{"id":26827,"date":"2021-07-15T05:56:20","date_gmt":"2021-07-15T04:56:20","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26827"},"modified":"2021-07-15T05:56:20","modified_gmt":"2021-07-15T04:56:20","slug":"%c2%bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/15\/%c2%bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2\/","title":{"rendered":"\u00bfSer\u00e1 el Universo igual en todas partes? Es l\u00f3gico pensar que s\u00ed."},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%c2%a1los-grandes-numeros-del-universo\/\" rel=\"prev\">\u00a1Los grandes N\u00fameros del Universo!<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%c2%bfel-sol-tiene-un-acompanante\/\" rel=\"next\">\u00a1\u00a1Qu\u00e9 Historias!! \u00bfEl Sol tiene un acompa\u00f1ante?<\/a>\u00a0\u00bb<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhUYGRgaHBoaHRoaGh4cGh4cHBwaHBweIRgeIS4lHh4rIRoaJjgmKy8xNTU1HCQ7QDs0Py40NTEBDAwMEA8QHhISHzQsJSs0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0ND00NP\/AABEIAK4BIQMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAADBAIFAAEGB\/\/EADQQAAEDAgUCBAQGAgMBAAAAAAEAAhEDIQQSMUFRYXEFgZHwEyKh0QYUMrHB8WLhQnKSUv\/EABoBAAIDAQEAAAAAAAAAAAAAAAIDAAEEBQb\/xAAjEQADAQEAAwEAAgIDAAAAAAAAAQIRIQMSMUEiURNhMoGh\/9oADAMBAAIRAxEAPwDlMG+0H0976rpsdgsP8BjqbiXmS8EWC5qmwEhdj+H8LTOXPds3XQUP10O7xnLQWmY0M30WsViM7y8taMxJhoho7Dhdv41gqBszy5XHeIYXI4sdIcDBaRBHdDUJrRvh8+ldi6AERveZ+kJQU1bGtIax0QBGkbk6jXXdDfhI0IO4PvdZn\/RqaVdQjUJJGsRAvOnHAvosYwqxxGDY1jXZwXOmWwZaARBnQz04W3MpfCBaX\/EzGRAy5YERvMyjUmeqwQaBN05ga0GNv6296pQgkpnDsU9Q4vpeYd4MjnULdahdKUB6q5wtOSMxEG09t41U9cNL8izWI\/l7GSBAkWNzItbdQzGDGlpVz4lhmMJax+fX5hp5KrDNkLQfjtNagTmWVhRAa3qYB7Jb4enkmmH5dkFIPdNvQcM0gjvOnCnVmfIIlFlpCoZIw64IPuFSVbKzcSLpB7byff8AtU2NQrcyTJnX1+qFWdsPUTfyKO5Aey\/kEDZTQu1vKnTiRmEiRImLTzFt7qTm8arbGfUHv\/q8IdF0vwIK5ZmDYk2n\/G4I7EEKVfGvextOPlbOUQJve5AugPYQbiO6ix\/zAkT0M39ESoz141um6LYutvddSIm9lsgFEnwr10AXf0pgbQoPAlTpD\/SFsuV0I7RYw31jyn6KS04ITRK4L1SJmLcTeL7wl675LdIAAkCPWNT1RqrUsNbqJi7QdwMCZ0WI2IxL3hud05AGDSzdhHqhNbNhuip\/0VCedN51i1HUeoWIQ\/VAmBoYCHDMXGWwZaBEGdDMm3+KsML4qWWJVNnTDGZr7rqKsOJK9iyq+JTuk67y4ybk+ZWUKTZIcSLGIE3i3kmMNUyulgBsRcA6gjQjqVdVpF\/EAyiTtt\/f0USwJl9M9pQixZ6XTTFG3MzgDjRDoUGnNJIMWtqZHXumWaKTGK5eE8k+3RT8sUejR4VjRwvyzaJANxN+Gz0U2UomN7cJnGJTxijWkkKypGw80IUpMpqlTMKq+DFZr9QIKExl7orJBA5TIYNSPNLpD4vULhl1jheBp7KmGHNG25ULg99kpofFaYDJiU1TAjok3shxLdJlNB1gJQGiQOICUe304TrmzKgaXEe43VMaVTxc8Ibmkfb0Tr6ZF41uPr9lDK3K6Sc20CxveeLIWiNizCQ4QS0yCDxcXkXtCgWAPuS5oN8tiROxIse4RHEmCb7dYHX6LThbTfXcRNvfCBg4DzSb3jknTi11haImNTr21HG4WBvM+Wqk4yZ0HGv18lEC5INkaaobjGmov7BRmGey1TYMwLhLZE9RujQupI4bDh5hzgwQTJBiQJAgDfTzW2sMwmcU5he4saWtJsCZIHfdBqPJdeZ66qMqJf0i3fpytOUXajj+URriAdLjjz8ktjl8FKzCQTa2t736bpdg6a78bpms+xA0MH0n7oLR2t6K9FUnptp7oje6EUZuk8qaFKJZm\/8Ayf8A1\/pYtQOqxTQ8RWURKu6GFkcKpwFOTrC7TwnBiASuj60us43huFLZSnAuBDgJ6LBh3TMRyvQ8Rh6eRuRsGL9VxnimKa0lrVJrfouq9+pFY5vVBcFA1DmUi6UunoUvCQsRBnQzfXXfhMUhdKMVjhWCyD2aGp8HKVMlMNw5TFCmIAgTMym\/g20siVi6aK+nhirCjgbJrBUJK6nDeFty6InfOma6e8ODxOEINkJtgun8WwoYSuXxB1VvqGeG\/wAF\/jQ49bIlB4kzrwkKx9QiYN86pVcOl4a3hZUHNZJLZBBEcz16GCoU+dI8\/ophkomQmw+qVpsUr6ArMMKBpW669E0+k4RPqtlsqvoaK2tTkobqGysxQQnU7qYRlbUooLmty75p4tHMzrPRdDXpUvgzmPxJuItHdUrmzc86d9VKWCov20WLIQKgKssTiC7KS1oytDRlETG5jU9UqwSZdoNEDGTrXSDWQOqk1oiZFtlsybndQfbRWmU0aDoMj9gfoVF\/a95M9lMAW1Usog2vz07KFNCj+mkojHKFQdFEuQlrgOrGxM78eSGAjgCOsme1o\/lDcFQOG2MGWcwmf0xeIN82w6LeUQPr\/paYN4topyppcohC2pwFimhFTgasG1zIAHMz7811OA8caLRB+nouKaE5ScAupHk5ldPN1H6uHeYnxh5aQMoB9Vz1QSSSZ\/tJMxLidZUnVldVKWJEXt+si6peSiFyC9qzPss1UNlZ0YYwqywI0VQyrCcoVASORccyEls0S0dOz9M8KypOs0EgkjQbd+q5vDYt02BA\/wCX7\/dX3hDmvAdBEiSDr9tkv2aA8k80dwrsriOP2XS4bxEZbriMfUc14ykkO34PEfRHGMOUwbj2Vplql0z1D+osvG8VmkhcriXmYhOV8Vadbbqqfi2sJc4zrbXURvbRG6\/CeOfVkalAlZg8O3Pl+IwP\/wDnNf7JPFeLOLcrRlB9VWYUh9QNlrSf+TjlFhOu2iVXszZPlmcO6ZQLRcXUvhEa6rmMP+Ia9OCCHs\/SWugx1k3ldb4djmPZmIkmSRpHQdOqVptnzauCz3EGduNvRFbTEZhpHom3U2O0ESpMwpAsffZWh3usK8FAeyVZuodEE0CjCVJlfiHOfEgWAFgBYW236pStTi2quDTSr6dyb8IWi5SXEVT6eyiWjfTpZWBopSsy\/ZB8DwWdYLG5S2YOafLLHrMrdU9FlOlAVaU0QLCId1\/aNlnKIWdLaT6woOF1YInWYosaLTMbgfVWL8KeOvFjolXUo1Uc4Amn8BYlrc5yj5ZtJBMbSRugPCO7iBboJQnBBQSXMBtF0R4WNYiPFhcb73tyNlREsArETKsUC052ncp1jREKrpugpgVwN1tbOEuLo+xl7JpjJhVzMX\/j3VlRDnAGwUbaAWP4P4fCh3bnTy7oeK8MtYo2EbzrzorDBNYym8Pe7NNs1yQ7cHYDjqkW8GyufDmjRc0CQYMXhWOAwxytfmblc7KCTfMNh10tr3V3ToUv0OzGWxpY9M2g6JPxbCZmC4yMMyAGk3EOH+QtqQkVf4aPHKXxFl4fRztLgA5skOOl4kDsbequfyBDWhhABFo\/6ndch+HPETme2XvYf1uc2YAt85nYRcnTsu18MOduYkENBAyGAYBgiLRA7SEHt+MT5lUvV8KDGOex7nlxAygEAfJnGp3grK1RzWNcRczmEXkGx805+ImAUiWkFhaJm5JDRH0j1VURUFOmHwC+X2MnLAymAN5JJ20TIstL2ncK\/EY0mySxDCAJ3Ei+1\/sU5iWiTAjhVlZy1zXsIuc+kHylHUxM9947fW6aL7IbgrAaRDDOg9yrPD45zIyuI7KshED0trujov1WI6bAeNPJDXAOm0\/pPqugd4oyi74VQZS0ATOYeo1XnTa8XRvzRJklV6r8Grz1vfh6lh6zKgljpSfjPiNDDNa6s5wzSGhrS4kgTFtOLrjvDPEiwyCQOidx\/wCJWNGdzhInKDBIJBAN+5QttGlUmt3hDwz8c0XvbRr0nUnueGBwEtEn5Q8Ey03AJE82V9jKWUnovLvAsL8Z7g8S6rVZ8+4l2dzu0A+q9hxFNr3Ohw81FW\/Q\/BVLrfGc858FLuBN+VY4nA3\/AFC9tdfPdaZhLRmHEddFM03+05ulQxmZxHCKGJ8eHPbJtc7LTcLEqeoFOf7Kt8i0mNY69kEOun8fhnNAJFnXBPAtbzn0SIpnYSp8YLSpcL92IoHDhoafibnaFz9R3CMR8oiZ3vbyQoUqkxPh8XpoB9O0oBbeUzUfbS2mnfdDfYfslNmgEQhuG8jiJv3jhFhBdTuqIyOZYmPhM5P0WKYB05FpkSFsA2BulW1ocYMiTB5Gxg6I4eTcarezz6oco07mfVP4XEHQaD6nlVdCoQnMO8i+0pdfCTXTpcEHNIJIMiTI0E8\/blNsry79ItYHY+RXN4fFOJuZA0CffiXFzSG3tMWFo9UmpNMUmd3gqdNzRmiACbG3ad1ANYAANHA6AHKbm5J0uuWw1N8NIMbuaJiDOl7EK6wD3NeGl2SQCLTmNrHgxss9PfwN+JytVf8ARV1fD4qB7GPpthvxHFromfmcQLttcWgwqnwr8XfkXupNLMTTuWPBLQ1ryXOaWkHcmx084Xfv8Pc\/O6q4ZHAktYSSdRedfli3WOp4fH\/hXDva\/wCDTqte1rcsg\/Md8++aJcYECANxNQ0n\/Iu2\/JOTmou3fiXDYnDupMYabCwsLflaGmDoeJy3+yJU8RZ8JgaAXBrWTeYAj1Gmp53XOD8FVWUw+RDrCQWuN9Qw3A\/7R2S7QWNg+XbumzE0\/wCLF+3rONf+\/ofE1XFxlwHce+ySe9QfUuo1njKIJm88Rtf1WxT6maq9jCVOg8ZhmBI4Bg+sFKsfKao0pmBMCew9kJkzpmunIzSwxdcBT\/JX\/hX\/AIDhmugbrpaP4caQXl9oiABN+qupSZcX7T\/s8yxGHhLFdf434awEtzHMuExuJLXXM2jQDS23ZVUfx1EnytVlDlZ7miDN0hVo54JMDooDGF0SSQLCTMDjoLpnD1Bos7nUaptN9LrwSgxgm4zSARqABH7q7weKe1vzZnMENzcEzFz234KpMMDkEkfKTAH+Ws+amMSeY9ffspTnDq+OkpWHXUsVmaA8N\/7AHyI1CEAZ+V+YcaQudwnirmiJJ8gR5p+j4gHCdDuFWmqKl\/C6FRwiH3LY5Ft+6ao4\/Iczw10jLdpMTuudGNM3bCkapdpZF7ErxzSwvH4mmRcH\/wAyI6IVbwxuXMxwLTfr6KlbWygyTra38IuE8Rc0kk2GgFpHbRXqIoc\/8WHxjjla0xDAQLDczruqms6Fe1KzHCCQ1x6i\/kk62AIk2PSR5BLpf0HKSWfCpc3nugglxNrDXgfZM4hhFoS7rTrfrvz6pZKT\/DR9\/wAKAuSsc+fei0UQLCT7hYhrFCjhGhMU32UQ0QpZIutqPOUsGqLZubBOnEkgMk5RJAm0mATHMAeirabwQQdZF5NhBtGhm3onMKzMRwiz9Bb3iLvw6iBBd3HndXeG+aIs0GdBf\/Sp6YFr206K6Dw1rb226AnhLpajRPCypvDZJ1gCBqcxIFvVS8aIawOJMjcCZEGRAtKVFRroN7Dvb+0xTHxWQRIbcCdY0n7JN+Pgybyk2NYbxHI0DI50lwAJjTbLOYajQHuEvS8KqVXtdiWljAMzgKlw0OkMa1lmgxJcST1nQuHxMBxc0TlILgQD2B2AMpen4g9z3td8rCQIDpgBoI8iZ9O6SoCdNa55\/sb8b8TLnQIygENP+PAHGi5HGAGR6I2MBL3ZjobbFp6dCCkHVSWkkjWNb+id4pxi7pKcFHggjuh1iIsi4mpmIkzaPICAOwhK13RutTe4zMl6pg2kgq1wZbfNe1rxBt69lVMemaVRNjhmvqOr8IfGUZovqOq6XDeMhvyZwYmYvFrH+uQvP8LUOkxI\/lSNSxEmeVoUzS1mZVU8ReeNeIioHEatP93XAeLMBMq5qYiBbXqqrEMzXSvKpSyR\/h9n2ispCLJ7DvKg\/DQJBWU3FYupm7Phe0sSYgLQeSlaTSGZjEEkC4mwBMt1AuL90SliImwMgi946jg9UD+mxVwdaIaLC5kGb2kERt58I1MuIJAsIk8TYJGjVAmZNjEc\/ZS+JF0pmmK5wt6FYf8AIny1+q2ytfWO6pG11M4gzIQ6x68iRdOdzdRab3tGh6KrFZwBh0cLG4k6G6mvQ\/8AKi0c8b772NtNERmOLQAQXcTP3VSyuSYHojOedCLqPSl5pbwumYxj25XNAIm4kTJ310SOLpZdP2+6hhKJe4w5rSGl0udE5RMDk8BZhsX\/AMXmw0P8KY8Cm1uC8Hf35LSbqUZuLg7hKvZl3BBANtp\/nYqg2sBysUVisrhyjApuNoWmM3nqtPJOpPHpp5Lameer4QDdwLc7SrDC1EsymY6axt3j0TeEYPurFKXpdYZ4y6bLdJ7iZ24Sb61oFkbDVdkKDb\/C+wOKtMQYgfwp4bGFkgkZoFtfMlUZqGQb9kQYjM+Ta0d1TfQpfOl87EFwM6OseL9EjiHOZEaCx9VEYm0cJZ+JJkf2hqZD1msbVBEmxi6q8wiQbSmsTWBEb6JCsQLAW\/lH41wT5KRqrsgwCQHGBNzEkcnr2UH1ZKxz25TrmkRpEXmd50jzTeYA2maa+LA2TTKggQAIFyJvfUyfK3Crnco2Hfsili6WDRqnbVT+OSblApEZvmkDoJPpIUX6ko1QHqiWKdBnVAp1xmBIzCRLZiRxO3dTfdqT7JVPo2F+BtbrYaEVuiAUFzg+Ggza2yw1D5KGH6o2WTc22CR8HpNo1RqSUapiIUGtHKx2XU3IQ1PR001Oaae8Zvlk2GsTMX02mfJHoPmCkDTGyaw4so5JNNssMPhX1DDGl2UFxAvAGp7ILdVuhinsJLHlpIgwYkHUdkNlQC5VOU1wNU\/bvwuPCXCk9lR2UkEHKbjzHCY8T8RZWquflAk6Ns0dlQ1cQSsa12UuAJAiYFhOkoXuYMlT7eyLUPB0cB0W3tYdXtH1\/ZVLMx1siuDttY03QmpVz4WmGaB+hwNtNPoVN9MlpJbpEnYTyqMTEEQVYUcW4gA3G83+qgc1vCX5dYjfGbwfVYrCxHHtIR\/y5Lc2U5SYmLTrE6SkS9Go1DI44Wn6eebGQwqQfl6LqfDKeDOEe6o4iuP0hchWaTJvA9L2H1S5v2bQbWLQ3x53TVOpG6raLYuUyx0pqnRLf6OtxMplo3hVLh5JilX0+bb+VMfwtP8AssnYkRJSr6wmeUm9\/VCLwp6\/pHT+DNV42S4qXWPNkrnvdM\/BWd6E+IDYDpvf3pbhRiyBQf8AMjl0K10tfCNUqWH1WP2U2MKKULr6HqN4UqVxcKbqJc33M\/ayJhqWoTpnol2hLEMgGO6Sbyr2tREX\/wBqsx9PI4t7EXBsRI0JEwRabJXlnGO8db0Gx8rJQWOhFzJLemhGAwmKD5MF0WN+sWHSdJ2SzXIcpbQ1PA2JrQT6WMj1W2TCVdaSUak+yFoua19D5bIjX2S3xJssc+AhwZ7JDJrdVsPlKUrqbKijf9BS9+jWeLItKrcJSOQb6KbWHLmkWgG9xMxbyKHNDVeo67ERrdL43GHISwwTvv6pX4ijUMhT1Qx+V0sRYeG1M7A1zhI0J3HdMTlOqqGU8ri3M2wBkOkGQDAO5vp0KMx6FpjI8i9Ui1\/MFYkM6xVgz\/IUjXKbHTsguqCBAiwm8yeenZbBWg46DvrGNVnxS4CXEwIAJ0EkwOlyY6lQpOggjUEEdwZBWE3MqIjQ6xji0uAJDQCTFgJAE8XICiKi02rbVDJCYgGgpcSVj3Qove5xc8yb3IECXTExYTBt0Q6tYEkgZRNhJIHmbqIGkFc8juoB90D4i20yr0W1rH6NdzCHNMEGQeqXe1Zn0WzbUKbqGNdJNrPflBuGDKIAECSdQL3JuVE63UqDwLhRxRuXIv0jleuo083Cdw9QWSVJ9pJut0XQDIOovsNbaamPoUcvGJueHVeHsDrK4f4KcpcPe657wbESYB6+\/qvQG+LNFEsIbbeL8Lcn\/FNIwVPWmzg\/E41aCLQQbmdyufrtkrofFarXTBH83n7fVc7UN0jzpD\/A2kBexQa6DdEf3QgCbLFXGb5eomHLTnrG0tbi317KL6RVeyY3HgKoeVNgseik+hESRp6X\/pae3KJQOkWpa6TbopxIQac6dVKra6BsNLg1TgBDeQdEux9iVOk4GZVL6HqawYw1cCQWtdLS0Zp+UmPmEHUdZ1U3mJbIIBMEaHki2hgIDWKDnAFFgO4TctZrKDng6futAqmWn0lSZLgJAkgSdBfUnhFabxItN+yXBvCKzXUDW500nYE9EA1MN8RYgfE92WKYX7FeszKICJhKPxHtYIGZwaJ0kkC\/S60YYNwynURKhvKBUZBI4JHojUz8p5A9bx\/I9Et8YyXpLPpCYfSe0NJaQ1wlpIsdiQdxIPolaDCTY6Tr0R3VnQAXEgWAN4EzAGyZ3AdRB7kPMsOig0qfAa6YHKYePfCE4LKXKmgZjwaaZKJUfylHm9kRzkaKbwOxw5529+wtMpPeSGAkNa55HDW3JPQILTZSad+UTLnrC0+AseIQ5i62Hk3UTJcoawuJcyCFas8VMXKoXEjeY5UBWJ80yfK5M9eFUy0xVcFxynsdJvYkTZRfVYHy0FzAQQH2JAiQcp36KtdU4JI2nX9ypMfogq96HEYsGqgnb3OyDDiCGNmLk3sOeyi+pxZZhMdUYHNY4tFRuR0E3bIJB5Fggp70cnixEi0xG\/0Pmfd1Fz7XK1StZRedkDGS3hMPYQDJmTIIsBaLzffbZSLJEj9Onnt+yXGH6+ypOY5hmRNiN9R1CW80Z3OkqlV8AOcS1shvQEk\/uVgeCFBlSRHKE3hTNIngQM2W8haftceq016bpCSIiwJuJBgE3HlCHcGKUwfxCoTfVYStsbKvSOdNNdluLHX06rRddELBKjlVtFYRgrbQT7jrqtuCHnIn098aIWFmEsixazDhYqwmn\/\/Z\" alt=\"Las nebulosas, esas bellezas difusas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sabes d\u00f3nde vives? Sagitario A*: El agujero negro supermasivo que est\u00e1 en  el centro de nuestra galaxia | RPP Noticias\" \/><\/div>\n<h3 style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las estrellas de neutrones y quarks explicadas para todos los p\u00fablicos: as\u00ed  se forman dos de los objetos m\u00e1s asombrosos del universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"LAS PROTOESTRELLA &quot; Se... - Hermanos Del Cosmo, Ufo - Ovni. | Facebook\" \/><\/h3>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">En una regi\u00f3n podemos contemplar una Nebulosa molecular gigante, detectar un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, o, el nacimiento de una estrella&#8230; Pero, en todos esos lugares rigen las mismas fuerzas y las mismas constantes. En caso contrario, estar\u00edamos en un Universo chapuza.<\/p>\n<\/blockquote>\n<div>\n<div style=\"text-align: justify;\">Bueno, independientemente de las cosas que en una regi\u00f3n particular pueda estar ocurriendo, en el contexto general, s\u00ed es igual el Universo en cualquier lugar que podamos mirar. Las mismas fuerzas y constantes, la misma materia, las mismas transiciones de fase y, seguramente\u00a0<a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0la misma vida, se repite una y otra vez a lo lo largo y a lo ancho de todo el Universo. Las estrellas son siempre iguales en todas las galaxias y todas, tienen el mismo principio y el mismo fin. En sus hornos nucleares se transmutan materiales sencillos en otros m\u00e1s complejos. Tambi\u00e9n las galaxias, dentro de su variedad (como pasa con las estrellas y los mundos), son todas iguales.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una nave espacial rusa pierde el control y cae a la Tierra\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Misterioso objeto cae a la Tierra tras mantener en alerta a cient\u00edficos |  CNN\" \/><\/div>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p>En el centro de vigilancia espacial detectan la ca\u00edda de una nave extraterrestre<\/p>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">La vieron caer y corrieron hasta el lugar. La escena era la que se pod\u00eda esperar despu\u00e9s de la ca\u00edda de una nave en plena monta\u00f1a. Los pocos testigos que por el lugar estaban, llamaron a las autoridades que enviaron, de inmediato, a\u00a0<a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>personal<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0especializado en este tipo de investigaciones.\u00a1<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8211; \u201cMira, un trazo de la nave ca\u00edda, \u00bfde qu\u00e9 materiales estar\u00e1 hecha? Nunca he visto algo as\u00ed! \u00bfDe d\u00f3nde vendr\u00e1n estos seres, de qu\u00e9 estar\u00e1 conformado su mundo?&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Esto preguntaba uno de los investigadores al otro que con \u00e9l recog\u00eda muestras de aquella extra\u00f1a nave accidentada y que, seg\u00fan el seguimiento hecho en su acercamiento a la Tierra, ven\u00eda de m\u00e1s all\u00e1 de los confines del Sistema Solar y, qui\u00e9n sabe de d\u00f3nde pudieron partir. Sin embargo, el material que recog\u00edan, deber\u00eda ser el mismo que est\u00e1 repartido por todo el Universo.<\/p>\n<p style=\"text-align: justify;\">Lo \u00fanico que puede diferir, es la\u00a0<a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0en que se utilice, el tratamiento que se le pueda dar, y, sobre todo el poseer el conocimiento y la tecnolog\u00eda necesarios para poder obtener, el m\u00e1ximo resultado de las propiedades que dicha materia encierra. Porque, en \u00faltima instancia \u00bfes en verdad inerte la materia?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/24b3f6.medialib.edu.glogster.com\/media\/2c\/2cec0faed8e90e5c43b250a3deef3367daa3ce4f9474971ea5ab053f968a1471\/materia-inerte-natural-agua.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Tiene y encierra tantos misterios la materia que estamos a\u00fan y a\u00f1os-luz de saber y conocer sobre su verdadera naturaleza. Nos podr\u00edamos preguntar miles de cosas que no sabr\u00edamos contestar.\u00a0 Nos maravillan y asombran fen\u00f3menos naturales que ocurren ante nuestros ojos pero que tampoco sabemos, en realidad, a que son debidos.\u00a0 Si, sabemos ponerles etiquetas\u00a0<a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, por ejemplo, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a><\/a>, la fisi\u00f3n espont\u00e1nea que tiene lugar en algunos elementos\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el Protactinio o el Torio y, con mayor frecuencia, en los elementos que conocemos como transur\u00e1nicos (elementos artificiales hallados en el laboratorio).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">A medida que los n\u00facleos se hacen m\u00e1s grandes, la probabilidad de una fisi\u00f3n espont\u00e1nea aumenta.\u00a0 En los elementos m\u00e1s pesados de todos (Einstenio, Fermio y Mendelevio), esto se convierte en el m\u00e9todo m\u00e1s importante de ruptura, sobre pasando a la emisi\u00f3n de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('particula alfa',event); return false;\">part\u00edculas alfa<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/spinoff.nasa.gov\/spinoff2000\/images\/15.JPG\" alt=\"\" width=\"277\" height=\"284\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Part\u00edculas Alfa, Beta y Gamma: el gran descubrimiento de Rutherford y Soddy  | Rinc\u00f3n Educativo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a1Parece que la materia est\u00e1 viva!<\/p>\n<p style=\"text-align: justify;\">Son muchas las cosas que desconocemos y, nuestra curiosidad nos empuja continuamente a buscar esas respuestas. El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>\u00a0y el positr\u00f3n son notables por sus peque\u00f1as masas (s\u00f3lo 1\/1.836 de la del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, el anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0o anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>), y, por lo tanto, han sido denominados\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>\u00a0(de la voz griega lentos, que significa \u201cdelgado\u201d).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoGBxETERYTFBQYFhYWGRgcFhkZGRkaGRYZGxkZGhkZGRkcISsiGhwoHxoWIzQkKCwuMjExGSE3PDcvOyswMS4BCwsLDw4PHRERHTooIikuMjAwNDA7MDIwMDAwMDAwMDkzMDAyMDI5MDAwMDAwMjAyOTEuMDA2LjAwMDAwLjAwMP\/AABEIAMIBAwMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAABQYBAwQCBwj\/xABIEAACAQIEAgUHCQUHAwUBAAABAhEAAwQSITEFQQYTIlFhFDJUcZGT0QcjM0JSgZKh0hUWU2KxJHKisrPB8DQ18UNzgsLhJf\/EABkBAQEBAQEBAAAAAAAAAAAAAAABAgMEBf\/EACoRAQEAAgAEBQMEAwAAAAAAAAABAhEDEiFREzFhkfBBcaEEFCIyscHh\/9oADAMBAAIRAxEAPwD7NSlcvEUc2nCMUbKcrKFJUxuAwIJ9YoOqlfOMJxLiBu4FS90ZsLhDcDK\/auPbvdaxUIQ8MLRfMVKwIktB88Mv469h3U3b4c3LFu04Z9HuW16+42a2hKJDOFKwGldNlD6TSoHiXEL1nC4l7Xzz2JFterfNpbQ9vWbpkliUidhqDUCvSPiRVSq2jqkt1Nwh1fFLZzAZxlhGLnVh2CZg6BfKV8\/Xpfj+uW0Vt51FrMgs3c17Njb+Hcoc8WgbdoXBmzDfUjWvDdL+I9Q7FES6XtrbU2LzBGcuGt3YbRUCqxuAzuMklZD6HSqJf6VY8XbqIiuoVsjGzcWHV8OsntnMrC7dYDsmE7hJxd6ScSTMHS2QTdXOti9FoW8YmHN1lznOptubuUEaIdSJIC+UqjWulOO6zDBrYyXLhRytm5muL5Q1tbqqzDq0NsC4dXKhpIiCZDG8dxK8St4dEmyWVbhNtpGa1duZ1uZoK5kRdViSRJOwWmlUnH9JeILfxNtLSZbZIthrd0mPmstwsGh1bO+gy7aElWrTj+PcStvmgPkTGrlFlwt17T2RaeMxI7DO0A9oI8bjKF8pVHsdIuIsobLbKrlLEWrvzqnE9V2O32D1ct9YSJ1BrixXSbiIvM4Wcq3UNsWboSx\/a7NsPcJaLrLazPKlRDE+brQfRaVV+jHFsdfuxeVEtrYtOYt3Ablx3vLKszdlcttWywSM41I1MVw3pFjVvWLJVmVnIul7b5ir3sSqlbmbQKEt7rADDXtCAvtKpnFOkePTFX7aWk6u0j5M1u6S0WBcW7mScy9YerKheRgzpUe\/SbiJVbqjUWcb2DZbq7t201k2YKu0gqzwQROR9AfND6HSqZiekuOt3Gs9ULtxLjDsWrqrcQYE3gysSQua+DbGp7t9a4cR0h4hC3Lbrcy2cYcq4W8iXbqWrVy0kMxaQTcAymDlYb7B9BpVOXpLi7l5urQdSty9DGzdLPatWcPcGQZllmd7qg7HLoDGuOF9JMa+BxV5rQa9Z+ii26i4Datvm6sMxbKzOCFYzkgGaC5Ur5zb6S8Rtl8oF0Neu5Xe1eVHCJhglu2slrYfPdIPb1VoBqa6S8UxNnEMbebKbVkLKM9tXe+ysxAZROXnOmmh2IWylVG9x3HNg8HcS2iXrysbwa1cZbZXD3bsZcyssuirqfrRvUbxDpZxK3Zc9Upug5kAsXSrL5Kl\/q\/pJzZ2KZhM5T2RBgPoFK+fX+knEbTMqqtyb18gvauABVNo2rIKme0ruQ8HzD2TrXVi+O45VN5k818aLaJauGFtF0tG4vWAXC0K31RGxG9Bd6VCdEuJXr9gveUBxcuJ2VZAyo5CMFYkiVyncg7jSpugUpSgUpSgUpSgUpSg0DDoLhuZRnZVUtHaKqWKqT3Asxj+Y1CcZ6X2bTtZtK2IvoDNu2R2DEgXHJhSdNNTrtU+5gE9wr4b0H4\/ZttcuX3yu73HfOYbMWJMg8+UUEzc+UDpCiPdfh9sW1mT1d3s+J+ckgerlyq5fJ50ztcRw+bRL9uBetjkTsyzujRp3ajlWvhvSfDXA1vrbebUZcwnTwqk9EsmH6SG3bGRLttwVGxLILsx3SpoPslKUoFKUoFKUoFKUoMUpUb0g4kcPYa6FDFSogmN2A3++pbJN1ZNpKlUgdPrn8Ffxn4V7HTq5\/BX8R+Fcf3PD7teHkulKpw6cXP4K\/iPwr0Omlz+Cv4j8KfueH3Xwsuy30qo\/vnc\/hL+I\/Csjpjc\/hL+I\/Cn7nh9zws1tpVT\/fC5\/CX8R+Fb8B0pd7iobagMQJzHSfupP1GFutpeHlFmpSld2ClKUClKUClKUClKUGCazSvD3AKDF4EqQDBIMHuPfX5fxWE6m61u\/OdLpS4fOJhu0w7+Z8Zr9K3MZ418a+VDA2TirF9iQj20V9PNZZg+Mg\/4aCdwnBuHYm4cVaLEFocKcp0AAiNU219Z2qU4Pw1f2iuIW2M2i521KqoiF9a5gT3kanlU+j2BsLiE8huteuOGFxACFYH6zE6KFOs\/dzq59C8ZYNy\/ZRlNyzcZbhBnMSZLA8xJYetSKC9g1muew5rooFKUoFKUoFKUoMVA9O\/+iuetP861PVXflDuZcBcPin+da58T+l+zWP8AaPnqmtgNQQv3nZofKARCwPsg77862WuskS0ia+VcXslT9vX6wresc2qDssT9b+vwrYDyn\/N8KnKu02HTvn\/nqrIvW+4\/89lQ6AgiCP8AF8K7bzgOrZhoCI11mPhTQ62vLyX+vxrt4E04i14utRXW8wfZNSPR7S\/ZH8y1cP7z7pl\/Wvo9KUr7LwlKUoFKUoFKUoFKUoMGqv036W4bAIGvZmZ\/MtpBdo3OpAAHeTVmc6Gvz98sHFXv43YhLahbYMbblvv3oOrjHyu33kYeylsd7ku3sEAfnUZien74jBthcTh0uE+ZdUlXV5BUssEN3aRppVQg16sOwIIMQQQRuCDII8dqCfHSjGYZGw9n+zHa6yqBefwdzqoE+asR66juB8Zv4W8L1lsrjTXUMDurDmK4GJJnUkyZOpJO5J5mvSoaD7R0O+V6xdK2sWnUudOsUzaJ\/mntW\/zA76+m23BAIIIOoI1BHga\/KNlJMASa+3\/Ie14YS5buTlVwbYP1Qw1A7hImPE0H0OlKUClKUClKUGKrfykqTw66BvNv\/UWrJVX+U\/FJa4bddzChrcmCd7igaCsZzeN0uPnHyiwr5mWNoPtH\/wCV0i24ExUMOk9gFiCTMR2WGgHq75r3+91qI\/2b4V4Lw879HomWPdLW70qWGy7mlkknMBoaiLHSXDhGUsdSPqttInYd1SP74YT7bfgf4Vm8LPs1Mse6Tw+EaddNe8\/0qRKqdwD6wKq2B6W4ZVOd2zZm+o50JJHKuodM8F9tvdv8KnhZ9mufHusA0ru4A39ps\/31qo\/vngvtt7t\/hUn0T6U4W7jrFtHYszqACjDX1kVrDhZ806M5Z46vV9lpSlfTeQpSlApSlApSlApSlB4uLII76+W\/Kd0Od269FmBBjw209VfVa1XrCuIYAig\/LnEuHFF21MaRG1bbfALptK2XQ6\/cT\/4r7jx7oBh77hwsGdY0rvs9D8OECkTAAPjFB8BxvALiNGUxAPtFZt8IfLmI2BPsE1+gW6J4cjUE+yva9FcJlym3IkSCTBgyARzExpQfNehPycPcVbtyAphvEzr91fWeFcNt2EyoAO+BE10ogGgAFbKBSlKBSlKBSlKBVI+W\/wD7Nf8A71n\/AFkq71SPlv8A+zX\/AO9Z\/wBZKD86ivQrXNdVtLeQEv2juuU6a9+x01rOhrArIQ10WwnfXoZavKbaBaNe1wx763qy12WspQmJII9nP+tZsc887Gvh3ATfOVXAc+aCuhPdM6V2fJ7bK8XwisIZb4BB3BAYEe2pHo2Qboy5Z8dvv8Kzwi4rdJLZUgjyoajaQCD+c1nC7rzcDj558XLC+Uj9E0pSur2lKUoFKUoFKUoFKVW8dwvHG672rwVTcBVWZyMkWAVKxC6peOm+eDuaCyUqCXDcRIAN60ORKrOkL2lBGh8\/Qkicp2lT5u4fiOpN1IjZFXN9HsA6wfnJ3I7Mc6CfpUHxDCY50VUuosoouESrZtc+RgDH1QDyAPMgjRicBxEXme1eTIcwVbhJAXKcmgTzg2XWSYmZ2oLHSq\/xDhuMe4zJdABt2lAzuoFxWuG4+VRGoZBHONdhWHwnEio+ethgB5ohWbK8gyhMZzbIjkCDrqQsNKgXw3Ec65b1ooGQtKwxWe2NFiY0ER91T1ApSlApSlApSlAqj\/Lj\/wBmv\/3rP+slXiqZ8smFe7wi+ltGdy1qFRSzGLqEwBqdAaD83A16rvHRvH+iYj3N39NZ\/dvHeiYj3N39NQcKua9i6a7V6OY70TEe5u\/prow\/COIpthLx\/vYZz\/VPCrJN9Uvo58bZ6tLbSDnWTptt8a5RiGG0VL4\/hnELoBbCXxGkCxcH\/wBfyrj\/AHdx3omI9zd\/TTPXN\/HySTp1MLxi5bByBQSPOgkj1SYB+6pH5Nz\/AP1sH\/7y\/wBGqO\/d3HeiYj3N39NT3ye8BxacUwjvhr6Kt1SzNauKoEHUkrArEmkxwxxtsnm\/SNKUrbZSlKBSlKBSlKDFcj4VJMs4J1+luD8g2grouIGBBEgiCO8VG8RwAa4rCwlyABJbLAEwANjuaDq8mtfbf3tz9VPJrX2397c\/VUWvCsqjLhbcmc65tNtBPPXw76XOFw0DCoVMEnOQZgE\/nIjnA1oJLqLWgztqJHztzUaajtbaj2168kt\/af3tz9VRzYa5APkqFioUxciFEQPV2V9ld9jhtoQ3VqGgTzgxtPONqvT6p1Z8ntxOd4MQetuc9vrVnyS39p\/e3P1Vk8NtRGQRXlOGWQwYIAVkjfQmJMd+lOh1Y8ntTGdpOw665+quXimFugKLB7TN2jcu3oVACSQFaWO2kjeugcGw4M9WvLv5DKPy0rR0gwT3VTKqPkuBirc1gg5TIhhPORv90VVujHTFL+LbBX0KXQ1xUa3fuMjm2TIILdkkKSAC2xEgiruuDQEGX077lwj2FoNfO+A8Lt3OJDEJbRbtu5c7C6KphkYvH1oLGRvMncV9NoFKUoFKUoPJMa1hLitsQfUZrFwgAzt6p\/Ib1AW+BWFAC3MQoCInZDrIRAikwmrQN+80FjrE1AWuDWlEC9iufO5OpB+z4Ct2DwFq2Fh7xKtmzMHLNoRlY5e0upMHmSaCWS4rbEH1GayzgRJAnbx9VV0dHcMBCPfTsqpKB1LBZgtCanX8q6F4TYyorG84S4bi5w7ENkyDXLsPOHjrQTRcDcj\/AJpXoGq3+71jndxLaqe1nM5SSFPY82TMd4BrZhOEW7T22S7fItljlcXWBlco2AGniDQWAGs1ANwezrD31nN5ocRmLM0QnNnZvXHcK6uF2Esqyhrz5mzdsOxHgOzoPCglaV4VpE9\/3fka90ClKUClKUClKUClacSjFGCtlYgw0TB74rnXCXAB8\/cnwFuP8SE\/nQaxxK5BnD3NNoymd+8ju\/MVtt4xjkBtOMxIM5YSObGdjyid64eIcDLy3WM7kAEOcoIHcbYXKfGD6jXPwzBuWS4tpAoJEm5cLqoYDKVJjMIIImJFBYqVE43pBattcWGY2lDPlEmCSIA5nQ6Vut424XIyLlgZTnEk85EbbVNzyTmm9bSNKj7z3cyyQqk7LqdjGp8Y5Ct17GKlrrG2Cgn7+VVXTUd0ju31wl5sOua8Lbm0N5cKcojmZrjPSRI80Am2txczQGzTCyFPa0M6aSN66MDxG7dQkIoMkSCWEDnstTmjO4heiGDbD4e0Ht3usKI9xgoOdyuZgx3nMxJndiancBjCYQ270yZZ0gayZmduWnhWcC75iHbNObu0IMQAPCfyqRpLtZds0pSqpSlKDFeWYASTAHM16qo9KMcz3OrDhbdsjPOzGO+eWn51vh4XO6WTaducdwyzN1RG51j27V7t4m44V7aqVJOrMQSvIgAGJ131\/wBqBZ4NiHvs90HqlVgkNoSSIYKDvA3I05V29DOkHzptierlVMmRLSAfAyNa75\/puluN3pq4dl1tvfkZkSOZDmRryGXXTxrsrFZrysMUqP4\/fZLDsk5oEEbiSBI8aqnDcUttTeNxi7zkTMAVaBKmD24gyD310w4dyx21MdxcruPtLcS01xBcuTkQsAz5RLZRuYGtdVQ+JKC4Lhw6s6TkctbzLmADQWMruQa7MJimc62yo11zKRpljY6zJ\/DXO+jLspSlApSlApSlApSlAry3fXi9cCqWOygkxqYAk6c65bfF7LTDHSZ7LcgSeXgaDdi8UiAMxO+kAnWD3ffUbw\/iSC86j6O4QyGHzdYfpEK5eyPNaZ1Lt3V1HjNjsnMYbY5H7yO7TzW9le8PxOzcZVVpYyVBVhtvqR66DTjOE4e+GZl+lQKTJBZdwI\/2rY2CUOSWuEFebdhY7hyNacfiMKz5LolkOkq8bKZBAjurSVwILDLqFOYQ8lXhSPGZA++mjTdiMI+mW4I7mMETzBHrHLu1qQ6lcuQiREa8xEVDK2AAJiBAJ7NzYMCOXeqn7hU5bcEAjYgEeo1JJEkk8lX6XcOt27RdAVLWzbOVmHZVXKrodtW0p0Bw+bBzmcHO+uYnu5NIrt4q9jFILXWMpn7DHzgVg6R9bv0rjweDwduwqZ7hiVLL1imS2aco8WHf99VU9hMMyntMGjNBAgnMZ19X+9dUioPCjBBreVnLA5UJN3VtDGund4V1JwDDjQIYylYzvEEERv3E+2glKVrtWgqhV0CgAeoCBWygUpSgxVA6Z8Om5cDsUU9sMBMrGoj21f65OJcOt3lyuPURuPVXXg8Tw8ttY3VUjhfF7JsFhnAsL1erbiBroYJ0GvKuPo1hVxF231b3gFaGBusZyw2ctuTHPvNWa30MRSAtzKmvZCgTO8wYNTPCeE2sOuW2sTueZ9mld8+LwtXlnWtXLHrpzcQsdWAA7QZ86+ya6RBM935mtWAvIziXICkx8+XLEEADLzBk+wVM3LancAxtImOXxqM4vjrVkoOqzsTKhVEiDv8An+RrySW3Uc5NpS4gYEESDoQdjUZhujeFRw4tiVJZQdQrHcgd\/jXQuKuOENsLGaLmZtVEGcuUEFpjnGtcuH48j3GQK2VSBnMBSScsDv1+\/UVqc0l01N\/R1Hhqm4zsEYNyNtZmB9bc7V12rSqIUBR3AAD8q4b2Na2ty5dCBFI6vKxJKkL50gBTmzbEiADXnBcUa6hKJleCVW4YmNJMSQJjlzrPLdbTSUpWmxmyrnADQMwUkqDGsEwSJrdUQpSlApSlApSlArW6zzI1B0jXw15VspQcK4Bpk3rh8JUR7BXdSlArkxeFZwQLjpJBGWNInbTn4ztXVWaDxbEACZ8e\/wAa90pQYIrhu4BiwYXrggAQCsHxIjfxFd9KBSlKBSlKBSlKBSlKBSlKDFRvF+EreysWZGTUMsT4g+FSVKstl3CXSK4dfw9lBaVyYmS2YknQksY3M1H2uHYQXDdFxsqt1mSDlzbDSJInWO+rLSkyym+vmu6i+J3sPdttbuN2Toey24100rVwHA2rZco73GhVJedANgNOcSTzNTNKTKya+hu+TNKUqIUpSgUpSg5sZbdlhHKHvAVvuhtK5fIMR6U3u7X6akqiOJ2FQNcN64kkQM4AktsJ23+6KlN6jb5BiPSm93b\/AE08gxHpTe7tfprSt3QsS6sCmjEwQzqJEgGNYqRwd3NbVvtAH2iaTVamVs3\/AKcnkGI9Kb3dv9NPIMR6U3u7f6a98VvOgUqwUagzEbaSTtzNaeGY1rjatplMCI1kf8iauk5r8j0cBiPSm93b\/TWfIb\/pTe7tfpqB4Zj8fj892zeTD2VZ0t\/Ni49zKYLNJAUTyFb+KcQx+EwF69c6u9eQ9jq0YDISq5nWSZEliBAgffWdzW3bwsuaY7m960l\/IcR6U34LX6aeQ4j0pvd2v01T+HdKbjvaycSw11nZAyPZNvRiAchkEsATAO9TlzjFxeKnDlvmlwvWkQJzZyu8TECY76SytZcHPG6uvLfl2+8SnkOI9Kb3dr9NY8gxHpTe7t\/pqA4RjOI45PKLd63hrTFuqTqxcYqCQGclhBJB0FWHgqYkW\/7S1trktrbBVSs9kwSdSNT66su3PPG4dLZvs8XMJeAJOKYAbnJb0\/w1q6u\/pOIuKDsTbtxrtOkj74qQxqErpqQVMd+VgfbpVJNu5h7zsGzqVuQilszKRAD2olQpZJMQPvrnnncbOjhlxLjrp\/habuGvrp5S5J2At25\/y6DxrzhrN5\/NxbGP5Lf+wg1VeI9LrqY+zhrqKjObYZx9GrNmbqmLaZyNiDrPLerVwbrizlwAgJFuIiDGiwNtKc15taeiT+PNufhu8hxHpLe7t\/CnkOI9Kb3dv4VIxULcfGgmEzAEx5moht5bvK+yu2OG\/r7uXNfkdPkOI9Kb3dv4U8hxHpTe7t\/CtL38VytwwA0lMrMAdPPkAk\/4PGvBv47+EmwjUb6T9faCfw+OmpwvWe5z35HT5DiPSm93b+FPIcR6U3u7fwrSb2MnS0I00JTuAYDtaagkb7nwrx1+Oj6JZ9amPO\/m1jsn7zTwvWe6c9+R0+Q4j0pvd2\/hWfIcR6U3u7fwrR1+N0+bHOfM12iO3pz119Valu47+GO\/QpvrpObYaafnTwvWe5z35HX5DiPSm93b+FPIcR6U3u7fwrmGIxuvzSzPesRA\/n5n+lejfxozfNg93mDv1PbPhTwvWe5z35G\/yHEekt7u38KeQ4j0lvd2\/hWq5iMZytAacykTA\/nnfN\/h8a34FrxY9YsADSMsMTEyAxMiNPWazeHqb3+V5r8jz5DiPSW93b+FPIcR6S3u7fwqRilTRzVHeQ4j0pvd2\/hW3DYW6rS18uPslEX8wJrsms1NG2aUpVRioLjeGt3bhtXZCZMwYfVg8uQMwZ8BU7Wm9YDRM6bEEg676is2bZym4rVmxiiFe46XVIJQwVcKpDgGOySQvhrUzwBybQB+rCj1BV\/3mt\/7OtSTkGog90d0bVss4dVPZEeAJj1xtNSSyt42zHlrTxJlhc20k7Mdu8LvvtXLgcRaQaFjCwfm7gJyido9fr+6pilbRSLPDb2Gd\/JMQEt3GL9XdsXXCsfOKMsGD3eFSFu1fFi4hxjm67Ah+oOVDp2Utx5sLGpO55mrNSpp0vFyvnr2ULGcEu4nImIu2urDBibWGuLcfKZjMZyeJFSvkiniRxeaVNjqsvVvOjF80kRG4irPWacsW8fO9PTXupGC4ZiMMCmExIFksxRLuHuubckkhWWJXferF0ftOtoi5fa++YlmZMkEwcqrHmjlvvvUoKRSYyM5cTLLz\/77tOMv5ELRJ0AHeSQB\/WqdiOLYnrbGJAUFXuW7tpntjPaJTM1qJJuIyjsyZgjmKuOLsB0KmdeY3BBkEeo1E2+j2qgvCqxYwWYvIgg9YWyjnoal3vo1w7hy2Zeat4fofZu404p8RiPpuuC3AUGYxkRUcRlWB2gJ5TVz4diy+\/MtE79kgGfaPzrONwIczAmI1nbwI1U0wOCKbmYkKOQBMn18vZXT+OvV5tZc3o7arb2EzHLiVUyYBDdnR5HniPrmrJUfd4LZaSQ2u8XLg8OTd1Xh5THe27HDdsHScQvmiHytI0fK2fPE\/Se2tQwhOaMadIU6nRtDp29yCR\/8u8CJM8FskRDxER1lzbSI7WkQI7q8\/sOxM5WmZ8+5v3+dv\/StziSfX8Q04r2GJB\/tYBiCRMAAZdR1kA6HXvrCYIS39qUksCdTy0O1znoD6q7hwGwBAVo7usub9\/nb+NYfgNg7q20H5y4JA2ntVfEx732hpweTmf8ArBoBproO1v8AOTHa3PdvXq7gmyQMUqwhRdwAQmWT29xIPrPjUg3BbJ+q343\/AFeJrz+wrHNWPazau57X2tW3p4k7\/iGkbcwo3OKQEhQSoOsGFP0h2jc90zXq1hWzGcWjAkdkgmVIUFYNzY+3XepBuBWCuXK0a\/Xuc\/HN\/wAgd1Z\/Ylj7LfjucjOva111\/wDNPFx1532hpwLg2GXNiwREiZ1DTBnrJ2nbxpawTMMqYrNIIkBmIiJM59Dtqe8V3\/sSztDaQPpLmwmPreJ9p763Yfh1tGzKDMRqzERM7ExvUvEn0vX7Q04P2Rfj\/qD+FvbOf7vVPMzRuDXj\/wCv9YNGVoBBLQBniJqapWPFy+aNRE4DhVxLgdrufQaFWnshgCCXMee3LnUvWKzWbbbuqUpSoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoP\/Z\" alt=\"Historia de la ciencia: el descubrimiento del electr\u00f3n | Los Avances de la  Qu\u00edmica. Educaci\u00f3n Cient\u00edfica (y algo de Historia \u2026).\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT7gC_n6keISs615y1ruv0spyUWvtrIfiirfQ&amp;usqp=CAU\" alt=\"Modelos at\u00f3micos timeline | Timetoast timelines\" \/><\/p>\n<p style=\"text-align: justify;\">Aunque el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>\u00a0fue descubierto en 1.897 por el f\u00edsico brit\u00e1nico Josepth John Thomson (1856-1940), el problema de su estructura, si la hay, no est\u00e1 resuelto.\u00a0 Conocemos su masa y su carga negativa que responden a 9,1093897 (54)x10<sup>-31<\/sup>kg la primera y, 1,602 177 33 (49)x10<sup>-19<\/sup>\u00a0culombios, la segunda, y tambi\u00e9n su radio cl\u00e1sico: \u00a0no se ha descubierto a\u00fan ninguna part\u00edcula que sea\u00a0<a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>menos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0cursiva que el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>\u00a0(o positr\u00f3n) y que lleve\u00a0 una carga el\u00e9ctrica, sea lo que fuese (sabemos como act\u00faa y c\u00f3mo medir sus propiedades, pero aun no sabemos qu\u00e9 es), tenga asociada un m\u00ednimo de masa, y que\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0es la que se muestra en el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>, es una maravilla en s\u00ed mismo.\u00a0 El Universo no ser\u00eda como lo conocemos si el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>\u00a0(esa cosita \u201cinsignificante\u201d), fuese distinto a como es, bastar\u00eda un cambio infinitesimal para que, por ejemplo, nosotros no pudi\u00e9ramos estar aqu\u00ed\u00a0<a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0para poder construir conjuntos tan bellos como el que abajo podemos admirar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AromaticKlutzyAcaciarat-size_restricted.gif\" alt=\"Top 30 Atomo GIFs | Find the best GIF on Gfycat\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a1No por peque\u00f1o, se es insignificante!<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que orbitan al n\u00facleo at\u00f3mico tienen carga negativa que equilibra la carga positiva que tienen los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> y, de esa manera, el \u00e1tomo alcanza la estabilidad. Todo lo que vemos est\u00e1 hecho de \u00e1tomos y, de ah\u00ed, la importancia de estas infinitesimales part\u00edculas elemetales.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Record\u00e9moslo, todo lo grande est\u00e1 hecho de cosas peque\u00f1as. En realidad, existen part\u00edculas que no tienen en absoluto asociada en ellas ninguna masa (es decir, ninguna masa en reposo).\u00a0 Por ejemplo, las ondas de luz y otras formas de radiaci\u00f3n electromagn\u00e9ticas se comportan como part\u00edculas (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0en su efecto fotoel\u00e9ctrico y De Broglie en la difracci\u00f3n de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electrones<\/a>. Esta manifestaci\u00f3n en\u00a0<a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de part\u00edculas de lo que, de ordinario, concebimos como una onda se denomina\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">fot\u00f3n<\/a>, de la palabra griega que significa \u201cluz\u201d.<\/p>\n<blockquote><p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Se ha descubierto una quinta fuerza fundamental del universo? | Enterarse\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El gravit\u00f3n como un bos\u00f3n de Goldstone para la ruptura espont\u00e1nea de la  invarianza de Lorentz - La Ciencia de la Mula Francis\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>El Gravit\u00f3n no se ja meter en el Modelo Est\u00e1ndar y se aparta de los otros<\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">En f\u00edsica de altas energ\u00edas y de part\u00edculas se dice que los\u00a0<a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a>\u00a0son los mediadores de fuerza o part\u00edculas portadoras de las interacciones fundamentales,\u00a0 el Fot\u00f3n, mediador de todas las radiaciones electromagn\u00e9ticas. el Bos\u00f3n Z y el Bos\u00f3n W que intermedian la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a>, el Gluon es el emisario de la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>, y, por \u00faltimo, el Gravit\u00f3n que a\u00fan no se ha podido hallar, es el Bos\u00f3n que interviene en la fuerza de Gravedad.<\/div>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Quarks - Concepto, descubrimiento, modelo y caracter\u00edsticas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En f\u00edsica de part\u00edculas, los\u00a0<strong>quarks<\/strong>\u200b\u200b son los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> elementales masivos que interact\u00faan fuertemente formando la materia nuclear y ciertos tipos de part\u00edculas llamadas <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>. Junto con los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>, son los constituyentes fundamentales de la materia bari\u00f3nica.<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTS8fhsSrDO1InIIVPOpyHykYcBuBBeWFlTIA&amp;usqp=CAU\" alt=\"Modelo Estandar\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Part\u00edculas elementales. En f\u00edsica, un\u00a0<strong>lept\u00f3n<\/strong>\u00a0es una part\u00edcula con <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> 1\/2 en el caso de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> y +\/- 1\/2 en los dem\u00e1s\u00a0<strong><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/strong>\u00a0(un <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermi\u00f3n<\/a>) que no experimenta interacci\u00f3n fuerte. &#8230; Existen seis\u00a0<strong><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/strong>\u00a0y sus correspondientes antipart\u00edculas: el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, el muon, el <a href=\"#\" onclick=\"referencia('particula tau',event); return false;\">tau<\/a> y tres <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> asociados a cada uno de ellos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"e)- LOS FOTONES - 1- S\u00cdNTESIS de la TEOR\u00cdA TIEMPO-ESPACIO\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSFJOu_OZYv3tVKme4rSBsAEtI8zrKKSkd-Gw&amp;usqp=CAU\" alt=\"El fot\u00f3n \u2013 Astrononuestra\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La materia: El fot\u00f3n. Onda, no corp\u00fasculo \u2013 2 - Historia de la Vida\" \/><\/p>\n<p>Part\u00edculas y ondas a la vez que conforman la Luz<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">fot\u00f3n<\/a>\u00a0tiene una masa de 1, una carga el\u00e9ctrica de o, pero posee un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a>\u00a0de 1, por lo que es un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">bos\u00f3n<\/a>. \u00bfC\u00f3mo se puede definir lo que es el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a>? Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0toman parte en las reacciones nucleares, pero el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a>\u00a0total de las part\u00edculas implicadas antes y despu\u00e9s de la reacci\u00f3n deben permanecer inmutadas (conservaci\u00f3n del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a>).\u00a0 La \u00fanica\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0que esto suceda en las reacciones nucleares que implican a los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0radica en suponer que el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">fot\u00f3n<\/a>\u00a0tiene un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a>\u00a0de 1. El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">fot\u00f3n<\/a>\u00a0no se considera un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">lept\u00f3n<\/a>, puesto que este termino se reserva para la familia formada por el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">mu\u00f3n<\/a>\u00a0y la part\u00edcula Tau con sus correspondientes\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">neutrinos<\/a>: V<sub>e<\/sub>, V<sub>u<\/sub>\u00a0y V<sub>T.&#8221;<\/sub><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 son las ondas gravitacionales? \u2013 UNIVERSO Blog\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Existen razones te\u00f3ricas para suponer que, cuando las masas se aceleran (como cuando se mueven en \u00f3rbitas el\u00edpticas en torno a otra masa o llevan a cabo un colapso gravitacional), emiten energ\u00eda en forma de ondas gravitacionales.\u00a0 Esas ondas pueden as\u00ed mismo poseer aspecto de part\u00edcula, por lo que toda part\u00edcula gravitacional recibe el\u00a0<a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>nombre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fuerza de gravedad fuerza gravitatoria gravitaci\u00f3n universalcausa de la  gravedad\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Magnetic Field of the Earth\" \/><\/p>\n<p style=\"text-align: justify;\">La fuerza gravitatoria es mucho, mucho m\u00e1s d\u00e9bil que la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('fuerza electromagnetica',event); return false;\">fuerza electromagn\u00e9tica<\/a><\/a>.\u00a0 Un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0y un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>\u00a0se atraen gravitacionalmente con s\u00f3lo 1\/10<sup>39<\/sup>\u00a0de la fuerza en que se atraen electromagn\u00e9ticamente. El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>\u00a0(a\u00fan sin\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>descubrir<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>) debe poseer, correspondientemente, menos energ\u00eda que el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">fot\u00f3n<\/a>\u00a0y, por tanto, ha de ser inimaginablemente dif\u00edcil de detectar.<\/p>\n<p style=\"text-align: justify;\">De todos modos, el f\u00edsico norteamericano Joseph Weber emprendi\u00f3 en 1.957 la formidable tarea de detectar el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>.\u00a0 Lleg\u00f3 a emplear un par de cilindros de aluminio de 153 cm. De longitud y 66 de anchura, suspendidos de un cable en una c\u00e1mara de vac\u00edo.\u00a0 Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravitones<\/a><\/a>\u00a0(que ser\u00edan detectados en forma de ondas), desplazar\u00edan levemente esos cilindros, y se emple\u00f3 un sistema para detectar el desplazamiento que llegare a captar la cienmillon\u00e9sima parte de un cent\u00edmetro.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_KXw12gs_0hQ\/R0Pk_t3nFhI\/AAAAAAAAAsA\/TLtY-AxcFhA\/s400\/LIGO-audio.jpg\" alt=\"\" width=\"300\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">Las d\u00e9biles ondas de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravitones<\/a><\/a>, que producen del espacio profundo, deber\u00edan chocar contra todo el planeta, y los cilindros separados por grandes distancias se ver\u00e1n afectados de\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0simult\u00e1nea.\u00a0 En 1.969, Weber anunci\u00f3 haber detectado los efectos de las ondas gravitatorias.\u00a0 Aquello produjo una enorme excitaci\u00f3n, puesto que apoyaba una teor\u00eda particularmente importante (la teor\u00eda de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general).\u00a0 Desgraciadamente, nunca se pudo comprobar mediante las pruebas realizadas por otros equipos de cient\u00edficos que duplicaran el hallazgo de Weber.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El gravit\u00f3n nexus de Stuart Marongwe - La Ciencia de la Mula Francis\" \/><\/p>\n<p style=\"text-align: justify;\">De todas formas, no creo que, a estas alturas, nadie pueda dudar de la existencia de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravitones<\/a><\/a>, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">bos\u00f3n<\/a>\u00a0mediador de la fuerza gravitatoria.\u00a0 La masa del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>\u00a0es o, su carga es o, y su\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a>\u00a0de 2.\u00a0\u00a0<a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>Como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">fot\u00f3n<\/a>, no\u00a0<a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0antipart\u00edcula, ellos mismos hacen las dos versiones.<\/p>\n<p style=\"text-align: justify;\">Tenemos que volver a los que posiblemente son los objetos m\u00e1s misteriosos de nuestro Universo: Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>.\u00a0 Si estos objetos son lo que se dice (no parece que se pueda objetar nada en contrario), seguramente ser\u00e1n ellos los que, finalmente, nos faciliten las respuestas sobre las ondas gravitacionales y el esquivo\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR4oyUnvP8dKNuodOfeevBPfbAWCn-ssedQyD6VOiVTMkgMWnHM0RO5ENcA2fZER5DBoqM&amp;usqp=CAU\" alt=\"Medir las ondas gravitacionales desde el espacio, el proyecto que la ESA  quiere lanzar en 2029 - INVDES\" \/><\/p>\n<p style=\"text-align: justify;\">La onda gravitacional emitida por el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>\u00a0produce una ondulaci\u00f3n en la curvatura del espacio-temporal que viaja a la velocidad de la luz transportada por los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravitones<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.academiadeciencias.com\/resize.php?img=imagenes\/noticias\/modn8item2474sitem0archn0.jpg&amp;Pwh=w&amp;w=350\" alt=\"\" width=\"350\" height=\"267\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_js6wgtUcfdQ\/SoRVlWmTy6I\/AAAAAAAAG4w\/HErkV9C4UGQ\/s400\/espuma_cuantica_2.gif\" alt=\"\" width=\"400\" height=\"184\" \/><\/p>\n<p style=\"text-align: justify;\">Hay aspectos de la f\u00edsica que me dejan totalmente sin habla, me obligan a pensar y me transporta de este mundo material nuestro a otro fascinante donde residen las maravillas del Universo.\u00a0 Hay magnitudes asociadas con las leyes de la gravedad cu\u00e1ntica. La\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a><\/a>-Wheeler, \u00a0es la escala de longitud por debajo de la cual el espacio tal\u00a0<a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0lo conocemos deja de existir y se convierte en espuma cu\u00e1ntica.\u00a0 El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a><\/a>-Wheeler (1\/c veces la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a><\/a>-Wheeler o aproximadamente 10<sup>-43<\/sup>\u00a0segundos), es el intervalo de tiempo m\u00e1s corto que\u00a0<a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0existir; si dos sucesos est\u00e1n separados por menos que esto, no se puede decir cu\u00e1l sucede antes y cu\u00e1l despu\u00e9s. El \u00e1rea de Planck-Wheeler (el cuadrado de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a><\/a>-Wheeler, es decir, 2,61\u00d710<sup>-66<\/sup>cm<sup>2<\/sup>) juega un papel clave en la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>\u00a0de un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">Me llama poderosamente la atenci\u00f3n lo que conocemos\u00a0<a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0las fluctuaciones de vac\u00edo, esas oscilaciones aleatorias, impredecibles e ineliminables de un campo (electromagn\u00e9tico o gravitatorio), que son debidas a un tira y afloja en el que peque\u00f1as regiones del espacio toman prestada moment\u00e1neamente energ\u00eda de regiones adyacentes y luego la devuelven.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.pdm.com.co\/images\/Noticias%20de%20Ciencia%20y%20Tecnologia\/Noticias%20de%20Ciencia%20y%20Tecnologia%20Oct%2001-2009%20-%20Sep%2030-2010\/Relatividad%20LISA.jpg\" alt=\"\" width=\"480\" height=\"367\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0 \u00a0\u00a0 Andamos a la caza del vac\u00edo, del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>, de las ondas gravitatorias\u2026 (Ya halladas)<\/p>\n<p style=\"text-align: justify;\">Ordinariamente, definimos el vac\u00edo\u00a0<a id=\"_GPLITA_20\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el espacio en el que hay una baja presi\u00f3n de un gas, es decir, relativamente pocos \u00e1tomos o mol\u00e9culas.\u00a0 En ese sentido, un vac\u00edo perfecto no contendr\u00eda ning\u00fan \u00e1tomo o mol\u00e9cula, pero no se puede obtener, ya que todos los materiales que rodean ese espacio tienen una presi\u00f3n de vapor finita.\u00a0 En un bajo vac\u00edo, la presi\u00f3n se reduce\u00a0<a id=\"_GPLITA_18\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>hasta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a010<sup>-2\u00a0<\/sup>pascales, mientras que un alto vac\u00edo tiene una presi\u00f3n de 10<sup>-2<\/sup>-10<sup>-7<\/sup>\u00a0pascales.\u00a0 Por debajo de 10<sup>-7<\/sup>\u00a0pascales se conoce como un vac\u00edo ultra-alto.<\/p>\n<p style=\"text-align: justify;\">De ese \u201cvac\u00edo\u201d nos queda much\u00edsimo por aprender. Al parecer, todos los indicios nos dicen que est\u00e1 abarrotado de cosas, y, si es as\u00ed, no es lo que podemos llamar con propiedad vac\u00edo, ese extra\u00f1o lugar es otra cosa, pero, \u00bfQu\u00e9 cosa es?<\/p>\n<p style=\"text-align: justify;\">Antes se denominaba \u00e9ter flam\u00edgero (creo) a toda esa inmensa regi\u00f3n. M\u00e1s tarde, nuevas teor\u00edas vinieron\u00a0 a desechar su existencia. Pas\u00f3 el tiempo y llegaron nuevas ideas y nuevos modelos, y, se lleg\u00f3 a la conclusi\u00f3n de que el Universo entero estaba permeado por \u201calgo\u201d que algunos llamaron los oc\u00e9anos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>. Ah\u00ed, se tiene la esperanza de encontrar al esquivo Bos\u00f3n (que dicen haber hallado pero que yo, no estoy muy seguro de que as\u00ed sea) que le da la masa a las dem\u00e1s part\u00edculas, y, el LHC del CERN, es el encargado de la b\u00fasqueda\u00a0<a id=\"_GPLITA_19\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0que el Modelo Est\u00e1ndar de la F\u00edsica de Part\u00edculas se afiance m\u00e1s.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSDzq_iHdIY5N_vKdP6TLRPPFxq_mPPg-bL8A&amp;usqp=CAU\" alt=\"Cuando un modelo es est\u00e1ndar (1\/3) | Cuentos Cu\u00e1nticos\" \/><\/p>\n<p style=\"text-align: justify;\">Andamos un poco a ciega, la niebla de nuestra ignorancia nos hace caminar alargando la mano para evitar darnos un mamporro. Pero a pesar de todo, seguimos adelante y, es m\u00e1s la fuerza que nos empuja, la curiosidad que nos aliente que, los posibles peligros que tales aventuras puedan conllevar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/bashny.net\/uploads\/images\/00\/00\/01\/2017\/02\/08\/a5bc536e66.gif\" alt=\"El movimiento de la Galaxia: un gif. P\u00e1gina 1\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">En enero de 2002 \u043d\u0435\u0432\u0437\u0440\u0430\u0447\u043d\u0430\u044f la variable de la estrella de nuestra Galaxia V838 Unicornio ha estallado y se ha convertido en 600 mil veces m\u00e1s brillante que el Sol. En alg\u00fan momento estrella fue el m\u00e1s brillante en la Galaxia, pero r\u00e1pidamente se ha apagado. Hemos sido testigos del inusual fen\u00f3meno denominado &#8220;de la luz en el eco&#8221;. Aunque nos parezca que el de la estrella se distribuye de la burbuja brillante de gas, en realidad, nos vemos el otro. Es la luz del flash sale la estrella de la velocidad de la luz y enciende los ya existentes anteriormente, pero invisibles en la oscuridad de la nube de polvo. Podemos observar el &#8220;pausada&#8221; la procesi\u00f3n de onda de la luz gracias a la distancia en 20 mil a\u00f1os luz de distancia.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Est\u00e1 claro que, dentro del Universo, existen \u201crincones\u201d en los que no podemos sospechar las maravillas que esconden, ni nuestra avezada imaginaci\u00f3n, puede hacerse una idea firme de lo que all\u00ed pueda existir. Incansables seguimos la b\u00fasqueda, a cada\u00a0<a id=\"_GPLITA_22\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/30\/%C2%BFsera-igual-el-universo-en-todas-partes\/#&#8221;>nuevo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0descubrimiento nuestro coraz\u00f3n se acelera, nuestra curiosidad aumenta, nuestras ganas de seguir avanzando van creciendo y, no pocas veces, el f\u00edsico que, apasionado est\u00e1 inmerso en uno de esos trabajos de b\u00fasqueda e investigaci\u00f3n, pasa las horas sin sentir el paso del tiempo, ni como ni duerme y su mente, s\u00f3lo tiene puesto los sentidos en ese final so\u00f1ado en el que, al f\u00edn, aparece el tesoro perseguido que, en la mayor parte de las veces, es una nueva part\u00edcula, un par\u00e1metro hasta ahora desconocido en los comportamientos de la materia, un nuevo principio, o, en definitiva, un nuevo descubrimiento que nos llevar\u00e1 un poco m\u00e1s lejos.<\/p>\n<p style=\"text-align: justify;\">Encontrar nuevas respuestas no dar\u00e1 la opci\u00f3n de plantear nuevas preguntas.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F&amp;title=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F&amp;title=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F&amp;title=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F&amp;t=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/15\/%c2%bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F&amp;title=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F&amp;title=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2021\/07\/15\/%c2%bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F&amp;title=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F&amp;t=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%BFSer%C3%A1+el+Universo+igual+en+todas+partes%3F+Es+l%C3%B3gico+pensar+que+s%C3%AD.&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F15%2F%25c2%25bfsera-el-universo-igual-en-todas-partes-es-logico-pensar-que-si-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0\u00ab\u00a0\u00a1Los grandes N\u00fameros del Universo! \u00a1\u00a1Qu\u00e9 Historias!! \u00bfEl Sol tiene un acompa\u00f1ante?\u00a0\u00bb &nbsp; En una regi\u00f3n podemos contemplar una Nebulosa molecular gigante, detectar un agujero negro, una estrella de neutrones, o, el nacimiento de una estrella&#8230; Pero, en todos esos lugares rigen las mismas fuerzas y las mismas constantes. En caso contrario, estar\u00edamos en un [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26827"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=26827"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26827\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26827"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26827"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26827"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}