqzp41VywLdu2ChLoCAJ8xllJJ2kkRIHOx7U7bbWvbdQnluZFgAFzNy2M3MeWWQqxJ23BEGa2cjHEO3Veo7fY+9v8A4J3JNwFjG6uW8Q9iCJERUdP1HW3PFueGGDEpcHhHFs7l13SO+966GA3APaJoWt1OsVS1y2Mdy4ZEgi4SSGXkj7X02zXiRRtM2vTIC205OXYqk+dmzBYH3ci5O+xJmKlsrFfBLV+0OqH2dwWxIVmXw4BV7ZXFh8bdxlI53jsIR1use++bhcu5VcZ3nf8Ah9BRdZ07UMTcuoSQu5McICs8y2yNvycWPYmgWe0fr5Cs3JlxihnS2O52q50t5RAFu2fj5\/x2cb1W6e2Tz+FW2iT0\/sKnIvEuelKhYHEg\/BpUf8rD\/wB1eh9HKtbAO8d4ivPtAAvJn+H4VsOga6Njwa14+TZhzQ1o0KWwOBX1wSCK5Pcbj0\/pXblwATNbt6OMyfV9Nudqpb2lnnYVptcciaROjmuHkls9DjkktlFrNOMj84\/Db+VBfT7cQK1C9Nlm\/wBTcf6jTFrpoHA+tcs5Oy1yxSMlb6a7ROw\/XanLPTQOFLH41qV0ajmgah0Gw\/Ksm2L\/AHZaRSNpW7wPgKCdJVo7qeR+J\/lX2Q7cfAE1BWbKY2D2H5UG8vqY+lWnUNUFG0\/XaqHUa\/I7RTimzSLbO3LadyaGNRgAqMAASRPqQyn8mNV+q1ZB5ofilhJANaJNdmmN+R+51K6sgGQRBjnmdiN5mjM+ogviJBZoKEwd3Jjt\/iHcb7fCqW48AlTFHbrN0rvcMtJMAc7CeNjt+prWLfbJcfSQ9Yu37fmFsSXDTzBjA7TtJbefUx8FnvahBHhnAAble6wqsT6gJE8Qp53pf9vuSBkBuWICqPieBwfTjc0jqesXQ2QeI48q7AZgCIiIuPt8flFxab7JlFrpD7XdSxA8LgmPJwxzLNz3yffj0iKM1\/VupcqBOU5A8MVyBBM7lV2HqeJqov8AWrrWirQWfYtAnABlx42HmP8Aap3es3scnuSYI3Ve5n0+A+lW69slJvpB+q67UygC+ZblsDygQ4Ja2h323ZufU\/Khte1aLZVEtv8AZg28Fy8pTHIb7kpc548xPIMVr9WvNy43uC5siCXBkMYEkzv9TX3++bqgjLyY4YgAeTEJgre8oxEbGe\/O9aRdESTfQ4+t1Xh2\/shC4upwgAhS4fnuuRk7GT3oH7XqXteIcPDbxOIBZiLgu7TOUO7Ht51I5FLDrl9nLlxJLN7ibSWMSROILtCzAmhXupXMMC0iCBluRIYFpO8kMwn0j0EVfQsexvoN3VJbDoUNtDkqXGthTDOS5kghVZGMsYkbbij6S3rxjbJVPMi5MbRwELbCsAd5V7YhgWMAClOkaXUlECXMFJJVciOX8KYggAu+O\/diSIk1ZW+nasGUumDh5mZgSW8JVmQZJJUA7+7vEbVZFb6EDoNWQyXDHlttg3hyQWt2wMh7seHbkSJ8MTTen\/bYYndFa7mrtaG4ZjdGM5bksDHMxvUF0mqHnDFmItpIY7h4CjIjFxLBTudz33pn\/d+pWS1wEs28OTJdlBbj\/M6zO8niobLS+gxsa1mzKr5pOH2Z8o32UnZT4xXmTmQfSl\/90XLalmUAKJaGViPObe5B3OQjank0uqfc3JnmWJMEW8iRBkee3P8AaQPU6p7Ze2XYnJg8mQWDEt\/6pPzrOUiox9UAsWvXYelPW37DYUtZQnc\/r5CntLYJ7fr+dTZo0N6MGr3p7xSWh0pPAq\/6b0wneNvWjMynUfI7otW0QKZgsfWf480XS6OOa809ov8AaEb+p\/Y9E6W7ZF1fHYxk623KlDBxUOF80Ent8d+NTn9HDOUb0emroh33og04Havyy3tBqmbM6m8W5nxbk7\/821bb2N\/2mamyQl9jetfvH7Rfir9\/k0\/MVUuBVZGbZ7ZcIUdgKQv9QUTBmP1zWC6t7d+J\/hnY8RQ+kau7qDAnf615vNCfnwjv4v8AGTVyZo9f1w8A\/r6UkmudyAD9AKsbHRMQCZY809pdIByAPlXLF26NcuOK\/ihHS2TMvIpq4wAgSPnTF64oHFUXVdZiMu\/YVpXREbmxHq19s8Z2\/OqXUGJg0S87uSSYpYjGTzW6VHTFUhPWnaaho7xwj1NdtlXeGPlElu0j0mDEmANu9OulkRCMD2Ulob4qT5yCPS2a0UbQnJJiN0gcmklvZP8AAVZazTptIxJ5KsbkDmCNmU8fd713SaSyogpcLEGTmF3+VwKdvQTPrWi46RD5LYheu9u55\/pSeocd+B+dXlzRWlaPDbcTLOygj4FUehW9LpiGLWz5Y\/8Aqtt5nnT\/AAq4wol8iKezv5jsB+oqD3MjPYcVd39HbuYhLTEEwAt0sfrNlV+pNDvaKwhjG6dzHmtiYG4jdhHrifgO9PEWaKR3\/X8qDiW5MCrcaC27ADPLurSkAfF0DRHcKflRrnTLY2OYHoCHY7cjFZIBjlR34qqJyKUkDihqCTJp3qdhFxa2xKGRJKkhhyCFO0iDvvz6VWuxPyp0OzTdK6bee2Gt3QiwWC+IyHdmt\/IZFGEz6TEin7XS9QiGbzBSpACm7MAJcUeYApJG5IUCIJ3oHTekq4Q+IFLkg9+9yfT7tsnfkkDaaa1HTPEc3PGJlMgDGQQICBtCzOIxAHzFRegfnz+A7fTLrXPCa75AROJusNrhte6VmQyESQAABuBFSTpN1ruFy7OyloZ35bGOOZA522BkUHqfTjZg5Fpa6oPBhGG8AnmfxB+dIopJ3JnjngelQ5LstJvw\/wAL5unajLe8MpH\/AHjk7lQZIHbynngA77Uex0B\/MS0ttJIYnIlMpMdsyZO+3FVtmydgJ2jvx6D+1X3TNGY5is3OPobi12fDo5trLbtlB5gbHeSN\/kKsdB09m7bevc\/IdhT3S+mhhk24B2n9b1p+n6UKPjRGLm9GHJzYoT6d0sADIfSrdLQFTCxSfWdetm2XbtwPU12x4owVs4XOU5UU3+03qR0\/Tb7oYcqLakcg3CEkfEBifpX5jcGa9P8AbHqGp1r+CAWzYBV7TMisbofZrUXTFu0zT6Ca0hNVfgcuKUXRQotWGg0ruYVST8K9F9nf9k914a+wQenJr0joPsjpdKBggLD7zbmlPlSWhKKXlnmfst7D3XAa6Co9I3r0fpXSbdlQEG4q7un02FVuv1YURt+vjXlc8nN7Z1Qm2sYqkSGrFIa\/qI4X\/wCaqdf1LeBNVmq6hiNt2\/XFYqBvHhS2WPV+q4jEHes7f1LPueP40G4STLc9h\/Wg39QF7yf1tWsYm8YpIZuXQo5\/Xwqk6hrCxxWoajVEmBuf4UTRWNwN5MkxzABLR9Aa1jCtsGxrRI1u3IXJn3MAlvgFI90byT6FeaFcdv8AwrmTxCoWE9pdmBJn0J\/ARQtW73FyGC4hiQGWcCZB2MmOOJAArtsbi4LkqMA2OU7KAfejFYGxPy7VulXkxew+ktnIqgdSN2YIQijuZBD3DwJPrwe8v2rIEIVcScjLWjMHYJbHnPyz\/CllvAAqDduW22LIYMAyNvMVaRuDzvBOxo9nFgFaWVDKzcN7usqyJa8S3xz5TzzVJWS3XgBYExEtafh8LVpVIgZBmk5DuJ3H5HXUMqvbEggoD\/2q1zJBE4wv1ourtJdyFpkuF9ybjgYkCVJXadiVO3ecdiaFc0z4XSDa3wJIshxJEkZ4mdyflV0yLQItgmKozF9yQLV2B91WIAgH3iZG0fGh225YRcAJDsrtbtpJ+8hJD8j3dtoBPdz9jCEs5tJlMXFuBCFGKqsTMbbgCSBAO+wtTdAnw2yMYSFWynmGLlTdEsSQxAT1B52oSBsVva8BYNwshJH2VtVUH0NpiEJ47D\/VS\/jouwkZAFIYeFc3jdGU4cEcwD6c1C5ekG2vimDkzEjEGCBOYXFYJ5iSeNqjeUXAFW7CIGydldeTMwAeeAvJigZNtR4yumIVxuFORaUnYMTPcgq0neQdiKqbjCrRXuG491GgZMVxdSSzA4oADJO4kdgD8KrNfahgcSoYZARETIIj0DBh9BToEXOntzudh+Zp+1a2gCF\/M\/2rmjtTB\/Cewp9bZKmPxrhlI64xK5j6ccCO\/oBVhotLjz8zQ7en4Poe1Xejtqy\/H0qZSoHol03SqxnsOPStBodEzRGw\/jSvTrRG0cVoNEh42qU7Zhyzod6dpSo9atbSnvQNNcAETNGF2u\/iUVs87kbk9haW12jW4uLCRRc6+L1u5xa2QrTtFZp+gadSGFtchuD3FPWERBiqgR6ACh39ao71WavqQ5JAHx2rnnzQjpGijOXktbl8etJ6jWqokn+VZ\/W9Y2Ph+c9x3Hxx7j4jb5VndV1J33Yk\/DtXJOc5eTp4\/wDHs02v64Dsn4nis\/rNdJ5LN+QqtvagxLHEUq2pJHl2H+Y\/yrPE6occYDF\/UH60pcuhdyfx5+lV+o6iBsvmPdjxVfdvlj3J9a1jxstyXRZarWD1j9d6rzcLHbjuaiAB7259KBf1H6HFaxh6Ib9jJuog259alaDYZEspcwsAnZTJ3XdTIH\/Se29V6yeB9TTa9QdFC5A7RGKwR6HbzfWatRSJk2xt9NjDXD4TTsy+ZSR3i3MGfT8Kibo95ULRy9sj0mWtodu+xI+NJ2dXc7YgHkYLuPiCII+dBbUwZAQn1wWB8tqpE0xz9pB+8Nt\/I3gN9QR4c\/L170W3p8oZ1lZAH2cljBJh9Oxnv5o\/pSN3rFw7Mtt\/i9pHPrsWEg\/EUJuoMxyNu1P\/AJa9v5VaILB7xOKyyhfu+I6AfGLtuAfxppGXBybg5Tfx9N6t+5tSvROrObyW4RQ5x2DLBIIB8hB5j+h4qxuq+bW+53AF30e4sbifufmR2qkiW6K19UVaQ5IIgxdVgw4g+FaOx22qD6aRktvcKS027lw8zM3cVK+pA2HPrXPaDXstw21JwAGxa4RvuPeb0jeqq3qoIOKkjce9\/JhQNbLJ9SFEM6sBsBcdXUfK1ayC9u\/IqJuLcAIR2A4MBbKn1xyED4lh8qXbqX+W1ZHxFsz685bH5RUG1uZ+0tW3P7xvGPlF3akFE20+R3IungW7fYekAAhf9Cn5ivr6FkIcrmkEKPup7rLtssHE4zPvE0S91ElYFq0insniqPqBc3+tDHVWUFfDtGQVlhcZoIgjIvMfDj507sNmq0lokCKatjkERSOhvxzINWdu\/PBmvNldndZHTqBsQP4VY2NCnKvFAW5+6J+lM6YkntWbbIkW2itt\/m2+NW1m1+9t3qltXQO4\/j\/Gj3OoIo8zT9Z\/hUqTMJRbNHYvKuw3op1oHJrHv1rsi\/U7Ure6izct9F\/rWy5JGX\/Pfk2Go6uFHb+f4VWanrJPestd1Z7f1NTu4eDmWBfEmMhsfECgYz\/l3q7cuzRcMYlnqOrz7u\/x\/vVVqNUWO5mjJpbWQyvLjmRGSAkBgs7tsIk\/IUhrEQBMbijIoDuu0zPfaIElh94elLBmkcUQvXgP5f2+NDudRYnzKr\/Fve\/6hB\/GaJd0tgGPHUe9JkNlDMJ528uJj4GlL+ktMoH7SiHvuhmTAbENso+O++4EVceOQ3OIvqtVYBljcy9PLcA\/NTSGrdX5vr8FKXR+OKsKcudKs+942ICAkZW2aRbVmTZ92LZDby7RM7VzR9OseEpa+iuRkZKnt7oXKZEzvE47citVxpfZDmU7WoO7AgcETB+QIB\/EVe9L6dZuWlLXVtOwvbMYAxa0quTwqjNiQdz9KQvae21lbi3VDRalMlLS2OZxkERl8vKeIo56Hp8lU6hMiSJlCNnYAnzCCViPjVxjvYpS1oI3QUEzdJJW5FvFQ4ZbLXQHi4QHnEBQTMj1qX\/CaC4U8eIuJbLOgAGTWlM+f\/7jFYkMLTmQKXudHtIYN1ASgIRntqyu1pnUNDHYHDcbHKo3eiWAD9urGJABtgcE4glsciQF3gSRV18Gdv3+Dej6BbuIhS+RnBkoJwazbuqMFYnxJdhAJ9xvTcPSOgWnR2e6JzNtWOyIfFtIHeWDCVdmCxwCSRFTfpelDmL9splcAUXLchQTixYtuDsNpJPrvCGn6bYa0jNeUXGgmWt7AhJGJcEBSzEzBOBgGhL4C9eRhOhq925b8fFbb2Vya2U2uMoYtmRiVy93lokbCo2\/Zn\/DD3QjMbYcYqRaZkDRcOexJOCwPMwI2qFro+mlp1C7C4ok21xYeIA5GUskqphZJDChJ0nTszW\/HtgK6gOWQLiUOWxMNDFQSOwNNL4FbfYza9mELKBf95rgk28W8lxbchLjqSAGzY8AKw3IpDqXSFt20ueJkHW2SQuwyzkbtmR5djjDbkRX2j6VYdLbeMiFlTNS9sEMXUfeYRCljEGPD+NKarpyLaNwOd7r21UhZIXzZypIIxKTE+Yx8adAm\/YPRLba4sXMIIM3FCqQDJ3DGDttOxMCa3F1nS84BuLuMVDSAC5IMG8J59BXnFwgA77gGvXNZbZb5TFYLWxuCTGSZGYgbHvS30KZ5l7RP\/2m8ACALjqASSYU4jc\/Kq8Cac6kpN66WMnxLk\/PI0LjigtELaURRUR86iz+lIZO7cigHeviK+IqkDN1+zRzH0o9mB2qIcRQyPmfrtXnbOwft6s9oFEOqbsTVZLdsVFSNv8AzEt+QqcUIc\/aRPvfnJ\/tUvGHYSfU7mkcgvoKEbxNPEKLB3Pdqgbw+JpEv670K7rVHB39B\/WqUQ0ixNwnmFr61qbaumZGOS5EnbGRPy2mqJ9Wx42oaxMnzH9d6pQ9kuXo0M2coNzYqksCNmL4tuRuAvmiAd+1QXT6Y7te3P7w8gLJuwx3IXPbvAiOKo7j+pgeg\/rS7XlFapL0ZNP2aBdLpmYL4sSVyYsuwm5IUgEGMUPxyHFJ6XT6fEZXIfuMlVT5rgAkg4mFQyZ98CqV9QaGWmrS+BP7LxtJaNrLxYZvF8OSFVsC4SVIlASqyxMCY5oo6bo1eTfzAy2LKoMHbcCfp97kGJFVPTVtkuLj4DBsYBMv93gfxq5PTdILqL4hkkEqSTKm4QskoAv2YyYGIy2kVcUZt78sU6lptMltzbulmAlN1hoKjsJ3BJ7EQQanc6dpgThqGMHY5ouXlYjFoOEkLuwGMxuaGLehEfaOxIXdiyjgzOKEqeOx3+B2joH0+DK7je6kGGD+Ft+6YI3kfPciDRQX9jDdJ04QP48sxAY5ggOZJk45NMKeJXKTMUBtHpfGRfGLIVLMclCzO1vKIBiZPftE0FP2ZbDnItci6AIIXhvDMRO\/kPwJINNanS6FbmLXSArENBdpWHAxItxlPhz2jgmmK2vYO\/pdKLgVbowZHMlgAjErjEbiJceYH3Z3mKno+kadjdJusLVt1BuAqAFPhwSSsEks42j3ONxQLS6EqpLMrTLSzkgEWpAIQgkfakbbkKCYqOgTRG0niORc95iAcsoIKzjCrvtBMkLPpToL+yVrQ6QrbLagqWFvJQVYrkYInEbrIJBHZqla6bozCm\/E3Fl2uICqDxQwAAIP\/dHI7NMDGlunpo8LfiOweB4m7YyWIbhDEIJHMkgGudN\/YSqG81zIYFxvBHiuGAgbRbFvYE++0GRs0hN\/YZNHpMrQ8UEQ5uHMDIzbxBkRaGJuHE7+WJkigda02mW2fCuZsWtkCR5VK3S6gDeA2A82+w33qVu3oYXJ2JJTIKXIAJTMy1vtNwDmQFPJIoOvt6UW5tuxeRsctpyLKZUCAMIaZJLbbTQC89lT4YMj1rZj23uE5NbUv5SYZ1ViCpkoP9O4nvWQJqJcUrZTin5D37hZmY8sSx+ZMn8zQWcUIvXKKHZ1jNcFdArhpgSDxUa+qQHrQB6Oh0h3a86yfdVSY3jnftvyf5UPUXdIElbr547KRIy82xOP+n9cWhri1y4o1yYn+0aMiVLT5NjnGznOSATDKBEAxl8KT6q9oBfDuEnzhpDLO8qQCSRsSsT92e81oh7tBu9qTQosyPjKN5oN7qAHH6+la1+aGOaqMEU5sxd3Us3J\/XyrgHrH6+FbhOTXLnFU1Xgm7MO11fWag2pnYVtKlb4qsUTkYVyTyY+tQDD7v6+tbu\/Uk92qSFkYAsBya+8WePx7VuTRH4FOhWYDMesmvnuep+git2K6KKCzz8v8foK6LoHcfjW\/Xiomigs8+uXvjUQ3xr0EV2nQrPPGuD1FQ8UeteiGuLTSFkeeZ\/EfjXYHqK9DqS0MLPPdvUVAsPUfjXorVGih2eeO49RUMx6ivRq+qkTkecZj1qXiD1FeiGvhRQZHnRceoroYeor0MVKih2edlx6imOkvZ8VDfJ8MSXCzk0AkKI3EtAmRE1vDX1CE2f\/Z\" alt=\"Primera foto agujero negro: \u00bfQu\u00e9 es el horizonte de sucesos?\" width=\"285\" height=\"194\" \/><\/p>\n<p>&nbsp;<\/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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Big Bang - Wikipedia, la enciclopedia libre\" width=\"397\" height=\"223\" \/><img decoding=\"async\" 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\" alt=\"SCIENZIA: BIG BANG, BIG CRUNCH, BIG BOUNCE Y BIG RIP\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"D\u00eda del juicio final y Despu\u00e9s en el Cor\u00e1n - El Gran Desgarro, Ether Hip\u00f3tesis\" width=\"340\" height=\"182\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYVFRgVFRUYGBgVGRgaGBUYGBoaGBgYGBgZGRgYGBkcIS4lHB4rHxkYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISGjEhISE0NDQ0NDQxNDQ0NDE0NjY0NDQ0NDQ0NDQ0NDE0NDQ0MTE\/NDE0MTQ0NDE0NEA0PzQ0NP\/AABEIALMBGQMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAABAgADBAUGB\/\/EAEAQAAICAQMBBQYDBgMGBwAAAAECABEDBBIhMQUiQVFhBhMycYGRobHwFEJSwdHhBxViIyQzcpLxFkNTgqKywv\/EABgBAQEBAQEAAAAAAAAAAAAAAAABAgME\/8QAJBEBAQEAAgICAQQDAAAAAAAAAAERAiESMQNBcRNRgZEEImH\/2gAMAwEAAhEDEQA\/APklR6hAhqdZxwvLQkIhkmsRAIIakqMEBkkqGoEBgEIMkCCQQiNAWNJJAG2ED0hqSAR16RRDDUAQ1CBGHEBQIwkAjgTTKKI4WEenEZYCkQKPKO6ceMTaZmtQUUbrmxRyLPHrMmzj1lzoKFnk+fhM1qF1mXnu+cwu9y3OvrKDNRm1IHEhhURQAIGMt2xGEyKyII5k2QEkqQQzUEkkqSBDIYVkA6wBDIohIqAK+0IEghqADDUghqABCJBJANSVCIyoT0BJ9OagJHI\/X5yFCOoI9IBAIHEgkEcec0yCjiWoIoEsgQnjpHxAnw68CIv3rrNOF66XcmivU9014\/hMzOBLdQbNmZXMjWnR5HyX4yq5AYw0Xa4gEfwiQIRCkFxhBEYwA+kLGSQpSsFxmESoAMaSSUSACGoaMBahhqusEAVCYZIEEJENSQBUIhqCAKhAhqQSwPgTcwHh1PyAszsY9HuYIjAkfuI4v614\/OcrR\/FXTcCt+RYcH7z6B7JalNMMxfE65WvY5wtkVWqwSOLE5c90jzWfsxk7rihRNM1twCSV8eKM4eXHtJHWvHzHgfynsPaXtbLq8yD3OTuIQz+6ZFZghBbp3R\/WeZ1GMFjTLXA+LrQAv8I4XvsrHHA\/VSwac\/6eP9S8\/jIMDeCk\/Ln8rnbpKAX5VzJuAqWpp2JAKsL8Sp4m3FiQr3SR5kAE880bEzy5YSOZv4jI3nLtbhAuhRAFjp1NciuCOPvMitUS7FO78fmZWq2D0FCz\/SDxhK\/0\/DrLgrIkqMFkK1IFgIjbYpgJGEFRh+v14wAITAYLgTdFuNUm2AohuIojbJmLYYQ3IBCZ0QDJUYSVJgEghqGowCSoakqMD4Us8mgAST6Dy9ZpIZSvdCK4tWoEkdLs+sGixb9yeLBT4chWFgfeep7SS9NgxMEPuGBD0N22tpU1yTbX9Jm8OV7ncnv8Es73+HnH0qsDbDdYCkACz5EBjOf9J29WhO0WfiUgHd4Hk8iun4Tk5qLNXmSPlfST47aKts0e8B5dA5Hj0avIsBzKRHUenzm7NTe2vXhcbsiKAKHPJYhlB5Plz4TIf1xNfaA7yH+LFiP12AH8RM4AqPjnUpaUwsovjyFwlYVSyQOSfCapDYSQwrw568V43N3ZexXbeuR8ZVtvuiN26xRYN0FbvwmMkAbQfm3n6V\/CDKmEz472p2FBt3xNXSuObNn6CZGMsv8AX9okSYIpgU+cND5yCUEj1jlfOJtj7uOklCMIhWWL8v6RAOZAKkZfv\/KOCL5H2iGApWQRjAIEAgjSVApCecsURk6Q1EhbpZISJKmgBDUNSVAEgENRiJcCnkyVGAhIjGRRypsGiOk1YHQsCLRjxQCsvPkD0mWo+OgwPkQfxks2ErWnaBQ0gU9QS6KbHitDoD9\/WAaVMnOI03jhJ58z7s\/vD\/Se985lfg18x9jBUx+n98equhtr5jwo2PSXY8DNwovpf9zNePKMgPvVsoL96PjI6bXv4r6X146+E6aez+qdT\/u+dEq0VcTkNwSOR48Dn1j9TPfVXHM1Gm3DGAy2iFWBYdfeOw\/+LL9pnfCy8sK9eo+hndf2Q1AHGLMTXA9xk5+vScvLWIsFfcVYqyMjDkEg2CaBBEzx5Z1LpcrEW8Bd+HzjNxYB5I7x+X7o\/nLM4CqHQcPx\/wAh8QD9esy39\/l4TpL5JmIRDUWpZ4+fSbVW8So7rFI\/XEzcidgFjqnFx8YjbBzKYpVZYIGEIaRSPKwOLlrk0YgH6MYFqSMagqMCmCoxkgIYbjEQVAgEMrXMCCZXuMzeU+ica0wVBjQ8kxws1OwtQ\/q41QATWMgIajVJUACGTbCBC1CJfh0hcWFZhzwos0OrE1wOetSoCb9PkAXpuoURyD8RP7rdDu\/CY5bnRFWq0x3MdpU2SQbqzyQLAN89PWZQJ031W5LK7QDuN3ZPlZPJ6TnhI+PfsuLn4xD\/AFs1+oXiff8AEduIPwNuNSTYFUgJ5PHQGfA9t4\/VGJ\/9rDn8p9V9pdU50jqG9ytY03ZCio6lQHCMeRfkeSVqeL\/K4+WT\/tdvj62vJ+0WqdtWl5GZvfYgrqzKrpvWu6vdLVYJ6cDznmu2sLHUZ6Fj32XpR\/8AMednsrSnPmR0feuN8VkG1BOTwJ4b4Zx+1spGpz0OmfNzz\/6jz1fFJJJPqOPL3VGlwlldDS8BgW4AIPifDrJ\/l+T4lXePEoy5APmUJr61LN1I7eLUo+9n8pgUc30PgfKJ5bfGrfU0c+Ir8QZSf4gV+1wIv6\/Kak12VfhyPXiNxYfZr+00abWW670xmyOQioRZ69zaPuDNbynuaM7AJwACw6k8kcdF\/rEXO3idw8QQCIma7Ibr4n1iiWcdgvyIK3KOOhHkfT0lZ49ZdgHce\/JfuW4\/nKSf1+ccfuFIYyrIZDN4EaAj7xyIpgKVqAiN+vWLIKyIahqGpApElQmSvWGWLCt9ZrUAV04mFHqPjNtzOPDlkzHblNbqhjASVPQ4lqSPUNXKB9K9YCOeIQIQfGUCpNsaoaMBVEdTXT6EcGAiECTP3BLE9ST8+YRCBGAjP2BwZCpvw5BHmD1E97m9qdLlUbtAmbgBgz2woAHulfTwngGXiVJfUdfDmcvl+Gc7L9xvjyse+03tlpcbdzssKxK3tevh5Xjb1Bnj9TiL5Hyv3Fd3yUT3qdi1AePWpMepcdXbj14+Uz5ms3dn15\/OTj8V479b77LYOpy7qCilX4V\/mfUxMYU9QfpBFXr\/AEnWTGL2tf4aA+frKgtn8o8Rus1exc4D82Fbxv4W+vgYDpSOrIB57gfsB1lNxanLxs9VdaGcVtW9o5JPVifE+XpKr6fjAT6V6DpJN8eOKY\/ziyVJUoUwERoKkC1BGIgqAtSGNUBEgUCV7hGyk+XXxlGwzNtMZJfph3uJnBnR0acXXWceHHa3yvTQqVDUaoanqkciVDGkqUCSo+2ECAAshEdRJUYFqShHqMQOOP7xgQrLVQiHGovmXpirk+Msgy5E4PWUoOvnNWpPlKEX0masLXI5jleOYCAYG\/X6+cqg0rqWGKBIGBg\/VwNJcCEQAQgxgICkecFQwwFMJhgqAoEBjmLUBSJAIxgqMAMEJEgEgrcTP7s+RmtpT74TOQ7YMSXOmmVQAADxOegI9RL5y43xbs10FNjiHb\/3i6cGuZbU9E9Ofou2ELCFjKvj+EqlUgGyLA6i6v0vwnrfan2axYdPi1OnLtjcsjhyCVe6WiAOLDD7TyqYySABZPAHWyeAAJ7\/ALE1iHDr9HqeFQ5MqA9QVeyFB694KfqfOZ5bMsHJx+zmIdmtq2LHKGC7dwCDcRtsVd7SD18Zxm7B1KtjVsLXm5xi179AfD3vWevxFm7FysVNtnLVR6HIpseg85uzoXPYzKCyhUtgO6KGO7PQdD9pjzsTHgf8oz+9bF7pveLZZOLUAAktzQABHN+MZexs5dEGMs2Rd2MAqQ6+aNupvoZ9G06btV2piAHvciD3atwXXZyB41ZXp5zh9hZNT+06LFnx7BidtiFNrhaNk3ztuvSXzpjhYPZ7OHXfjZF96uJmJWlYkcHnrUf2j7GfDqTp8e7Ie6FAA3MWG4gKCSB1+029qa3KuvfEzuMX7Wr7GJCk7wA1H0A+09Tj2r21kZxtD49uN24BfYnCE9eL6esefKGPmuu7Py41DuhCsxUNYZd6\/ElqSNw8jOh2VotPk\/ZkYOcmfMUchwAmO1AIWuWJJ+3jH7aXV4cT6fLjGPF74sLUgu\/PeRie8tGyRxz1mL2VQnWaegTWVDwCeA3J+U1u8SOn272RpsGbU6cBw2JA2Jy97mpGZHXbyaYniuky5dNmxaV8R0xFsmTNlbaciIa92AASyJxZJHNnwnX9p9i9s78o\/wBmMmEkkd2gqc2eCAevymz2uGqw6jVOmNfc6jGA+ZlJQptqi5O3dfAHXkTG3pXksfs1q22Vgc+8BKHu0wABJXnkUZUPZ\/U7Ff3LbHO1X3IF3cjbZbg2COelT2HtHqsuDQ9nPiZ0ZcTgutgruTGOePn1lWoVj2Rp+GJbVWetncz0T58x5X2PL\/8AhnVF2x\/s7h0BJQlAaq7W27\/B\/dua+zdOv7HqGbRtkZSa1O9QMNddy3fHlXM+h5FP+dYjXH7L1rp8d8\/9P4TzvZ2Jv2HtYbWs5H4o2aJupPK0eN0\/YufIqumJirsVQkqC7AWVQMQWNXdXBpuyc7juYmov7uzSgv8AwAvXe9J7ztwag4uz9RoFZhhxMv8AswG2uyqDuXoB8dk+cy9m6TOcGPK+VsqNrAxxIFONHGXv5XcC6J5A6cy+XWjwmq0z42ZMilHU0yt1B8p2fZ3sh2zaZ8mEHDmyoluVAdSwD7FJDNweoBmv\/ElP9\/zGiLCEcdaReR9p6btRN+bsh8Sk4h7oAqCVQh8dg1wDQF35S3l1+R5L2k7IJ1+fBp8XCMCFToqBFLEk8BRd2ZPZvswrq9MmfECmo6biCjowPKsrEGiPAme30+MPrO1cQA99lxqMatwXX3dMF6WN22\/pPPdhvqf2nQ4c+P3a4Xb3aFCrhSDuJsk7L8enEzOVzB5v2n06pq86IoVEdgqjoAPATlbZ3\/awVr9RuB\/4jcdOvQ\/KcQAeM6cfQpkjkSES0JUBET34\/X85YjAi5mXTFbnwMwbB6zVvG439JZvT9CZuK5yY\/XiadOQT1HExY8pArw84pIB4P24M4zljbrf5glHrx4QabW7jW3rOTc63Zem43Edeh\/tN8OXLlySyY3gQgRwJK8p6XPAVq6WPIg0ZPfFiSWJvgkkkn5k+EyPlJ4Hr4zRhFCZ3tcxoXO9bQ7V5bjX26RkzuFCh3CiyFDEKp8wPCJiU\/wB44X9XxLhiLqXDB97bh0bcdw+Ru5W+pcsWLtuP7xY7q8t13FLXFAgxHyM3LEsfMkk\/c8yzLndiGZ2bb8JLElfQEngS\/szSDLlTGW272C7tu6ixABqx5zodu9iDTZ\/2dsm6gpZglAbvIFrNDzIk2ehyM2V3Nu7OQKBZiSPQE+EqR2U2rMD5gkH7ibNZpAjuiFnVCRv2bbrqdtmvvETTgOgcMqll3cHdssbio8TVx0YzvlZviZm\/5iT+cfJqnZQjOxVeiliVHyBND6Todt6TCmUrpmd8dLTMtNuo7hVDj+85\/u+Onj68ekSwwHzOwouxHkWYj04JkGd6272oVQ3GhXPA6CRsTCrUgHxIP4ecIxNz3T59D08\/lJsMA6h7ve9\/xb2v5XdwHO\/8b89Rubn588\/WFMTEXRrzo0T5X5w48RN0CQOu0XXlL0YXHndVKq7qp6qGIU\/NQaMAysF2hmC9doJq\/A1dQ1JtjJTAyuzG3ZmPmxJNeVmWJqXVdodwt2FDECxzdA9YhElRhgNqHB3l23D97c24fW7la9oMX3F3Ln98sd336w5On6\/Cc\/UPtayLP5eX1mOXTUjfk1NsQzEtxyx5+56yEec47OWYsD05s+Al2LWEAk2f10mePyr4ukoF\/wBJRmN2Lqcs5yDYJ5iFzd3Jy+WXonFsYcdOksc9wHpz4TKmpoqB0vm\/G4M+o71DgX0mZykLDs3nK98q1HWVTPkuFuGLCJgMDNydoNxfw8AgdZgkEs5Weh38euU2R8K\/9RPyjDX2e7x+frOCDNGNhtodbnSfJUx0Rlo8gNfQXNGDUg0DwehBnOUL40DXB\/PiNphtO4G\/GWc6Y7iDj8YpqJizbgPHjk1+EcLO+7EwoEIWNXSOqymNnYiganCSeBkT\/wCwnc\/xBxk69\/VcdfVePznmf1\/SdLP21ncDe4YoNquyKXA5431u8T4zOf7aZXpfZ\/Iw03adMe6tjyBIyXQ8DwJT2zkY6Ds\/IWJcZGAct3viehu6n4RPM6btXLjR8aNtTIKdaU7xVd4kWfGM\/bGYomMvaYiGRCq0hF8jj1MzeN0x7zX9qe57Zpj3MuPHjcHpbDun5g7RfrONpdAcWuTRZHL42zvk2MbDKEJxBr6kt18DxPMdodo5M7h8rl3H79AGh05AHSLqtdkyZDmd2L2Dv6MCvTp5VE42f0Y7\/tB2qyvrtOyO2\/JuVmavdbH7joK7o27R4eE63tX27l050zJtJfSbX3jd8VWfmK8fOeT7R7e1OdQuXIXArjao3beRuIHer1uUdo9q5s4UZW3hRS2FBVfIECwI8PRj2nZ6Lq8GNMD+51Wixge6b\/hupAN14hrXvde9Ob2gxw9m6E4LUvkLuVJtsi7qDEHmjY+k8\/h7YzoWZXpmTYXCqH2UBtD1YFAdPKJpu1MqIEV+4rh1RlVgri6Zdw4PMnhTHa\/xI06JrWCADfjR3A\/jJcHj1AQ\/WeVUTRq9Q+R2d2LuxtmPUmq\/lKts3x6hhAv2kqUah9pB4+vr6CXq9mh9ZfKGFc8eHE52tzhhz4HgUATOoUnM12MC6BLefFCvOc+fprjHMBIBHyuHIRVXKz18fl+UB4nmaQmKTITBANwEwGSEF3uCSCNQsMkkAiGSSBIVkkgETo6boJJJuK6PZ3X9eU3r+vwkkno4+kMOn1H84VkkmhF8JG6wSQCPH5QSSQAOn2\/nCOokklAaLJJICOkBkkgEQCSSQYMuFTtsdW59auHR\/GfSx+Mkk532fRNTkNk30H\/5nP02pY7rN9fykkmOSsTObu4DJJOSosDSSQlLJJJCBJJJA\/\/Z\" alt=\"Muerte T\u00e9rmica del Universo by valentina saffirio pe\u00f1a\" width=\"290\" height=\"185\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es bueno para el ser humano que sepa 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;\">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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/-msLmburBoQQ\/TpZgTCVnQVI\/AAAAAAAAAJc\/WCcnHjhP_dA\/s1600\/32348.jpg\" alt=\"CULTURA DE DEBATE: EL UNIVERSO C\u00cdCLICO DE PENROSE\" width=\"603\" height=\"471\" \/><\/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;\">Un Alto en el camino fuera de texto:<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Coronavirus: El amplio uso de las mascarillas podr\u00eda prevenir m\u00e1s picos de contagio de la COVID-19 | RPP Noticias\" \/><img decoding=\"async\" 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\" alt=\"Propuestas Sobre El Uso De Las Mascarillas En Ni\u00f1os Durante La Pandemia Covid19. AEP. Mayo 2020 - EnfermeriaAPS\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Recomendaciones m\u00e9dicas para los ni\u00f1os sanos: programaci\u00f3n de las vacunas rutinarias | Children's Hospital Los Angeles\" \/><img decoding=\"async\" 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\" alt=\"Por qu\u00e9 la OMS pide ahora no vacunar a los ni\u00f1os y adolescentes\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Creo que detr\u00e1s de todo este marem\u00e1gnum de la Pandemia, lo que hay en realidad es un gran Grupo de Intereses bastardos dispuestos a ganar dinero a costa de muchas muertes. \u00bfQui\u00e9n asegura que el Virus es algo natural y no provocado artificialmente? \u00bfQu\u00e9 es eso de obligar a vacunarse impidiendo el acceso a los tr\u00e1mites de la vida cotidiana? \u00bfEstamos en los Tiempos de los Nazis? \u00bfC\u00f3mo se han podido autorizar &#8220;vacunas&#8221; que no lo son y liberar de responsabilidad a los creadores por los efectos secundarios?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Coronavirus: \u00bfQu\u00e9 es y qu\u00e9 permite el estado de alarma? | Espa\u00f1a | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">Estados de alarma aprovechado para legislar sin control, cerrar el Congreso y dejar sin voz a la Oposici\u00f3n. \u00bfEn manos de qui\u00e9nes hemos ca\u00eddo? Todo esto da verdadero miedo.<\/p>\n<p style=\"text-align: justify;\">Sigamos con el trabajo o nos volveremos locos.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"5 cosas sorprendentes que pueden ayudarte a vivir mejor y m\u00e1s tiempo - Aurana moda belleza bienestar salud lifestyle\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Bill y Melinda Gates, el reparto de una fortuna de m\u00e1s de 130.000 millones | Gente | EL PA\u00cdS\" width=\"350\" height=\"196\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Estos todopoderosos quieren incidir en nuestras vidas para peor. Hacer m\u00e1s grandes sus fortunas a costa de lo que sea. Ese Grupo piensa que son los amos y, los dem\u00e1s, marionetas.<\/p>\n<\/blockquote>\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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Experiencia Starlight - Mar de Estrellas | Naviera Mar de Ons\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 De ah\u00ed vinimos y ah\u00ed tenemos que volver<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\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>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"UNIVERSO: El problema del tiempo - Real Academia Europea de Doctores\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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UIHRmTuW1b4dQ32r0eG8Hjlu5PDyeJ5cdeW\/9P8AK+KyWEsKZKDU8CxAGnwA+tcPjrRJ0\/wCrbElmXNBjrpbk7EZXLn0VGp4gxAjv6hV5uHiw9muHm5culuy2CwpRSHkFjBB\/bbQyxPvgCtce5KqDuxa4R1ZvRHyinLryWNzuNzuG62x3nc1VXrhdix3Jr5tu30UdFFFRkUUUUBRRRQFFFFAVNhiouIXBKBlLAblQdQPeNPjUNbI5UhhuCCPeKDoLvLGGclrlh4Zs5XTKHyqkiCsiB3atNa3Mbg\/3WmcwnSkkGEtyJLgiIdYjiDNVBxrHUhT8Pd9qDjGiIXjw69K36l\/H0x6c+b9re3ynhAjKMO3TgsNwcvSGueQoPDqG+sUumMsBrDpZYG26tcjUMBlJAljOocycsAgcJqvGKaSYXURtw\/w1g4pukIHS307iunwNT1L\/YTjn5+1snKOHZ813DkkgkxJJYuToC408mAoPAzoa2TlLCBHQWGGZQDGolfRZhn1hidJE6VUDFt1LsBMdQjr\/wA8a2ONMeiszMxp4U89\/sT05+fsqBRTCYthI0gkmI0kx9hRztvVXw9\/f31l1QAVimGxbEEQuvUNdRFL0BRRRRBRRRQFFFFBlTBkaEVZWbouAwNd2QaEkfvtng3WKrKypIMjQiin8ThFuQZGY7PELc7n9R\/5\/hG4mXQlswkEHgftT9jEZ5Gmc7g6Jc9\/qt1GpHto+rhiF0za+UT2bgGrD2hWpZ7s5Y77Km0xmP50qxsOwMZQfr\/FLYm26Q0AodA6nMD9vdW9q4f3XNANASYPcIr08WOO51ebluWuq1R41MAjbq\/vW8tcOkGB3AADrqnXEMeiATJ2A332qytXGVDb0JMFl2UR2jcB7PGvbl4rHCOGPBllejfnTZMpMJJAI1Zjp0UHHb+agGmgAXLrG62\/ac\/ufurDPAzliBEZ4hmHq2l\/avtVX38QW6IGVBso\/knie+vmcvLlnd17uPjxwmozib4MKs5B17sTuzd5peiiuToKKKKIKKKKAooooCiiig6DzPb9rx\/Fa3OSrYUkBiQNp3+lWdb4fLnXP6OYZvdOu3dVkavSKMYC3tkeeOojx40cyt6dB9YrrcuHchVlZ8ZkNuQQNys93Go3w9gNBuNoYMa9fHLEeiJ9+lb9P8xynJPi\/Tl7fJ9skDK4nrip\/M9v2vH8Vfg2fKLxRVM6GWMtExHWuvdWXSwYGc6aSARoWfU9EyYydXxiKeT8xrzz4v05\/wAz2\/a8fxR5nt+14\/iuiK4eB0jIkbbzO4y+Bnq041G9vDg6O5GndwYn9nco+PGKeT8wnJPi\/Sh8z2\/a8fxR5nt+14\/irfErbAXIzEkdIHgdNNh3+FQ1mzTpNWbV3me37Xj+KPM9v2vH8VY0VDUV3me37Xj+KPM9v2vH8VY0UNRXeZ7fteP4o8z2\/a8fxVjRQ1Fd5nt+14\/ijzPb9rx\/FWNFDUV3me37Xj+KPM9v2vH8VY1DiL4QdZOgUbseoUNQk\/JVpRLEgDiT+KikTLFguyPtcPcANXHvFFxySWYglTudbds9Sj\/qPQ6FVa4QwEgFtDcYmSASdLYMHTfSiMW5kZgATmzjabeU9J1BhTMVUYcyDAkxpx269YGk0y3lbqlbdshOIWT87cfjW+Gtxcy3BkGgYgej1mOMbxxiu3FdXumfFcp9NuT1hC5YglyrN6qRIj1QTpmpgKYylRm3S3tbPeD\/ANQ+8ipcbbtW1Jsu0qWIaD\/UQxlkHYb8OJ6qSw2KVxlhVJ\/YdLbn2ONtvpWM5d7XWuh63grdzpMzM2zToQeqP2+6t\/M9v2vH8UvnjpZiMumcjpp7N0fuX2qscNicxysIeJjcMOtDxFYXoW8z2\/a8fxR5nt+14\/irGtWYASdqGoQ8z2\/a8fxR5nt+14\/irGihqK7zPb9rx\/FHme37Xj+KeuOFEnbTxOgjroW4CuYHSJnuoahHzPb9rx\/FHme37Xj+KsJ0mtXcAAnjQ1CPme37Xj+KPM9v2vH8VY0UNQVg2y3REydBG8nqrNZW\/wCTIuD9uvXtVhe3RAcC6MMzHSJG4I11Op1k7jq8MXMMxPpMBpsNZFPLy4Rp0V2AEHTKdtzPVqTWPPrQBnGskHpTqH7+9td9u6rrH5c95fE+yJwNzLPlGg6THFYbr79eue6mbWHYKNCQAdesLAJ+o8aatctOYgqYAHH2Y4+yumx6taTtct5FygkKJ4GJMNrrE9ER7++msfk3n8T7bZT1GsZT1U5c5SuHiB6W0j0gF6+oadUmhuU7hIOggqdAdcuaJ19o6e6rqfP8LvP4hMiit8ReLtmbfQceAA4knYVpWa3N66iiiiooooooCiiigKKKKCLEXgiydeAA3JOwFVbuZJJ19FmGpE\/st9\/Wa3vXS7ZgYnMEPBVHpv8A2FKYnEZAoQQxHQHqId3PtNUtSS26jXGYs24CgZx6I3W2P\/s54mk+fXMhRmkHcncwZ\/mrzDcgtcs+VVdQswAzFhr0miYHRaTwqnvYdVAIaW1lYOgHHqqSZWvVOOYxjA8qXbTTbcqe7j76cxPLPljNwKrmNVAVWPWY2PfFLvjR5EW1UCCSW\/cZjQR8fGqxRof8mu+GGr9s8mXSfstHsXbjeTUFmiQNJIAnTr0pa5hQ1vNEOu4OzCYle8HcUYW7lABmJhTr0T9j1fHrkvo3lCp3B4agzx+O9WdI5Z3fUzgsbOVWJzRAeJI9l\/XWI31E\/GnSIkEEAakDU25\/fbPFDxFGE5Pa3b8pIVbgYIW4hYZiOI1gae7rpfC3WJCkxxtt6p2yn2W6vdXPKTvHKVc4W+W6LRmABkbMDsy9xqa6mYRMdfuqpSRGUQQWKA\/tYenbPcdxVrZuB1DDYiay1ED4Od24\/TXv31OtZbCCQZOhn+NBrpEae801RQ0WfCymTNxnbTeYInUfGsNhhkCZvR0kieEbfHSorWHuBmM7kE9LfpDUaaALpFQpgHEdFTESJ0uRm6Tab6jwoh1MNlzkGSw+\/fWvNdNW+m0zPv3rUW3VEQHUKQTwkARMg6VPdDEdEwZ+\/d7qNNbVnKSZ37u+dTx7u6p6itBgIbXfX\/xUtAVtat5mC6CSBJ2APE1pWrzBjfhRKtl5MtahWHsGV2\/p7x1S\/h3VB5sQAE3EggbCdyBp1+kfrVUi3JEkRx\/5babejpWZuEA6AyZA+m4NbueN9nOYWe\/8LK\/gggBV1ILZQBAPET9BPVIpm5yVbJhLinU7xtsPjo091Uoz5Rtm0+OuvdtURW71rt9ej3dzeNTzY\/BccunX+F0uCXWbgJABgaDVWO\/\/AMR41vZ5PTPla4uWDqDBkHLxBEaH6VT2g+Y5iI4RuNePw\/ipqvnx+DyZX3PryePXGu2ondRqO7MQfcaTvplYrMwYnrrSipbL2jWONl61misUVltmisUUGaKxRQZpfHuRbIG7Qo97GP71PSuMbpWx7ZPyqxolItl1n0NQe63a38Wqhu3yzG427knu04D3CKs8YxFhuvyaD53Jb+Ko7d2Vyn3j36f2FTW1wy8tdJyZ+oL1u2LasVQESR1dLQ9xk6cYHVVfirpZi3eSBpsTx0+FIYTMzBPWIHxq8xeEawVymSyCSQN23AHVIOunXArrhdO3qeZWW3CMGKFoEspBAHv+\/fRbRDbuOTBkBB8ST9IHxrcWfSVyZ0AIIiP76x9a1BysQokACDHRnT1t\/jWsc5a5Z26ImZjXfYVc4dFyByZcHLEaHKOP08KRWwTsCSdB39wprDAqGU9Y14T0h4VjHPqWOlt2Lj20gFjMJoGUBeAA21Px3rouQ\/0abqXi8KUnKrCJbrERoIIqH9DctYe06eWUBQpCtEnMDM9\/5HVXX4z9XWAWuJcbLtqkjQGDuIknb+KznuVxrynlGwVcwILDMOP9S3qI65AI+Fb4BxLAbGLi+5xP8zVz+qsV5RbV4srMbmbTQ5XKAZgBpILEcY8a5\/AaOg7rifI+n0JqVuVaUViijTNFYooM0ViigzRWKKDj6KZTHXAAA+gEDQcPhWfOFz1\/oPtUYK0U15wuev8AQfajzhc9f6D7UCtFNecLnr\/Qfajzhc9f6D7UCtFNecLnr\/Qfajzhc9f6D7UCtFNecLnr\/Qfajzhc9f6D7UCtFNecLnr\/AEH2o84XPX+g+1ArRTXnC56\/0H2o84XPX+g+1ArRTXnC56\/0H2o84XPX+g+1ArTPJx\/qr3yPEEf3rPnC56\/0H2rVsbcMS0wQdhuDPVQSY1CbD9fk7Z+RiG8JrmxXYPl10lek0ddu56Uf7W1rnb2CyXCjHTg3AjgdPhWsZtKc5NYhZDrIyjKdS0ztpGn967LkD9NviXKrpC543yKdvExXFcnqoYGOP+b17JyRywAitb8msKqsQQrn0R0idDCqBw9\/V3x4ssp0jnn4jHinVwfLHJFu2zrnYsNBIjbcMZ6OkGBPwrnsRZI6MmRtG0byK6j9X4621xsqhZMkKZGmkydydTp11zD4lAuozNB1kn3aRpH+dVd54fDCde7j\/lZ59ZNQ7yTyl5O2yZEkEOHM+UUrMKhG0njBrV1zl2kBAyhmGwJkmIJnfhVAbpJqxD\/08omJ1PAtvp9K8vpS3eLvOezXmTWrwBy7gaT1\/wCa699W1rl1Vsm0BoSGMmekNjB0rnbtxRbgCXmS0\/2qsN41i7l\/VG\/NjXX89N6TrrctjUkyS2YnXjApLHNKp3tcb4FtK3wds27YB9IAuR7dwZUX3ga1BjyM+UbIoTw3+s1Mrur7FqKKd5M5NuX3KoNhLMdlHWf8A7xWUJVZcn8h4i8huJbhAQDcdlt2xJI9NyFMQZAJPdXR4b9N4BhiQcW4yIrW7hURIMOMqzmgleI0YbQTTVjk3nJNxh5O0lw27NkZclsK5AlGkZzlck6SXmdqg5HlLkTEWArXLZCNJDqQ6ETl9NCV100mdRVdXo7ch+QP9NS9lmK4izoUdQRFxFJ\/1E6L7DqEbNU4n9H2Uu2bbY1TnVmZwnRU5iigdKQWIO+mja6ahx1FOcp8nXLFw27ilWGuvEcCO76dUjWk6osuYr2dz5rf2o5ivZ3Pmt\/arbmNrs18KOY2uzXwqt6VPMV7O581v7UcxXs7nzW\/tVtzG12a+FHMbXZr4UNKnmK9nc+a39qOYr2dz5rf2q25ja7NfCjmNrs18KGlTzFezufNb+1HMV7O581v7VbcxtdmvhRzG12a+FDSp5ivZ3Pmt\/ajmK9nc+a39qtuY2uzXwo5ja7NfChpU8xXs7nzW\/tRzFezufNb+1W3MbXZr4UcxtdmvhQ0qeYr2dz5rf2o5ivZ3Pmt\/arbmNrs18KOY2uzXwoaVPMV7O581v7UcxXs7nzW\/tVtzG12a+FHMbXZr4UNKnmK9nc+a39qOYr2dz5rf2q25ja7NfCjmNrs18KGlaiMsLDIAZtsxU5WO6tl\/a1RYjDq65WGUKdJ1Npjwbrtnr4VbnA2+zXwpTEWCkGTA0Fwaso9Vx+9e\/hTsligdWtHK6w06EeiR1g8Rt41gcptrqfhpVy6jLDBQp4HW0Z4ow1tnupK9yNbaWHlFniMtxfgQZ8a6znzx7Vxy4sarLuLzSdTFLPcnY1ZNyIB\/wBUD\/cjp\/INbrgABCtZJ1li5nugQAP576zly5ZdyccnYlZw5GraHv0jxrW7d4DQDamH5Lc73bXz\/ipbPI4O90N3IrOfHYVZyzWtHk3VYXJ066t+T+TCCrXF13S3+5jwLeqo76ew+GS2YRcrfB7x\/wDqlZu3FQENx3RTLMf\/AHH4+4VjLO1uY6bPdyjPOaCYPr3Duw9lRoKqjUt+8XMnhoANAB1AcKirLQrdLjLMMRIgwYkdR66xbQswVRJYgADckmAB8aYTk66bgti2xdgSqgSSBmBIjcSra91EXVn9Um3ZFq1bVA8m8xhmuOSDmBb0YhSBsCDOaav+cXbQWMr236SsjMbbgArKsikgCIh1lScswK4gcmX+j\/SfpgFdIkMrOCJ9lHPuU1Z8mXsday27aMyPkZbb21uIwIuMMq3AVUMq3CSsEgHWoOmONvurl2t27ajNccymaDlUEsAbgYkQAqiTqd6oj+qLVzDvbvYRWcBPIusBkKFivlG3cDO06ayfRnRDG4zGYhAXzm304VVCW+hnduigCkqEczEgJ3Uo3JOIBINm4CAWPROwAJPwDL4gb0C+IxNy4Qbjs5ACgsSxCjYCeGp8TUNN3uTbyTntOuWZlSIhWcz\/APFWPuBpSqLfz2ezHzfijz2ezHzfiiii7o89nsx834o89nsx834ooobo89nsx834o89nsx834ooobo89nsx834o89nsx834ooobo89nsx834o89nsx834ooobo89nsx834o89nsx834ooobo89nsx834o89nsx834ooobo89nsx834o89nsx834ooobo89nsx834o89nsx834ooobo89nsx834o89nsx834ooobLPj9SUTITvlbon3qVg1GuKG5tpPWsof8AiaKKCZMcv\/uD3XJH\/IVtz5e0ufFbZ\/tRRQHPV7R\/ktj+1aXMcp9du5nyjwSs0UC74toyrCL1IIn3nc0vRRQFFFFES4e8UdLixmRlcTtKkMJ7pAp0csXPKJc8nbJVHtwwdldHLki5mclvTfWZM6zRRQML+pr8ICts5FVVMOCMqXEmVcGStx5I7iIisWf1LeQoVS0PJhAOg2oRLltc\/Tk9G4w34L3yUUGMH+pL9u2La5CoZm6SSZctm48QzL7jpB1rb\/8AJL0uwS0C+fNCNqbnk5b0\/Sm2h6pnSNKKKCXE\/qu\/cDC4lpg2aQUYTmtm0dQ4YdBmG+5nWqCiig\/\/2Q==\" alt=\"La f\u00edsica y la naturaleza del tiempo - YouTube\" width=\"309\" height=\"173\" \/><\/p>\n<p>&nbsp;<\/p>\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 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;\"><img decoding=\"async\" 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rWYsThsRUOIcLBhcZnQZzY+yU2vjRWva+IAgkWzI0vkv4R0ENNjaKWiCSVVnJQhAVx1LkcZx1MRXtFxKQTh1IuCSEt9ipuos5Xnkt7A31W+gOuH6puASNJI6RCWg3szoVnQ4kYqeoNvQ9Ze7F9JWGVVcQ9pcj6jQ+lpXbNueu+iEDq3CPjn8JbbN9GRrUqE+Ci3xP8phlrE+y0KvRd7JtlOoLo4PUcx5g5iSZC2TdtGnmiAH2jm3vOcmziet+Ddb9nsRIO9NmqVaTU6dZqLMLCoqhmW\/MA5X8ZBJo3ptbU6lEA8DNhYKU7QksgUBX7yWZy9uIAAjnOc2U7SRRepWtURadZ6ZNR3xOqK6YFswYoK2RTCpqLYG150my7rARVrO1VgoVixYI1gAT2d8IBtoQfM6ywpU1UYVUKBoAAAPQQDmaW767U6NNqanscOFmACvZCpezYmRjcNYobG+Z1Fjt26Wrj946qfqmmgxr4FnxBh\/CJcRJTae0GtnzzeG4zRPGuNb5OxLLfya4Q+E0z6NUQMCCAQciDmD4ETmt6fR8i70cxqV5j7p5+U7MXyE\/FGN432jnonpFsjkefh4TydZiJH2qvh4V7x\/4jr59JltNfAOrHQfqfASvsc88znc559T8MpfHG\/LK1WvBmg5TXW2mmuTOoN1Fr58zmBpkrH0Mrq9So5ZCGAugIuoBJ1VWU3swuFZha+WRE9TZHsSC1iwOEfuwwIUK182V1IJytbS1gtrun6ReZ+yY223W6KbkHDfmRe4spJuLXw5Ei9swRISbdUJNnYYigFgqqCoDXFwb4rhdWFiOqmSaW7QAoJHDYZd6yiwXtO9bQjmCMjpaTS2ZEFgOZNzck3Zm1Oert5XMq5quy7aRp2ZHancU2UuWdWplQwLsSwclgbX1UG40F8IeThsrMLkCm4JICMWUH2swtibm9rXvncZTyjWwHPunX7J9ry6+\/rLKjRdjZFZj0AJ+UyqOHZTeyBswWmMLAqT9Ym6sSSe9YC92tYgcgBYCbq1UqyDDcMbE3thOVha2ZNzzGnUgG+2f6O1n7+FAdb5m3kP1M3n6H0hhIJfCQQjM6IbEMAChxKLquWa5d0zCs8T4TLqGznNkqrVAandr2tYG+YBHDa4yIPqJb7NuLaH1QKOrG3wGczobtOzvRFHEnZhMVNmctWw4UZ1w3VwtIVSEX6zgkKQJb7HvaoEpPXUE1ThApq10cI7vTZSSWK4Ct1uSb8ItMK+VXpF1jXs17N9GUGdRmbwHCP5\/GW+zbHSp9ymq+IGfv1MkxMKuq7ZdSl0exESpYREQBERAEREAREQBERAKvem6ErZ91uTDn4MOYnHbz2dtn\/wARfBSNGPRT\/dp3u0VlRSzmwGZP6DqeVpyO31jXYtUGWiofqr\/UciSPLkJ1\/Fq29ejnzOUt+zlCxJLNqf7AHhMxJ21btZeJLsOnMfzE0UNkd+6hI66D3meuqnXg5ZTbNQA1tnpf9J62nqPnLWhuU\/XcDwXP4mWC7tpIBZLnEubZ\/WHpMqzSjqx46ZQUdnd+4jHyGXv0k+juWoe+wXyzP8vjOgE8MxrNT6OhYZXZWJuqkuoLH7R\/QZS33NtgpkUWsEJsh0Ck\/wCWfA8vd0E0MJoqoCLETK1\/RaZla4vaOwiU25t4Fv3VQ8Q7rH6wHI\/aHxGfW1zPOqXL0zSWmto11qSuCrqGB1BAIy85TbZuXPElmswfC9mJYKUvibv8JIs2Zy41sLX0SCSo3bvyhXq1aCP+8olRUQ2xLiF+WRsbg2vmPKW8xwjoJlAEREAREQBERAEREAREQDyYuwAJJAAzJOgtzmU5jfO8e0JpqeAHiPtkch9kH3nwHFfHDqtIpdqVtmjeW3ms2Vwi9we0fbI+Q5DxNhGUTwSr3hvYo7U6QRnRcRQkguzdykhGQYjiLHJQVJFjcekpnHOkcG6utsuVE2rKujvam2MhXsrqiaXqF1V1Ki+QIYG7WyzyGckJvFMa0ytVXYXANOoQBkM3VSgsSBcm0OkdOOWiwWeVdB95PzCYrWS18S2xYL3+tiw4PPFlbrNT7bSN0FWmWV0DKHUlSzqoUi+RLEC3U2lNnXBNEGRK+8aFM4alamjXtZnUG9gbWJvexB9ZsrbXTR1pknE1rKqu5sTYM2AHAt8sTWHjK7RqbDMHEr6+\/KKoalqhUBmU4CA6p32QtYMAAza3KqSLiR9r30ARgw4CygucbAB7qpwAA3xq1MrqrFLjPIqSMLWywdeYJBGYI1BGhHjOh3VvDtVwtYOuo5EcnHgenI5dCaBHDKGF7EAi4ZTn1VgCD4EAzEMyMHQ2ZcwfmCOYPMfI2MZcfNeOzmVcK\/Ds4kPd+2iqmIZEZMupU9PEcweYkycDWvDOlPZ7ERIAiIgCIiAIiIAiIgHkRKff28jSUIlu0e+EnRALXc9bXFhzJ6XtMy6ekRVKVtmjfu8rXpI1vbYG1gRfCDyJGp5A9SCKFag+qCR4DL0JsPdNaUxqSWOtznmTcnzvz1PMmbxPVxYlE69nBdc62+jwFzyUe8\/DL5yPU3cjIUZmwMxd1GjliSVfFiLKTbhvawC93KTBMxLPyaxKRS1tw3R6SOoSoxc3DYkbCiq6YWADLgBGWRAPK0stn2O1R6j54giJxM3AgJub6MXeppyC+QlCZCZ8UdMnPpu+q1JKfY9m4d3dyaZXE6VnxrhYkgVWp6gHTLW2G07FVdEpJRakinZ7jDQujJtFAlkbiDAItRuIEGwy5TpRD6DzX5iV4GyRSU911Ex5Gof2mjUVmFIMyYKKVDwKqjCoqZWF7czrNq7IyVjWp01cOio63CEdmzsjqbWN+0cEG2i25yxiRxLlIu6amFKRKimjq4IeoXVVN\/2cLbCVsSmPIlD3b5x\/+fp5XepiwMjEEDGjKFGO4PGAtM4wQxNNTfIAXZmJkqUVpETZ6DUwRjZ75kuWJOVtb2XyVQPCZNUPND6EH52Pwm5pg00Ry5JTGybYUfHTNzoy6Yl6EHTwPI+BIPWbNXWoodTcH+yCORBuLTjKiA6i\/wDes27u3g2zvcktTbvjUry7QdbcxqR1sBMM+Ha5T2ZRk4vi+jtongM9nAdQiIgCIiAIiIAiIgHk5\/6RbC7WqoC2EFWAza17hlHO12uBmb+Fj0ES0W5pNFalUtM4FGBFwbjrNizqNt3PRqEtYqx1ZcifFh3W\/iBlXV3DVXusjDxujfDEGP4Z3z8qa78HN\/BrorxMxMn2Wqneo1B5Lj\/+eL4zT2yA2LAHoSAfcc5orl9M0mWjaJmJisyEM2kynj6DzX5iezx+XmvzEg2RnERIJBmJmVprqVUXvMq+ZA+cEMGa2makt3Fd\/FUdh+IC3xkinu3aG\/ywv32UeoCYvjaP6TPbMbWyA0xobK9V+zpjP6x5ID9Zv0XU+VyL2juEa1KjN9leBfU3Le5h5S3oUERQqKFUaAAATG\/lLWpMf4pvbM6ahQFGgAA9MpnETiNxERAEREAREQBERAEREAREQBMWUHIi8yiAQn3Xs7ZmhSJ64Ev77TW256HsEfdeov5WEsIk7YK3\/wAJQ6P\/ALlb+qRtu3RSVQRjHHSH+JV0NRAR3uhMu5U783UdpVFFapSw1EclGZSyqwLUzYjIgZHUEAiTyr7J2zZ\/4Wh0qf7lX9Gno3LQ6VP92t\/VLGJHKvsbZB\/8Ts\/OijfeAb815Io7NTTuIi\/dVR8puiRtkCexEAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREA\/9k=\" alt=\"Teor\u00eda Especial de la Relatividad\" \/><img decoding=\"async\" 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\" alt=\"Viajes en el tiempo y otros fen\u00f3menos: la teor\u00eda de la relatividad - La Soga | Revista Cultural\" \/><\/p>\n<p style=\"text-align: justify;\"><em><a href=\"http:\/\/flickr.com\/photos\/pvanb\/783825695\/\" target=\"_blank\" rel=\"noopener\">\u00a0<\/a><\/em><\/p>\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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><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\" \/><\/p>\n<\/blockquote>\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;\">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 style=\"text-align: justify;\">\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/elements-resized.envatousercontent.com\/elements-video-cover-images\/files\/97529b56-ae65-4ec4-82c7-18cd255e040f\/inline_image_preview.jpg?w=500&amp;cf_fit=cover&amp;q=85&amp;format=auto&amp;s=a77389931fa47853438ed785c94e4c5f7ac9fc59cf69bd5270af746662da8d56\" alt=\"Gif 3D con dise\u00f1o de movimiento, rayas azules, vuelo espacial, velocidad  futurista, movimiento, llamarada, fondo abstracto\" \/><\/p>\n<p style=\"text-align: justify;\">El reloj que viaje en una nave que se mueve a velocidades cercanas a la de la luz en el vac\u00edo, ralentizar\u00e1 su Tic Tac. En esa Nave el Tiempo transcurre m\u00e1s lento.<\/p>\n<\/blockquote>\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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS-RBtlGwSL5u2nbDyNC21Sqk-AYJLrvSGS4w&amp;usqp=CAU\" alt=\"Mec\u00e1nica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSYz8-ODG28e2CG6tqfnWNDZ5ntAC0-FSI2B1fLI5QJ3GyyQrO3dNjXG5emSg-pQPlexAc&amp;usqp=CAU\" alt=\"Relatividad\" \/><\/p>\n<\/blockquote>\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;\">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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El astr\u00f3nomo que vio una estrella explotar en el siglo XVI\" \/><img decoding=\"async\" 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\" alt=\"La Supernova de Tycho - Eureka\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\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<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<p style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La F\u00f3rmula de Contracci\u00f3n de Lorentz\" \/><\/p>\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 style=\"text-align: justify;\"><strong>La Naturaleza tambi\u00e9n tiene sus rarezas:<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"SIMULTANEIDAD DE DERECHOS MINEROS - ppt video online descargar\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Esa variaci\u00f3n que experimenta el tiempo en la mec\u00e1nica relativista cuestiona el concepto de simultaneidad, ya que bajo ese punto de vista no es f\u00e1cil afirmar que dos fen\u00f3menos son simult\u00e1neos. Si lo son, deben ocurrir en el mismo instante, y para medir ese tiempo debe emplearse un mismo reloj para cada uno de los sucesos.<\/p>\n<p style=\"text-align: justify;\">Lorentz supuso dos sistemas de ejes coordenados que se mueven uno respecto al otro con velocidad\u00a0<em>v<\/em>. Las coordenadas de ambos sistemas est\u00e1n relacionadas entre s\u00ed seg\u00fan muestran las ecuaciones siguientes:<\/p>\n<p style=\"text-align: justify;\">Siguen otra serie de ecuaciones que, al no ser el presente trabajo de tipo t\u00e9cnico ni para entendidos, no me parece procedente rese\u00f1ar, y me limitar\u00e9 a explicaciones escritas, no num\u00e9ricas que no estar\u00edan al alcance de todos.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, en realidad, tanta numerolog\u00eda nos viene a decir que:<\/p>\n<ul style=\"text-align: justify;\">\n<li>Los objetos se contraen en el sentido de su marcha si sus velocidades son relativistas (cercanas a\u00a0<em>c<\/em>, la velocidad de la luz).<\/li>\n<li>El tiempo se dilata para el viajero que ocupe una nave espacial que corre a la velocidad de la luz o similar. Su tiempo transcurre m\u00e1s despacio que el tiempo de los que quedamos en la Tierra.<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">De esta forma, podemos demostrar c\u00f3mo el Tiempo es distinto para cada persona, lugar o circunstancia, tendremos tiempos unitarios y tiempos universales.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Generaci\u00f3n - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"391 Abuela Que Besa La Nieta Fotos - Libres de Derechos y Gratuitas de Dreamstime\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0<strong> \u00a0Tambi\u00e9n nosotros nos vemos afectados por el transcurso del Tiempo<\/strong><\/p>\n<p style=\"text-align: justify;\">El transcurrir del tiempo en el universo est\u00e1 referido a un tiempo uniforme igual para todo y para todos. El transcurrir del tiempo de personas individuales o de grupos, en realidad, puede ser distinto del tiempo de otras personas o de otros grupos.<\/p>\n<p style=\"text-align: justify;\">Lo que llamamos tiempo es otra de las inc\u00f3gnitas que tienen que resolver los seres humanos. \u00bfExiste en realidad el tiempo? \u00bfEs una abstracci\u00f3n? y, \u00bfpor qu\u00e9 el tiempo no es igual para todos? y transcurre en funci\u00f3n de la velocidad a la que viajemos o podamos estar en reposo.<\/p>\n<p style=\"text-align: justify;\">As\u00ed lo demuestra\u00a0. Son los efectos predichos por la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>; los tiempos son relativos al movimiento de los observadores. El reloj viajero es m\u00e1s lento en un factor = ecuaci\u00f3n arriba rese\u00f1ada.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static1.abc.es\/media\/ciencia\/2016\/01\/04\/bigbang-espejismo--620x349.JPG\" alt=\"Puede el Big Bang ser un espejismo?\" \/><\/p>\n<p style=\"text-align: justify;\">El Tiempo naci\u00f3 junto al <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, ambos se podr\u00eda decir que son gemelos con distintas funciones<\/p>\n<p style=\"text-align: justify;\">Para poder contestar la pregunta \u00bfCu\u00e1ndo comenz\u00f3 el tiempo?, nos vemos obligado a retroceder 13.500 millones de a\u00f1os, hasta lo que conocemos como <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, el origen del universo. All\u00ed, en ese preciso momento, naci\u00f3 el tiempo y el espacio.<\/p>\n<p style=\"text-align: justify;\">El <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> es la teor\u00eda m\u00e1s acertada del origen y evoluci\u00f3n del universo que se origin\u00f3 a partir de un estado inicial de alta temperatura y densidad que, desde entonces, ha estado siempre expandi\u00e9ndose, y es precisamente esta expansi\u00f3n la que da lugar al espacio (cada vez mayor) que abarca el universo y, al mismo ritmo, crece o transcurre el tiempo inexorable.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubre 10 maravillas naturales de nuestro planeta\" width=\"326\" height=\"183\" \/><img decoding=\"async\" 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\" alt=\"Paisajes incre\u00edbles en Islandia\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Los 5 fiordos m\u00e1s bellos del mundo\" width=\"303\" height=\"200\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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jYNJ6H8VvJFbXCo210VlZec0zYoFo9\/Bzv+yY7FPbYCRwN56qD8VPbVdzQ4GUQr6pJgsjlAjuS+IRmzzHkVxu8dM08UCOIPL+kdaQdFgC8HMOH\/L8o1GsGGZd2k+gT2tdwJ6\/mE\/dfo3xXPIuP+wrF3HOxzDkHg8Z\/IVXinl33RzVi6hUP8Y7\/AEQ\/9NecwPH8ro5IR\/8AQSxyl2KoMd7K60cTKtTsh3LvP5ULatP9vSc90Tk0cXHL1PYqR6iMnSZN4JRVtGT\/AFBiN55bk1oAiczczHbCpmsm\/JSKz5+oyTedTxJTHWiNcgtnCMb3dg3zMpwZEJOaI98E4O9jqjZw4Ab+eVx329VqsG\/fYx2ZIueYsfFZJpIIyvr2lbb9GPp1GOY762uLon+J4dCL9VDPl0R1Mtgx6pUD+FyXRhzwWsZgaf2hHZhKf2heZL1OK7M3fErkxn7c8F39meC27cPTH8WooYz7W9wUJesJcRZ3xkYMYN3BdGDdwK3zBTGkf8U9oZw8Pyoy9br9rAsCXkwtLZ7j\/EqdQ2S4\/wASttRLRlP\/AFaFYUXnn4eihL1pydVQrah2MZhthOP8Xf8AUq9wOw3ZOBAWip1FJa6VtxY49WleRr8LYnLq5pUkkZ+vsAEADTPVU2N2I64DT1AW7JQalRPm6OGD7RyNfh7iY+ryLZ7nl+I2C\/Rp7iq+tsKoP4O7l6q+oVEq4gjgvNl6tKD0x3\/ousmr9v8Ak8qfsap9hQXbEqfYV6XiXA5x2BQH0xyVcfrM3yi0MMZLcwH+iv4JLb\/AbwCS0f6qx\/iwMGNpcgis2tGjffaqTeXN4r6P2YvseN7813L8bZ\/xb4\/lPG3D9re4\/lZ0krrSh8aD7HfJyeTSN\/UB+1qI39RO+1qzIPVd3l3xcfg75WRdzUt\/UruATx+pncB4rKh3VOBSvo8XgK6zL5NUP1M77QnD9Sn7R3rKgpwSvosXgddZl8mlr\/qfcbJaO+56LJ7W2w+u6XmBcBoJgdOJ5qrxdQl5JMi8dNAhCpaUI4McHcVudLqMk1Tew6q8RZO16XQHGSMtP\/FIYOOasRRxwlca8T5gJlV0wB29iaBAn3zXHBfiRbTQ5CckqNctcHNdDheQYIPJRy8nM8vfeuinr76+KSW\/I8XXBu9kfqsuAZUHz8ZgO8LHkrYbcH2+P9LzAv8AOe9WuC2sWwH3H3ajrx81jn0eJu6NkesyJU2b0bcH2nv\/AKTm7abwPesyypIkEEHI2Tw9SfQY\/A662Rp27Ybz8EZu1mcSsoKhRG1SpT9MxPsOurvk2VHarfuPcrGhttvEnsH5WAbXKI3FFYp+j4nxYXkhLlHpFPbVPie7+1LpbVYcnLzBmNdxVps7EOJuVGXQTwq4SYI4cU3StG\/qbQYM3KNU2tT+7wWWx1Uhsg+qz9TaL+KnHpc3UK5SD8fHDls3dfa7OPh\/arcRtRv3HuWMq453FRKmMdxVsfo0V3YynjhwbCptRn3eCjP2uz7j3LIPxTuKA+ueK2Q9Kggvq0uEbH\/WGcT3LqxPxTxSVf8AToHfOfgYUt5OLFHxLwwTnwFl7x4QXeUfE4vdsIJ8vfBQn4xzrfT0Pqo8ieXFK5eAqPkkHFPOschby9V2jjnBwDjIm85hRnPM8fDhC45+s2S6mGkX4cUPEYoMzz4KCzH7rGtGenITAnsUeo\/ek7xyzPnGieU9thYw33C1toPcd3IcvIyh\/u3n+R74jqo7H5WQ3vuY1z71O33HpIPUqZTeY7k91e3DxUQOc4zGWnRGawEh0cJGaFhR1laSSBFv6R\/3J8OGfuyjsYM40M\/lPdMCLmLrtzgu+CJnsQ3OkRbvQ9xx0skMOeSamCw7TmCfEJu4dEXDYRx4K8wmzxF1zj5O1FEykTZSP2zzk084Ez2Baenh2DRGkDRK4jKRnsFQrN+kOHX6T1lXVJjo+aAeRJRS5MJStB1A6lN\/8Xgci2fVdpsffeLTwgR5pFyW8laGUggbzSjmhh6QekaKKQdjJKvdmUDa3kqTC5rTbPfABtMa38rrzusk4x2NvTrewmKw53cvEcFlMdTIJWzxdUOFg3LmSfBZDaTTJsPfOFDopN7Mrm3jbKxxUdxTnlCcV7EYnnSkNcUxxXXFMKokTbOSkuSkiLZZBhhQsfhC4Agm0qz3b6d59UiJzPktKIMyFeg8Gd0ILi8H6RC1WIoDgoFXDck3tRfAmtrkoTVO8JbAHvguyHWIIVm\/DJ9DCickvssb3EVzoHAcJCD8RpkToAtNVwILclU18COC6WF9hY5k9mVrqwGXHu5JNqNAsb9FK\/aDgi08IOCT2pFNaIbXToT4I9Ok48pVpQwg4KbTwwCZYkuQairZgbXkrgwwGQvxVyWIL6SdJIRtlduFOYwqXuJzGInHcNTKtqAUPDtU1ilIdElsJSEyQukqYwjCYQuymOKRjIaUpSK4UGMjm9yThCHHv\/xGpN95KU2WgrLDBM5LR4BrIz0y9bBUOBp8ey2vdCv8HYSAIzMOF+0TdeP1crdHoxVRDYtrd0SR391nXJWW2oyZPpbuIC1WIeIsxwkZ3M9Y81nNqidPPx4KXSupB3cGZeq32UBwUrECCfwozl78HaPMmqYIppTnJpVCTGJLqSIC8cOcdAPVOg\/5HtjyQg613PPQR5rhezWe13qtCJMVSnx995USrTCkOf8A4gdSfRCcT\/j4lViSkiG9iNRYLLpHNHojKCqWToPuiNPXyuoOIo3yVlvWvM9yi1QPd\/FKmc4lYaScykjuAXWhFhQWmxGDE2keieT7Km2UQxwQnhFc5DcUDgW6utCRXQVxwdnso7VHaeXvkjMKnIoiQHLvRCaU4FSYw4ppCUrhKVjIULiRKUpWMhdqkU2desZeXNRwf7R2sBIyJnlJ4WIkFRyPY04kW+Dba5FuJveIgZ+KucPUdHygm2kEDp8xcO5UuFflL90g6yM\/+cW6K0pl2cF2kth46xHHTNeLnVy3N\/7Q2JdaTAPOx7N5gJPRUu04IOZ\/7Hrl7srJ+IgRZpAvLS3iJvuwqvH1Rru9rgeVpB80uBNSGSqLM7iWa+nXiob1OxLL5W7PRQXr3MT2POzLcE4priukppV0ZmcSXEkQFuK7dN4\/7fm9SufFP2PA5lo8IkJjsQB\/IDkL+RC6HHO5\/wDnyutWkg2de5xFrdSfPI96CWu1IPQH1Tnzmbczme0iUB9Rutz392Up4oRjiyOXcjMaRnl3oLOUj3qnNDuA5xn6JxCUDbM9MvAXQndB7700PEfW4chAXHP03p7LpQjHdvouN5R3rjyNY5TZIO5e+1c2ckHY\/jvLro7OZQN8+\/7Ti7Xx9\/lIx0EJ7kOc7pjnNm47QV1zmn2EBhGUhA18PcpobwK60ke+5cAMzs9evJFaeRjjmgNgcuiKwOzB\/KSQ6Dg80p5dyHvTmF0EKbGC9q5PvJNDuaU8u5KxkOSC4Ck09O1Ixoj2dO7pyUunBMFwPJwgnlx8FEbH+3nOumkKW15gDegG2cCc8zId3cbLLlNmEsMO6QB5OMZxwI6jkpYpOFy1zoi4Y10djSCVDpUyQN4MdOW80TwneaRIR3syBYB03gIjiPpPM\/2vLyLc3LjcfUxBuC4AXgObVYQeH8gqrFPMWJI1LXtcewOYrKrimAbrargcvqBvq2+vKdFAxGHJIc8scACLt3ToJltiU2Kk7aBJNopMS0jNpF9Wgdxb2KJVN7eZ9VPxbrwGgaGHA2jLRQXn3C9bE9jz8q3AOTCnPTHFXRlY2UkpSROLEfE\/k8Af4z\/SRoWk7xJ6flJJbDKwVSoxuYE8I\/pDGLBykdLJJKseCchpcTln74yisDtSOyV1JEUe5kXLj2690ppaMx3yR78Ekkoe4Iuv+APW\/iugxePfekkuYUda\/RNJ4EjkkkkfI\/YYap9\/0uiFxJccdbCdvnVJJA5tj2OuBN5z5o7SQf8Az0XEkkhosIHnIpzKhyk9CkkkaHsIHSLQml51CSSQdcDmkJwFsrJJKUikAjXwQ0z559ZRaRBcIsdYHpkQUklmydzXjLDCupumYtMgtynpaZ4KW6W6vHMkRe0iD6BJJebm\/Ub48IHU3nfxY+I+vPlkLdQq7G1MyaZYJ0fJEZwJjULqS7F+o6fBVVnNiQH56kdhsoVU88kkl6mM8\/I9gBMlDJSSV0ZGc3kkkkxx\/9k=\" alt=\"Los 10 mejores atardeceres de Espa\u00f1a | Blog Paco Nadal | EL PA\u00cdS\" width=\"299\" height=\"199\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 \u00a0La Tierra, nuestro mundo, es una maravilla<\/strong><\/p>\n<p style=\"text-align: justify;\">El paso del tiempo lo cambia todo; los sistemas se transforman, viven y mueren para dar paso a otros nuevos sistemas. Estrellas que brillan durante miles de millones de a\u00f1os y con el paso del tiempo consumen su material-combustible nuclear y mueren explotando en <a href=\"#\" onclick=\"referencia('nova',event); return false;\">novas<\/a> o supernovas para, con su material complejo, contribuir a la formaci\u00f3n de nuevas estrellas y planetas e incluso formas de vida.<\/p>\n<p style=\"text-align: justify;\">Todo envejece, se deteriora por la acci\u00f3n de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>, del paso del tiempo. Sin embargo, \u00e9l no cambia, es invariante, contin\u00faa su camino mientras que, a su alrededor, las mutaciones son continuas y lo \u00fanico que permanece inalterable es:\u00a0<strong>el Tiempo.<\/strong><\/p>\n<p style=\"text-align: justify;\">Me encantar\u00eda tener sabidur\u00eda para poder exponer de manera m\u00e1s amplia y precisa lo que es el Tiempo. Lo que aqu\u00ed dejo escrito (despu\u00e9s de documentarme), es corto y no me deja satisfecho. Cualquier persona mejor preparada lo habr\u00eda hecho mejor pero, de todas formas, la voluntad que he puesto en este trabajo compensa sus posibles deficiencias y el lector sabr\u00e1 disculpar las mismas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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AxjLHduP5G29juvtp5UI4X2lZ1Fu8Ld0bRdAn2uRp7g+tW8VhcNdKLbsvZYmSQ8qQBJywSJ25Uu6BTRFfqIdcpfoQjiMe1xyzhgRAVd\/DpO3xGZ19KvYW0LqgKVuc+7uaz5oT9txWI4ndu4a5kzlhAK5tTBq5wLi+a4AxyEkTB\/qXo33oWTTnbuWWXKL2mbd7t0Yc2cOwtMGGj5s1tSfEVOpjU7bCYq9guDW8MP2m7dR8oLKyofDnJkhixLsc8AnYH5UyzMpYGSgBRjud5E8wRHzqzwe+mMsXbCtoQHWQfCQwYgjmuaD\/zGr6DOxbY3Xxi+qxDaWXuG+EcQS6WAV7brEo4hgDsR5RH0q3idp6EGgWRrWJwochma01t2HPIDHrqy6+VHrwlSPI1ruoHUz1J8yzaMipiapYF5UVYY1WWgjhLf8RfH8U\/X\/WpsfeWV2kEgSVEyCCAGOu428qp8Kb\/AIi9H8f0YUmBQvAnKzg5miWyjQKp5TqxPnQMZ\/CR7mGcfi+ghB0Vu6IGiyR5eHL+v0rrmblA8zUzKFAUbAQPSqmKvZVJmKIzBFLGC7NCDuMYkW1gGTz6kmsxx68yquFT\/HxHxRr3abEnyiR86vtjFhsTc\/w0BNsdf4o6nlWEscVxCXzilALuTMgNCzovkI006VlAtncv4HQ94+q7F2+T3DnFsKiX8NYtjw2cpJ5lmcEk+fhn3r1yzXi1nEm5fa62hZwxHQSIHsBXtFjatDSXRBPPEX1agFSI4mmXKcaa9OiJmDeIpoaymPsQ5PWtnjUlTWaxQ8e3OtXRORMnWLyDPIrdSRUaVKBpXmWnqxzBtxdajIq1ibetVyKOp4irCjGVwp+WmlatcpUaa4V1dUyItLmpK6unRKnsYh1IysRGog\/pUMV0VBF9yQak2JxLOSWJJO5plpiDI3EGmAU4CuoVU6zc9O4Nie8wYAOs\/QgmPTce1EOwWH7q+J\/8S3mH8p1A+lZnsRiItQdoYe4kj71o+D423+0YQK4LBTbdekiV+x+dZCIcecgdXNBjux37Q9x1c2Lwqjdc7H08J\/8A1mjVVUwI757zHMxAVdICIOQ6kmTPnFWp0rcY3QmUAeTI+FNK+hNXGobwN9GHnRBzVTJHUzvD3m7d0Jlrggc\/3kRPIdaJ4Zf3nLwLBjbO2pjyAAHyoLwV3LnJALq7SeQZg3z1onw+2ykc51J6ggmfYiPeldOdwv3P+YfMKNewl661ZrtJdNy5bwyn4\/FcPS2up+e1aK+0CaxWBxXeXsTfOygW0+7fWha56SpbTJua4K7WYg3biWU0WQT0iYQfc+1AY0Hpr9KI4HiFvvSWPiLuR08NtlQT6k\/OqirypZAUULNBQCSY7CnX5fevbMKfAPQfavGLNv8ASvZ8H8C\/yj7U7ozZb6RPXDhfrJBTXpymuYVoTOkLCguPsQ8xR0isl\/2idoRhLShApuvtIkKvWOZn7GjY8wxm4DLg9QVPIRVi0ZqtUtt6yGE3F4i4i3Q+4kUVOtQ3bM1KPXBlcmO+RBwFdU1zDkVHkNGBBgCCJEy00LUpFIy1NyhEjNKK4iuAq0rOrhXAU8LUXJqNVKlVQN6bmiuru5PU03ZG5KOPytPsVj9K09rhC28SlxSZD5uoACK\/\/uisV2SvReK\/mUj3Go\/Wtq\/GAWzFG1BtiNYYhFBPl4frWbqNy5fwx3Cd2PmehzqabiGhSfKs\/wAWx98MblmCiWle4GiNZOm0mOhH1ohh8WbmHLlcpllgGR4SVkeWla4XgNMzdyRE7PXJLUWuUD7PmGPvRkmahu5y9QBwZMt\/J0Z1HoA0fQCj+QDbpHyoThVjFsP5m+ap\/wD1UnG+KLbDgHVLbXLrD\/w0AP8AW2yjqZ5aq6cbFPzMPmNkfIRnGsYos3GUzlJQnzHxfLUexrCWbpTBZvxXGd\/8xIX6RRjtGDbwtnDCA9yMwHJrhJf2BZj7UH44QXS0vwrAA8lED9KU1R3Nz7fpG9Mu1bgvDYAEKx3FW7WHjer9u1AAilyUi+cmOhAOpUa1pXrWD+Bf5R9q8yW3OnUivUMOAEEnQAb1ofZr3u+kR14\/L9Y4Cq3FOI2rCZ7txba8pOpPRRuT6UD7W9srWEAAUXWI5MIGsakTrXl3a\/tNcxrW3e2tvIGChSTIJBkzz0rSOQeJn+mfMNdr+3LPccWXbuiAACInTUnmNf0rD47FXLkZySBtTLlvw5uv96ZfbWKHusw20AS0xpymmmreC4e90HJBIGizq3XL1NBNeY0AT1GI1TATVQdNo0M8iKlV9KGyywaSslRkDpPKob+Jyjz5U+3ixCaRrqd9OdWCtVyC63UV8MDyqvdwp5USu4G4e8KMCLZUsI1yNs09AdDUdlgdJ1HKpBNXcqUUmoHdCKaKJ4u0NwKH5KKrWIB02mIBTjp604rFNIq1ShMYwpIp0U4JVpWS8OvG3cV+jAn05\/SvRsCR4ucKXWOikFo9VJrzSK3XZLEsAoAzPbJXL+YFdB7g0nrFsWI1p27E1+Kd3whFvKYDC5P\/AJeViSuu+31oj2cAOHUdTdn3uPQPgF2UybB7ZQa7SCF\/tRXsjmFplZWWGkSCNGUE7\/xZqY0mXfhryDFdQm3L8xJeE24dgeU\/ei1sVDasgMzfmirFqmCYNRUoIkYonran6qv\/ALax13h+JucUvWjmGFe5av3dDlYW1UoJ2ksoBH8PlW7xLotxJMM8og66Zz8gs0H7ccT7nDtB8bjInvoSPahEBASYQWzATI47iPe4q5dPwWpCdJMqv9Mn3qDhdsuWuHmdPT\/rVa1hyLS29iTmc+Z\/sNKM4dkVQs7DoayNRvYWgJv2mkhRCAxAisAKb7VILinmKF3MezmLY0g6+ZkA\/KDSIwuexUaGVPBuTYnFhUDIQxLQPXnS8V7Q37ttkYgJoYiMsCDJ5jfeqq4QKQSfP3\/XagXGeMqyulvQGBPUc4+1aOmQrwn1iuZlPLSnxK6rMgDSoj7\/AFqHjLL3pVBoFA06xJj51PjMShsoB8SkxpyNUjYZQHIkMDPlPWn194o\/morH92PQfeqzrBpTcOXLypLpmDRAKlGNiXaKcFxQUhfhIPhPny96F04UuyhhRjeNyrWIb7Q2FaLogOTDjkx\/MOh01FBZirj4ssmQ8iNfn9aqPUIGqmlshW7XqSYPhF2+GdQMqgxPOCBp1ktp1q52gsJbxItWxpbVLfLxMFlj6yav3ONW\/wBnC2yEZe7yr+IFCzExzMgfOs5jsSTdzjNm0aSDJIkyeu+9EXcW56ibQz2X4lluhgYJQKVOx1IifUitBjuHYN1DkmyWgEJETEg6gjnuKw1m34HacrqQVG2nP1O30q5bS5cQB7hKgaAaDy23oOXCC24MQfaFQseKuT4y2iuyI4uAbEaT7UHxtwAwPerGKvqgyW\/c1QUTR8aVzKZH8RA1LS5aQijQEUUueKbPWnE106IXmtjwi\/kWxix8KkW7wH8JhW+2tY4rWh7J8SREu2bglLi6D+LbflQNQpK2Bf8Ax5hcRAajNauIAcXACLVxjE\/haZ0\/3yNbPhmMFxdT4hv5+deRcJxgVmw7uSk+BifhPKtVwvimQhHbJcGzcmHIg0iGfTtuAsftGSq5VrzPQFNTKKzlri7jdVfzBympDx1uVsD1aR9BTY1+Ei7\/AEi33dwaqIuLVsXduOYt2EyL\/M3xEfxHxL7CslxnFHEXjdb4QYtr6bev9zVVcRne8bjEnvW8I2JL3P71btW41aJ5Dko\/vRhjfVvtXhR2ZT1E06bjyx8SSwuVZPxH6eVPD0x2mkDV6DFjTGoQdCYuTI2RizdmOugspWYmhuPZrSju1DtoCNBAG1Xs1McjnFLa3TY8w8AiG02pfEeOplsVbxVzR1aJBgQNQNCNdKrNwe6QP3cEc9NfWthI6T6f6UjI24UjzMisbKvpDhhNPHmOQ\/lMyz8Pu92LZTYyDUOIwl8oEgwNI8q1ty+Y1qu2KpBdTkvoTQ9AfGYl8FcGhRh7U02HjVSPato+JHOh2MvZp6UyuoJ7EE2nA8wORTkNdXUQzh3HbGkeurqgSxirvUldXVzSJLbQHl0pnFGyCF003rq6qr+ac3CmBzXJvS11NCJmOptdXVMidSA11dXTo8GkJrq6unR1s60awGOZoRgGA2neurqBlHEPiMMWbjqPBcZR0mR9amwz3XYK11oPkK6upE9GMjuOwtkJi3tjUFZk7jQH7k\/Om8FxDMbgYzqSJ5SziPTQV1dRvXyLjO1vAgWw4ywseTCBJ\/2BUV2RzP2rq6ljqs3+4w6aXD\/tEYAP9k1zQOQrq6hPlcnkxlMGMf0iQXcWwqq2OYmurqIFEqZDexLE1C10zXV1FUCViOagY11dRBKZOp\/\/2Q==\" alt=\"El tiempo pasa inexorablemente - La Mente es Maravillosa\" width=\"437\" height=\"336\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">De todas las maneras posibles en los que me he detenido a pensar sobre lo que es y supone el Tiempo, la que m\u00e1s me impresiona es aquella que me hacer ver claramente que no podemos impedir su transcurrir, que su paso nos llevar\u00e1 hacia la eternidad convertidos en polvo, dejando atr\u00e1s a los seres queridos que nos gustar\u00eda seguir protegiendo, sin llevarnos la certeza de lo que el destino les tiene reservado a sus vidas. Esa incertidumbre me causa una aguda impotencia, casi infinita que, en no pocas ocasiones, llego a sentir como un dolor f\u00edsico y real causado por un pensamiento profundo del significado y las implicaciones irreversibles que el paso del tiempo nos trae a todos.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Homosexualidad en la historia: En la piel de 10 hombres gays clave\" width=\"366\" height=\"233\" \/><img decoding=\"async\" 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\" alt=\"Los Grandes Filosofos: De Socrates A Foucault : Stangroom Jeremy Y Garvey J.: Amazon.es: Libros\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<strong> Nos dejaron sus pensamientos y se\u00f1alaron el camino a seguir<\/strong><\/p>\n<p style=\"text-align: justify;\">Individualmente hablando, el tiempo est\u00e1 bien mientras nos acompa\u00f1a en nuestro recorrido a lo largo de nuestras vidas; despu\u00e9s \u00e9l contin\u00faa su camino mientras nosotros desaparecemos. Colectivamente, el tiempo es muy importante. Cada uno de nosotros hacemos un trabajo y desarrollamos una actividad que se va sumando a la de los dem\u00e1s. Con el tiempo, el trabajo, ese conocimiento adquirido, contin\u00faa aumentando y ese tiempo &#8220;infinito&#8221; es el que necesitamos nosotros y los que vendr\u00e1n detr\u00e1s para resolver problemas muy graves que se presentar\u00e1n en el futuro y que, de poder o no poder resolverlos, depender\u00e1 que la humanidad perdure.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"David Hilbert - Wikipedia, la enciclopedia libre\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El tiempo ser\u00e1 la mejor herramienta con la que podemos contar para resolver todos los problemas. As\u00ed lo dijo Hilbert:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Por muy inabordables que parezcan estos problemas, y por muy desamparados que nos encontremos frente a ellos hoy, tenemos la \u00edntima convicci\u00f3n de que debe ser posible resolverlos mediante un n\u00famero finito de deducciones l\u00f3gicas. Y para ello, la mejor herramienta es el tiempo; \u00e9l nos dar\u00e1 todas las respuestas a preguntas que hoy no podemos ni sabemos contestar&#8221;.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Es mucho lo que hemos avanzado en los \u00faltimos ciento cincuenta a\u00f1os.\u00a0 El adelanto en todos los campos del saber es enorme. Las matem\u00e1ticas, la f\u00edsica, la astronom\u00eda, la qu\u00edmica, la biolog\u00eda gen\u00e9tica, y otras muchas disciplinas cient\u00edficas que, en el \u00faltimo siglo, han dado un cambio radical a nuestras vidas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Podr\u00edamos ser la ultima generaci\u00f3n m\u00e1s inteligente que los robots | Actualidad | LOS40 M\u00e9xico\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSLgm8inHBVwLLUAnplab6DC_7bOgd1Ebzr9A&amp;usqp=CAU\" alt=\"Ingenier\u00eda y Computaci\u00f3n: Androides de \u00faltima generaci\u00f3n, de la ciencia ficci\u00f3n a la realidad.\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Si llegan a pensar por s\u00ed mismos y alcanzan la Consciencia de SER&#8230;<\/p>\n<p style=\"text-align: justify;\">\u00bfHasta d\u00f3nde podremos llegar? Ah\u00ed tenemos que estar atentos, no podemos consentir que, nosotros mismos, construyamos seres que sean nuestros destructores.<\/p>\n<p style=\"text-align: justify;\">Con el tiempo suficiente por delante&#8230; no tenemos l\u00edmite. Todo lo que la mente humana pueda idear&#8230; podr\u00e1 hacerlo realidad. A excepci\u00f3n, claro est\u00e1, de las imposibilidades f\u00edsicas que, en este momento, no tenemos la capacidad intelectual para enumerar, ya que, incluso en ese campo, se avanza para que, poco a poco, y, cada d\u00eda, podamos creer m\u00e1s en el hecho de que la inmortalidad podr\u00eda, alg\u00fan d\u00eda, ser un hecho cierto a trav\u00e9s de la rob\u00f3tica.<\/p>\n<p style=\"text-align: justify;\">La verdad es que nuestra especie es inmortal. S\u00ed, lo s\u00e9, a nivel individual morimos pero&#8230;, debemos tener un horizonte m\u00e1s amplio y evaluar una realidad m\u00e1s global y, sobre todo, a m\u00e1s largo plazo. Todos dejamos aqu\u00ed nuestro granito de arena, lo que conseguimos no se pierde y nuestras antorchas son tomadas por aquellos que nos siguen para continuar el trabajo emprendido, ampliar los conocimientos, perfeccionar nuestros logros y pasar a la fase siguiente. Este es un punto de vista que nos hace inmortales e invencibles, nada podr\u00e1 parar el avance de nuestra especie, a excepci\u00f3n de nuestra especie misma.<\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\n<div>\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/pheipas.org\/wp-content\/uploads\/2017\/12\/10-Nebulosa-Carina.jpg\" alt=\"10. \u00bfDe d\u00f3nde venimos? \u00bfA d\u00f3nde vamos? \u00bfSomos polvo de las estrellas? - Pheipas Pheochromocytoma i Paraganglioma Acci\u00f3n Solidaria\" width=\"591\" height=\"403\" \/><\/div>\n<div><\/div>\n<div>Ninguna duda podemos albergar sobre el hecho irrefutable de que venimos de las estrellas y de que nuestro destino, tambi\u00e9n est\u00e1 en las estrellas. de una u otra manera, nuestro destino est\u00e1 all\u00ed, formando parte de los \u00e1tomos que conforman las estrellas, el tiempo, nos devolver\u00e1 a ellas.<\/div>\n<\/div>\n<p style=\"text-align: justify;\">La humanidad necesita m\u00e1s energ\u00eda para continuar avanzando. Los recursos naturales f\u00f3siles, como el petr\u00f3leo, el gas o el carb\u00f3n, son cada vez m\u00e1s escasos y dif\u00edciles de conseguir. Se ha llegado a un punto en el que se deben conseguir otras energ\u00edas. Estos combustibles, en su momento cambiaron el rumbo de la Humanidad, sin embargo, est\u00e1n quedando en el pasado, y, a estas alturas se necesitan nuevas fuentes de energ\u00eda que posibiliten otras formas de avanzar y de profundizar en los secretos de la Naturaleza, y, para eso, s\u00f3lo necesitamos&#8230;Tiempo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Lexus imagina las naves espaciales del futuro en 'Valerian' | Tecnolog\u00eda | Motor EL PA\u00cdS\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Ocho naves espaciales con las que podremos abandonar el Sistema Solar\" width=\"331\" height=\"186\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">A pesar de todos los peligros que nos acechan, finalmente, el futuro se abrir\u00e1 paso y la Humanidad seguir\u00e1 su camino hacia el lugar del que procede: \u00a1Las estrellas!<\/p>\n<p style=\"text-align: justify;\">S\u00ed, es el tiempo el factor que juega a nuestro favor para conseguir nuestros logros m\u00e1s dif\u00edciles, para poder responder preguntas de las que hoy no tenemos respuesta, y es precisamente la sabidur\u00eda que adquirimos con el paso del tiempo la que nos posibilita para hacer nuevas preguntas, m\u00e1s profundas que las anteriores y que antes, por ignorancia, no podr\u00edamos hacer.\u00a0 Cada nuevo conocimiento nos abre una puerta que nos invita a entrar en una nueva regi\u00f3n donde encontramos otras puertas cerradas que tendremos que abrir para continuar nuestro camino. Sin embargo, hasta ahora, con el &#8220;tiempo&#8221; suficiente para ello, hemos podido franquearlas hasta llegar al momento presente en el que estamos ante puertas cerradas con letreros en los que se puede leer: fusi\u00f3n, <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>, viajes espaciales tripulados, nuevas formas de materia, el <a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a>, la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, las ondas de energ\u00eda de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, hiperespacio, otros universos, <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, y otras dimensiones.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Gravedad cu\u00e1ntica | \u2022Ciencia\u2022 Amino\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Teor\u00eda del todo o teor\u00eda unificada\" width=\"313\" height=\"176\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 Gravedad cu\u00e1ntica\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 \u00a0Teor\u00eda del Todo<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Teor\u00eda de cuerdas: c\u00f3mo comprender el universo partiendo de las matem\u00e1ticas de la m\u00fasica de Pit\u00e1goras - BBC News Mundo\" \/><img decoding=\"async\" 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\" alt=\"Se puede viajar en el tiempo?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 Teor\u00eda de cuerdas\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 \u00a0Viajes en el Tiempo<\/strong><\/p>\n<p style=\"text-align: justify;\">Todas esas puertas y muchas m\u00e1s nos quedan por abrir. Adem\u00e1s, tenemos ante nuestras narices puertas cerradas que llevan puesto el nombre de: gen\u00e9tica, nanotecnolog\u00eda, nuevos f\u00e1rmacos, alargamiento de la vida media, y\u00a0 muchas m\u00e1s en otras ramas de la ciencia y del saber humano.<\/p>\n<p style=\"text-align: justify;\">Aunque es mucho lo que se ha especulado sobre el tema, en realidad, el tiempo s\u00f3lo transcurre (que sepamos) en una direcci\u00f3n, hacia delante. Nunca ha ocurrido que unos hechos, que unos sucesos, se pudieran borrar, ya que para ello habr\u00eda que volver en el tiempo anterior al suceso para evitar que sucedieran. Est\u00e1 claro que en nuestro universo, el tiempo s\u00f3lo transcurre hacia lo que llamamos\u00a0<em>futuro<\/em>.<\/p>\n<p style=\"text-align: justify;\">Siempre encontramos las huellas del paso del tiempo, aparecen sutiles efectos que delata el sentido de sun transcurrir, aunque es algo que no se puede ver ni tocar, su paso se deja sentir, lo nuevo lo va convirtiendo en viejo, con su transcurrir, las cosas cambian. La misma Tierra, debido a las fuerzas de marea, con el paso del tiempo va disminuyendo muy lentamente su rotaci\u00f3n alrededor de su eje (el d\u00eda se alarga) y la distancia media entre la Tierra y la Luna crece. El movimiento de un p\u00e9ndulo, con el tiempo disminuye lentamente en su amplitud por las fuerzas de rozamiento. Siempre est\u00e1 presente ese fino efecto delator del sentido del paso del tiempo que va creando <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> destructora de los sistemas que ven desaparecer su energ\u00eda y c\u00f3mo el caos lo invade todo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La guerra futura. Un estudio sobre el pasado y el presente\" width=\"308\" height=\"177\" \/><img decoding=\"async\" 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\" alt=\"Las 21 batallas m\u00e1s sanguinarias de la historia de la humanidad\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No pocas veces, nosotros mismos, distorsionamos el paso del tiempo con nuestro quehacer. \u00a1Insensatos! No pocas veces hemos cambiado la Historia para peor.<\/p>\n<p style=\"text-align: justify;\">Nos podr\u00edamos hacer tantas preguntas sobre las m\u00faltiples vertientes en que se ramifica el tiempo que, seguramente,\u00a0 ni un extenso libro ser\u00eda insuficiente para poder contestarlas todas (de muchas no sabr\u00edamos la respuesta).<\/p>\n<ul style=\"text-align: justify;\">\n<li>\u00bfPor qu\u00e9 consideramos que el tiempo rige nuestras vidas?<\/li>\n<li>\u00bfC\u00f3mo explicar\u00edas &#8220;qu\u00e9 es el tiempo&#8221;?<\/li>\n<li>\u00bfPor qu\u00e9 unas veces te parece que el tiempo &#8220;pasa r\u00e1pido&#8221; y otras veces &#8220;muy lento&#8221;?<\/li>\n<li>\u00bfCrees que el tiempo estaba antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>? \u00bfPor qu\u00e9?<\/li>\n<li>\u00bfEn alg\u00fan momento se acabar\u00e1 el tiempo?<\/li>\n<li>\u00bfC\u00f3mo el ser humano &#8220;fue consciente&#8221; de la existencia del tiempo?<\/li>\n<li>\u00bfQu\u00e9 cosa es el tiempo?<\/li>\n<li>\u00bfPor qu\u00e9 no lo vemos ni tocamos pero notamos sus efectos?<\/li>\n<li>\u00bfPor qu\u00e9 la velocidad relativista puede frenar el transcurrir del tiempo?<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/juancarrion.files.wordpress.com\/2010\/03\/reloj_dali11.jpg\" alt=\"Qu\u00e9 es el Tiempo? | Jano 2.0\" width=\"467\" height=\"600\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><strong>No podemos retenerlo<\/strong><\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">El concepto de Tiempo est\u00e1 enclavado en las profundidades y conceptos m\u00e1s avanzados de la f\u00edsica y la astronom\u00eda. Sin embargo, su verdadera naturaleza permanece en el misterio. Todo acontece con el transcurso del tiempo que es implacable y fluye continuamente y todo lo que existi\u00f3, lo que existe y lo que existir\u00e1, est\u00e1 sometido a los efectos del tiempo que, desgraciadamente, s\u00ed podemos ver. La destrucci\u00f3n provocada por el paso del tiempo es muy real, y tanto en las cosas como en nosotros mismos, el resultado es el mismo: \u00a1la aniquilaci\u00f3n y la muerte!<\/p>\n<p style=\"text-align: justify;\">Bueno, creo que hay otras formas de mirar el cuadro en el que estamos inmersos y que, nuestro Universo es un Sistema Cerrado que se regenera, y, por eso en las Galaxias las estrellas mueren, nacen Nebulosas de donde nacen nuevas estrellas y de esta manera, el Universo se defiende de la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> destructora y, de igual forma nosotros, de alguna manera, actuamos igual que el Universo, unos nos vamos para posibilitar que vengan otros que, como las nuevas estrellas vendr\u00e1n llenos de energ\u00eda para poder seguir en la lucha de conseguir&#8230;nuestro destino, el destino de la Humanidad que, como tantas veces he repetido, est\u00e1, ineludiblemente, donde est\u00e1 nuestro origen: \u00a0\u00a1las Estrellas!<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio\u00a0 Silvera V.<\/em><\/strong><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F10%2F09%2Fla-naturaleza-nosotros-y-el-tiempo-5%2F&amp;title=La+Naturaleza%2C+Nosotros%2C+y%2C+el+Tiempo.' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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