{"id":1545,"date":"2021-03-09T07:00:41","date_gmt":"2021-03-09T06:00:41","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1545"},"modified":"2021-03-09T07:10:33","modified_gmt":"2021-03-09T06:10:33","slug":"%c2%bfdonde-estamos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/09\/%c2%bfdonde-estamos\/","title":{"rendered":"\u00bfDonde estamos?"},"content":{"rendered":"<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/EFIMoLi3Km7TUL5fNAjZi4rdsdCdeIql6rXRrZfcLqaSg4coSNI6WWMJEAtzl-cjgKnzVYYFV8MDP22nLSA2jduqDavVzW1uoLViH5IkRgToxxRBc4dWHSRsBhQ\" alt=\"Imaginando la d\u00e9cima dimensi\u00f3n \u2013 Ceci de Viaje\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTLR8vKSPVyzRuCmX8LRFySbPWBgG6CYGpQYGSbMzz0dTYIHOJNcFRiJyMejiV6wfr7OAw&amp;usqp=CAU\" alt=\"Przyda\u0142by nam si\u0119 dzi\u015b nowy Einstein | Potyczki z kwantow\u0105 grawitacj\u0105 -  Polityka.pl\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Tratamos de escenificar la d\u00e9cima dimensi\u00f3n&#8230; \u00a1Con escaso acierto!<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Estamos en un nivel de sabidur\u00eda aceptable pero insuficiente; es mucho el camino que nos queda por recorrer y, como dice Freund, la energ\u00eda necesaria para explorar la d\u00e9cima dimensi\u00f3n es mil billones de veces mayor que la energ\u00eda que puede producirse en nuestros mayores colisionadores de \u00e1tomos. La empresa resulta dif\u00edcil para seres que, como nosotros, apenas tenemos medios seguros para escapar del d\u00e9bil campo gravitatorio del planeta Tierra.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.quo.es\/wp-content\/uploads\/2019\/10\/big-bang-conceptual-image-royalty-free-illustration-639549057-1552638775.jpg\" alt=\"Qu\u00e9 pas\u00f3 antes del Big Bang? - Quo\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Energ\u00edas de tal calibre, que sepamos s\u00f3lo han estado disponibles en el instante de la creaci\u00f3n del universo, en su nacimiento, en eso que llamamos <em style=\"mso-bidi-font-style: normal;\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/em>. Solamente all\u00ed estuvo presente la energ\u00eda del hiperespacio de diez dimensiones, y por eso se suele decir que cuando llegue la teor\u00eda de cuerdas sabremos y podremos desvelar el secreto del origen del universo. A los f\u00edsicos te\u00f3ricos siempre les result\u00f3 provechoso introducir dimensiones m\u00e1s altas para fisgar libremente en secretos celosamente escondidos.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUVFBgUFBIYGBgZGBoZGBoYGBgbGBkaGxoZGRkYGRkbIy0kGx0pIBgaJzclKy4wNDQ0GyM5PzkyPi0yNDABCwsLEA8QHhISHTIpJCkyMjIyMjI0MjU8MjAyMDIyMj4wMjIyMDUwNDIyMjUwMjIyMjAwMjUyMjUwMjI1MDIyNP\/AABEIAKgBLAMBIgACEQEDEQH\/xAAcAAEAAQUBAQAAAAAAAAAAAAAABgECAwQFBwj\/xABBEAACAQMCAwUFBgQEBAcAAAABAgADBBESIQUxQQYTIlFhBzJxgZEUUqGxwfAjQtHhFWJy8TOzxNIkNDZDc3SC\/8QAGgEBAAIDAQAAAAAAAAAAAAAAAAEDAgQFBv\/EACcRAAICAQMEAgIDAQAAAAAAAAABAgMRBCExBRJBYRNRccGRofAi\/9oADAMBAAIRAxEAPwDxmIiAIibllw2tWz3NCpU041d2jPpznGrSDjOD9DANOJsW1nUqP3dOm7vv4EVmbbn4QM7TLT4XXaoaS0KhqLnVTCMXXGM5QDI5jp1gGlE6VDgd1Uz3drXfSxVtFJ20svvKcDZh1Ef4Jdd53X2St3mnXo7p9enONenGdOds8oBzYm9ecLr0tPe0KtMtnRrRk1YxnTqAzjI5eYl95wS6pKHq2tampxhnpOinPLxMAIJOdERAETcsOHVq7FKFGpVYDUVpozsFyBkhQTjJG\/rLr\/hNxQx39vVpZ5d5TdM\/DUBmAaMTdu+GV6SI9ShURHGUZ0ZVcYByrMMMMEHbzm3R7N3r0++WzrtTxqDikxUrz1DbdfUbQDjxE6tt2eu6iipTs67oc4dKNRlOCQcMq4O4IgHKiZa9FkYq6lWU4KsCCD5EHcTbv+D3NBQ1e2rUlY4U1KboGOM4BYDO0A58TebhNwKQuDb1RRPKqab92d9Pv4089ufOK3DK6UlrPQqLScgLUZGCMSCQFcjDbKTsehgGjE69l2bvKyd5StK7pz1LScqfPSQPF8py3UgkEEEHBB2II5giAWREQBE7t12Rv6al3sa4Ubk925AHmcDYes0+FcGuLostvQeqVALBBkgHYEwQc6J1bzs\/dUqiU6ltUV39xCjan3x4VG5l\/GOzd3aqr3Fs9NWOAzDwk4J05HJsA7HfYwDjxO9W7HcQVS7WNfSBkkU2O3ngDlNLh\/Bbiur1KNB6i0xl2VchRgnfy2B+kA5wlROh\/gtx3H2ruH7jOO80+DOrTjV\/q2m\/S7HcQZA62VYoyhgwQ4KkZB+GIBwRE6\/COzl3dBjbWtSoq7FlHhB541HAJ9Oc5tzQem7JUUq6kqysCGVgcEEHkYBixKYgmUgCIiAJ7x7L6Js+HUavdsz3d0gOlCxVCSis2B4UARm1HYap4PJ9f+0+67qhRtF+yrRp6DpK1C4AULnWu2NJ5feMAlHAuEfZu01RAMIy1Kqf6aiFtvQMWHyk4s+FUqnERxGhjOitbXA5HXTdVViPPCEfDRPKLj2nF72jffYlD0qT0mAqnxhuRzo8OklvP3pg7P8AtMq2tzc1hQDpcuahpFyAjk51K2k9CQdt8L5QCV+zXi9b\/Fry07z+B3l1V0aV\/wCJ3yLq1Y1cumcS3sHxWtc8euTWfWadGvSQ4Uaaa3C6V8IGcajud5BOznbM2l\/WvhQDmr3ngLlQveOH97Sc4xjlKdme2Rs76teigHNUVBoLlQveOr+9pOcaccoBL+1PGhb8TtK1xfpfU6VSq2imlIG31ELpOhjqZcKRqwfBNz2oi6uLVrq1u1uLByjMiqmaRXABDAaiurmDupO4xkiGcZ7aUa1xb3CcNo0u5dndVKkV9ZU4qEIPunnn3jNrj\/tE761aztrGlaUnOagQhs7gnAVFC5wMnBOBAIBERBJ6d7Bv\/P1f\/rN\/zKclPbaoW4LWCVxfYr+Or4QaGKgbTpyWyoKrzzh88tp5b2I7VNw2u9ZaS1C1M09LMVAyytnIB+7+M6faH2h1Li3a0o2tG2oudTrTHic5DHJ2AyQCdsnHOCCb9qbZKtHgFOoAVdqCsDyYFKIKn48vnOzxq+vX4qbW3vqduq2yslOoisKjMW1FVOCzKFztnAXlznknaHtpUuqFpRFIUzaKoR1clmKqihuQ0nwAyRUva9V0q72Nu9wilVrnIIz6AZAPUBgDvygEM7Y8Oe3va9KpUWo4fUzqoQMzqrkhRsPe5Cexdj6gXglqzXv2RRVyahAwQK9TKbkABuWTkDyM8N4nfVK9V69VtT1GLMfU+Q6DoB5CTPgftG+z2dOzewpV0pksDUbILa2cHSVIyC0Ak\/bbhL3XaC1pNQCoVRi2x72nTLO7NjlsCgB35eYE73tHtmvOH3mabBrWuHpllKhkRF1sp\/mXD1d+WVnnlp7T64vGvatBKj913VNAzKlNCwc45kkkbk\/2lvBvahd0+9Fx\/wCJWqunQ76VUHVq04B2IbGPQQD0jscaDcEtaFz\/AMO41UD0Gp3q6N+hJAAP3is5HtA4P3HCbG0qMCEvKdNmG2V01xq9Mqc+k89ue2bvw2nw4UgopuHWoGOrIdnG2Nj4ueek2O1ntAq39pStqtFQUdHNQMcuyoyElcYGdZPOAep9p765p8RtbO1uqdpT+zlk1opR31d2tIKcZIGnABnkHtF4XVt751uKy1qjqtRnVQgJbIxpGwPhkisPazVVKYr2dG4q0hinWY4ddsZ90+I43KkZkF47xerd13uKxBdyCcDAAAAUAdAAAIBzYiIJPprjHFa9PitjboxNKrTq96uMjwqSrZ\/lIIG\/ricjshbJS43xRKYCpopNgcgzqrvgdPEzbSE3XtkvGHgt7dGxjXpdmA9Mtj65HpI92W7c17KtWrhErVK\/vmoW3OosT4SOZMEEouO1FK14rb12vWv6K0SpqEJqply6kKFABIAU+eGMze1KzrVbcXtC9NzYvUDhDg9yx1KNJwDoBZl0nBU4BB5iM3nb56l3Qu\/slupoq66FU6HDqytrGeeGOI7V+0Gte0RbLRp29AEMadMe8QcjJ2GnO+ABv5wD2jj\/ABehaVrevcX5ootFx9nCswrE6cPhc+78OvMDOYj2Av1r0+M1kTQtQs6rtkBkqkZA2B6nHUzzjth2uqcRNI1KSJ3Sso0Ftwcc9R\/yynY3thW4c7NSRHWoAKiPnDBc4II3BGW8xudoBNW\/9Jj\/AOT\/AKoyW8fulp8MtWPEWtG+ygoo0\/xmFFMIcg8jjl96eV9rfaBVvaK2y0KdCgrBtFPO5GcAnYacnOABvOlT9q1YUUoNZ27qlNaYLhicBQudzsdhAJD7O+O07mwXhiXLWl0mo03QDFTxM+2eZ38S5BIGR1x5h2qsq9G7rJdMGrByXYYwxbxahgDYgg8hzkh7Le0N7KgtFbShUZC5pVHB1KWJJzjcjc8iu0i3GeKVLqu9xWbU7tliBgDYAADoAAAPhAOfERAEREAREQBERAEREEiIiAIiVxAKRKgSsApiMS4jz\/edxKgQCgSV0wTK4xjbGfy84BTEFZe2NsHPyx8vWWwC3TLTL8yufSAY8xListIgDEpKiVxALYl2mUxJwCkSpWUjBAlSZTEARgCIMSAIiIAiIgCIiAIiIBeFzsJ2LXgTMMswX0xk\/PoJn7P2Yx3jDfkv6n9J3FBJwASTsANyT0AEossw8I9N0zo0LK1bfw+F6+zjHgC9HOfl+U0L3gzoNQ8QHPHT4iTq94DcUk11KZC9SCp0+WoA7TmSuN2d08nQn0jR3Rfxbe08kDiS3jfZ3Nt9rojwo2iso\/lJwVqL\/lOoAjofQ7RKbEJKSyjyF9LpscJcopLhKCVmZSDESogF6nGfUeQP0zyPrMlWgQqtkEMDjByQQcEMOh5beomIj0mRfmBvtnoZBJZo2lyrnmeQ2\/pMrUzjIUheXn8s+cldHsvqpF0JOAPgCR19PWV2XRhjL5NijTTtz2rgiJpnGcHBPyJH67\/jLNus6r2xUhDnIJyDsM9ee017ujpJG3rjG\/XptiZKWSlwaNArKETcVMYyMeZOcb7DP0Msq0xnYg7dPyx0MyyY4NYCMTOKeZjcYhDBWjS1GbdLh5O3P8x6fvzizpbyT2tIBATkDzBwTjnjMvwktyvds4ScMx03z8ZR+G75I\/CSXh6hiAdlZsK7DOnVvjE6lXgiK2kku3+XcY3GSPjvKZWYRaob4ZBn4QcA42PIiYTw3HSTytwmpq0d1soy2dsfXmZmTgvmUHzGcc877GUq9NmTrwsnm1WyP+81npEdPpJ3xCwpgkD9Mfh85ya\/Dx6S6NiZg4tEVYSk6tzw3G6znPTIODJMTHEYiQBESuYBSIiAIERAPSexXDKN3SCrchKiDxU2XfGfeU6hqXJ+RO\/TMx4T2UFGslVrhW0knGgDfBAOdR5E5+U8Hma2oM7BVGSZp26ZybxLCfo61fVNQ4qpPKxjCSPWO3PamsLj7FQIChR3zYDE6hnRuCANJG\/PJ6YkcmvZWi0l0ruTzPUn+npOxwjhVS5qaEGAMFmPJR5+p8h1laUao4XC8\/Z6bp9D0lLna93u\/XoknZSy7yyuUYeGprXfr4MEj5n8J4gZ752o4jT4dYlV2ZkNOiOpZgcufhksT5\/ETwKZaFt90vDex5LqNytuc15\/yAErAibxoiVWUl8gF6LmbC0xg88fj6fpNeniS3gXdFA1Smz1lYd2SfAAMHDjrgH5DExb2La45aSWctL+TFwfhBYK7JpCtnr49seJTnf19TtPTBa6bFdK6SxAbz+MydneAFy1RvErYIGfDvy5yY\/ZBoC6RjkM8hnqJxru6+Ta4XB2ZXV6dRhHdpps8i4jwT7QVp0tCOGBZyOn8xbG5x5dZEOO8I7moVZycL4cLnPl1GB6\/gZ7HxHhWmoWpgA4PUDPnnO0g3aPstcBPtPeIUb3ssQwzkAkYI04PPOZsaTUbdktsGOshXNfJHylt7IMeHuV14VV55d0TVgfyBiGf\/8AIM0wpB5TpXNuyZDZyDgg42I2xzPIgiYHccunTYZx6+RnRRx5JGoFmOqJnZ5ZVO0yRWdGwbUBtjpJbY47sBhlM777EHY4B5HmMyB2VTBx9JKOz1xmoKRBbWdIG\/X4Z69ekuk8oxS3O9Z21MsyK+SrHTgDBAxpPpvt8\/pMuF2gK66jnOoc9JGT4lycHAz5SMV+Ei2fCsfMFhlQDg4PmcMOu48pJbfS1NgAd19weJRyKnPMgb+uwnOvzE3K8NZOppNSo6imCM52947e8eudwJr\/AODMRkou2ee7eek59Zm7OXiqulhhwPESc5GNuux+P1knt6Ww6n95lNbUuHuTNOLIHf8AAwfep+I8jt+n0nAuuBDcnKDGBnkTnlPXa1qCMY+f9MyNcU4RnUdRI+7+e3WWNSiVpqR5be8HC+JGJHLcbbAZ5Z23nDv7P7y\/Oeh8VsatNWBpjTtjyPMgj6SLXVvqB3BONxyPyHWbVc0yqcWiDV7XB2OR6zVIncvaIGfxE49VMGWp5MGjFEGJAEREAREQCs7nZpfEx8gB9T\/acOd7spc0lrBK4co+xanjUp6Ngg6l33HPr0wcJ8M3en2Rr1EZS4TO809IrXlDhlmKjDYAYA96pUYZxnzOD8APScGnwvhrEj7W4wDksVUYHPBZMGcv2p8Wt6ttRShcJUK1MkK6sQNJAJAnMkvlnGOHjO53esa1TiksrzhrBA+0XHat5WNWqfRVHuovRVH69ZyZSVnWjFRWFweWbbeWVErKCVgDEvCy3EvQecgkyUVHXcfv97SbdjuH2\/iepVYPoyEVRg5PLUSTkYydvnIkrJgYGw55xvy6HnvmZ7apuultJJwTkAEZGM45CVWJyWEbennGEk2j3PslxVSvdkNttg\/hvJNWuT7uk4xzyOflPLOzDVLjC0Ml1ALMFIRfUsdjOvxLi1Si\/cd+GfHiIGBk74AO5IAM5Sc6sxS2Oldp67rMwkt98HU43dUwGJrHLEHSSPCQMbYGR548zPOu0nFHfNPviydR0PoZqcX4vmoVYkYbDc\/ny3nK4hxCnUqakGhPCoUEk4XSDrxgnO5z8vUbGl07T7pclWqsjXD44vP2zFxW+FTB7sK++tgT4yTsSvIHnnz\/ABnIJma6fJ1BQoO+ByGd8DJJwMzXPIzopJLY5DZTMo0pLWMkwLc4nQsuIshDA4YciNj+E5sCZptA9T4D2u1U+7YA7FSDqZvRsE8ueZIbA0alINr7qq2WVdWVO+cEEYQ79NsTxvhNYrUDAnPTGc\/WTGy4oWGipUZVbcDmc7kHJ5H4YkWQU1uZwl28E1trpDpVw9OohyrbFXC9NWACcDPPy38prw\/iS48RAI5k5wfUH4Ec\/OeVCoq4qGoCBnAAPPGQSck\/L1nU4XxyoEDd4tQbadhkY56tWCMeWN\/z5sqnCXdE3O5TjhnqZuwwBBG\/UEY+U07hvCWB+98MDnykWbjdDIytQHBDALgHw89vPzm7V4kzINKOVdWAwBkZGrbyOFPx9ZPfJv8A6\/ow+NJbGN6tN001MFWz+G5BH5GefcWQKxAUDfY4OQufCc75BkstqHdpU1sMruATsF25bnn5gbZkV4pcGocgKAw2IPu45j\/Sc\/hLK+7CyYyUcvBwbm2DAhjv5\/1Mjt9b4z6b\/KSJwA2GIOdmzz5bcvznI4tTC5IGPQmbi+zXZw2lIMQYiIiAIiIBdmd7s0g8Tddh8Ac\/n+k4Im1YXZpsGG46jPMdR6fGYyWVg3dBfGm+Nk1lImOJh7Ydlu6oUrymMJUVe8T7rsMhl\/ytjl0PocCX9luGWV0FqrXLYwWpMVV1Pk4G5HqMA4mr7U+0NE0RZ0nV2ZlL6SCqKu4BI21E426AHOMic+NsvmUYp+\/wdjrGtp1EEob48nkcQInSPNlRLhLJcpgG2cEAzETmUVtpQGYoyyXq3kfxm5TFMNTy+V8JqYBOATlhjrheeOu3rNEYzvtvufL1xKjGNz8Pjtz9OcNEqWD0m37bva0atKmyAFFWho7sFDuNeVBwMHPi35esh9XjNXvO8L5bVnfcbN5\/zDI6TjpsCdt9vXoTjy6b+RMK49eWDy652x9PxlcaYpY5LrNQ5y7kkvwdLityalTvQunXhiByDYw2PmM\/Oc\/O3z\/Z\/OWu5Jz8PwGB+Utztz\/f7\/SZpYWCmU3J5ZUn9\/jLSYMoBMjDJWWNLmaYzBBSIMSSSqnedG1uCMAMdXx3+U5olSZKeAS+34y2MVF1HO53BmejUJOpKaMgOSAPy3\/KROjcEcz9f1mdKvqfl+slwUjOMsE9pXCnSXIVRltLHKnRjrkE5Pr6TZt+0z4JCaeeMKfEvLGCf35SAJcHlzA2AIHx\/SdKndjwsvQbgjUqkctOTtylfwrOxk7NtyQ8R4jVemS76QxOxPyHy0r6wlcaRqA2HT8cThcS4qz4D4wdwFAAzt06f3mjU4iSMeXl+vmcS2FaTK5NtHW4oA2GXY5+v+0j3F71n0oceHyAG3qep+M6FvdahoOc77Y\/fp9Zwr1cNvnPUHp6SZpcowWfJrRESsky1aRUkHmJjkkurIOp6EDY\/ofSR6ohBIIwRzlddimvZu6zRy08scp8MxxESw0hERAKxKRBIiIgCVlIgFwMqGlsQDJqgn9+kxgwYBkLf19PpKhyARtvz2BPyJGR8pizGYBeDBaW5jMAvLZ38\/3yHKW6paTKQCpMpEQBESoEACUlSZSAJUNKRGSDItQiZqd2y8m65x0mrEy7mDZ+1tkk4yZiNZj1mOJHcwbaXrLy2OMH1HlMFWoWJYnczHElybAiImIJ7e2bUn0sNiMqejL5j+n+85HEuHhxqUjUOXr6GegXFJqtNxc01pKX1JipSqGmamp6eAjE4Kg+QIHTpGLiyam5Rx4h5bgjowPUGauoodEu6Lynw\/0z0Oi1UNdU67ViS5X7RA2XBwRiWSb8c7P6qYqIP4nMr95f+78\/pIUwl1dikso5Gq0sqJdr48P7LYiJYaoiIgkREQBERAEREASoMpEAriUiVzAKRK4jEApEriMQCkSuIzAAEEykQBERAEREECIiAIEQIAMQYgCIiATvh3EFNutvXqFFo1HqPkA1CoAVKFFObMGars2FXUSdpI63d981PfQhUoT4mRXVWGT1Uhhn6jyMevuHd8uoD+Io6c6ijYD1cDYfeG3MDPZ4RxBa5RHZVZu6pJTRXK1qqolFK1064JpjbCKdiDy3J2K5wthxlPlfROoqt0lyw8Nbp\/aNq+U6sY35D9CPPzEgvaaxTWTSHujDY6sPeYfl64zJx4jS0q4Y6f4dQBwqk\/ysXVSPQkbEg\/CIV1KkqwIYHBB5gjoZzLapUT9ePwei099XUaWns1yvp\/ZEcROlf2mPEo+I8v7TmTZjJSWUcK+mVMnGQiImRSIiIJEREAREQBERAEREARmIgDMZiIAiIgCIiAIiIIEREAREQBERAEREAREQD1qhQywXoNzMXEbdkqC7oAa6bB3XGVJBzrA6nbLDruw6ykTT0tjhNY8nq+qaeFunk5LhZRtWvE6dOkndqRSIGo5Beo4CipTdsZpVk95ADoZSc5zvqcbshVIP\/uaVKE4HeIwBQMM+F9JGM\/A9MInZsrU63k8XRdKi6MobPOPyiJOuMgj0IP5Tj3trpORy\/KInFpk08HsOo1xlU5Nbo0cRiIm6eYBEREAREQSIiIAiIgCIiAIiIAiIgCIiAIiIIEREAREQBERAEREAREQBERAP\/9k=\" alt=\"QUE HAB\u00cdA ANTES DEL BIG BANG? - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT2XhKEi0yWvJNN22K0tV6GMthTkAJ91wnBcw&amp;usqp=CAU\" alt=\"En busca de los or\u00edgenes del Big Bang\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Seg\u00fan esa nueva teor\u00eda, antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> nuestro cosmos era realmente un universo perfecto de diez dimensiones, deca-dimensional, un mundo en el que el viaje inter-dimensional era posible. Sin embargo, ese mundo deca-dimensional era inestable, y eventualmente se &#8220;rompi\u00f3&#8221; en dos, dando lugar a dos universos separados: un universo de cuatro y otro universo de seis dimensiones.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">El universo en el que vivimos naci\u00f3 de ese cataclismo c\u00f3smico. Nuestro universo tetradimensional se expandi\u00f3 de forma explosiva, mientras que nuestro universo gemelo hexa-<span style=\"text-indent: 1cm;\">dimensional se contrajo violentamente hasta que se redujo a un tama\u00f1o casi infinitesimal.<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i.imgur.com\/PjQwmg0.gif\" alt=\"Cosmolog\u00eda : Blog de Emilio Silvera V.\" \/><\/p>\n<p><!--more--><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Eso podr\u00eda explicar el origen del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> y, si la teor\u00eda es correcta, demuestra que la r\u00e1pida expansi\u00f3n del universo fue simple consecuencia de un cataclismo c\u00f3smico mucho mayor; la ruptura de los propios espacio y tiempo. La energ\u00eda que impulsa la expansi\u00f3n observada del universo se halla entonces en el colapso del espacio y el tiempo de diez dimensiones. Seg\u00fan la teor\u00eda, las estrellas y las galaxias distantes est\u00e1n alej\u00e1ndose de nosotros a velocidades astron\u00f3micas debido al colapso original del espacio y el tiempo de diez dimensiones.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Esta teor\u00eda predice que nuestro universo sigue teniendo un gemelo enano, un universo compa\u00f1ero que se ha enrollado en un peque\u00f1a bola de seis dimensiones (en la escala de Planck) muy peque\u00f1a para ser observada. Ese universo hexa-dimensional, lejos de ser un ap\u00e9ndice in\u00fatil de nuestro mundo, podr\u00eda ser en \u00faltima instancia nuestra salvaci\u00f3n.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/evoluciondeluniverso.weebly.com\/uploads\/9\/8\/5\/5\/9855003\/7057179_orig.jpg\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Para el cosm\u00f3logo, la \u00fanica certeza es que el universo morir\u00e1 un d\u00eda. Algunos creen que la muerte final del universo llegar\u00e1 en la forma del <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>. La gravitaci\u00f3n invertir\u00e1 la expansi\u00f3n c\u00f3smica generada por el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> y comprimir\u00e1 las estrellas y las galaxias, de nuevo, en una masa primordial. A medida que las estrellas se contraen, las temperaturas aumentar\u00e1n espectacularmente hasta que toda la materia y la energ\u00eda del universo est\u00e9n concentradas en una colosal bola de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> ardiente que ser\u00e1 el resultado final de la destrucci\u00f3n del universo tal y como lo conocemos.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.elindependiente.com\/wp-content\/uploads\/2018\/12\/exoplaneta-evapora.jpg\" alt=\"Descubierto un planeta que se evapora 'por momentos' - El Independiente\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">La Gigante roja arrasar\u00e1 la Tierra y, la Vida, tal como la conocemos desaparecer\u00e1 del mundo<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Todas las formas de vida ser\u00e1n borradas de la faz de los mundos que las pudieran contener: evaporados por las enormes temperaturas o aplastados&#8230; no habr\u00e1 escape.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Cient\u00edficos y fil\u00f3sofos, como Charles Darwin y Bertrand Russell, han escrito lament\u00e1ndose de la futilidad de nuestras m\u00edseras existencias, sabiendo que nuestra civilizaci\u00f3n morir\u00e1 inexorablemente cuando llegue el fin de nuestro mundo. Las leyes de la f\u00edsica, aparentemente, llevan la garant\u00eda de una muerte final e irrevocable para todas las formas de vida, inteligente o no, del universo.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La V\u00eda L\u00e1ctea se trag\u00f3 otra galaxia hace miles de millones de a\u00f1os, seg\u00fan  un estudio | CNN\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"A\u00f1o luz - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">La tecnolog\u00eda para dentro de algunos miles de millones de a\u00f1os (si es que seguimos aqu\u00ed), nos permitir\u00e1 viajar a otros mundos de la Galaxia, y, si son similares a la Tierra&#8230; \u00a1Queda alguna esperanza!<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Yo, como Gerald Feinberg, f\u00edsico de la Universidad de Columbia (ya desaparecido), creo que s\u00ed puede haber, quiz\u00e1 s\u00f3lo una, esperanza de evitar la calamidad final.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\u00c9l especul\u00f3 que la vida inteligente, llegando a dominar los misterios del espacio de m\u00e1s dimensiones (para lo que contaban con un poderoso aliado, el tiempo de miles de millones de a\u00f1os), sabr\u00eda utilizar las otras dimensiones para escapar de la cat\u00e1strofe del <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>. En los momentos finales del colapso de nuestro universo, el universo hermano se abrir\u00eda de nuevo y el viaje inter-dimensional se har\u00eda posible mediante un t\u00fanel en el hiperespacio hay un universo alternativo, evitando as\u00ed la p\u00e9rdida irreparable de la inteligencia de la que somos portadores.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Si algo as\u00ed es posible, entonces, desde su santuario en el espacio de m\u00e1s dimensiones, la Humanidad podr\u00eda ser testigo de la muerte del universo que la vio nacer y florecer.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Seguro que el Big Bang fue el principio de todo el Universo? Te tenemos una  sorpresa\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La materia oscura y La energ\u00eda oscura del Universo - El universo y sus  secretos\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Aunque la teor\u00eda de campos demuestra que la energ\u00eda necesaria para crear estas maravillosas distorsiones del espacio y del tiempo est\u00e1 mucho m\u00e1s all\u00e1 de cualquier cosa que pueda imaginar la civilizaci\u00f3n moderna, esto nos plantea dos cuestiones importantes: \u00bfCu\u00e1nto tardar\u00eda nuestra civilizaci\u00f3n, que est\u00e1 creciendo exponencialmente en conocimiento y poder, en alcanzar el punto de dominar la teor\u00eda del hiperespacio?, y \u00bfqu\u00e9 sucede con otras formas de vida inteligentes en el universo que puedan haber alcanzado ya este punto?<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Lo que hace interesante esta discusi\u00f3n es que cient\u00edficos serios han tratado de cuantificar el progreso de la civilizaci\u00f3n en un futuro lejano, cuando los viajes por el espacio sean una rutina y los sistemas estelares o incluso las galaxias vecinas hayan sido colonizados. Aunque la escala de energ\u00eda necesaria para manipular el hiperespacio es astron\u00f3micamente grande, estos cient\u00edficos se\u00f1alan que el crecimiento del conocimiento cient\u00edfico aumentar\u00e1, sin ninguna duda, de forma exponencial durante los siglos y milenios pr\u00f3ximos, superando las capacidades de las mentes humanas para captarlo (como ocurre ahora con la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a>, parada en seco, esperando que alguien vea las matem\u00e1ticas necesarias para continuar su desarrollo).<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/20110215-gestindelconocimiento-110215023158-phpapp02\/95\/gestin-del-conocimiento-21-728.jpg?cb=1297739800\" alt=\"Gesti\u00f3n del conocimiento\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Cada 10 \u00f3 15 a\u00f1os el conocimiento cient\u00edfico se doblar\u00e1, crecer\u00e1 el cien por ciento, as\u00ed que el avance superar\u00e1 todas las previsiones. Tecnolog\u00edas que hoy s\u00f3lo son un sue\u00f1o (la energ\u00eda de fusi\u00f3n, o en rob\u00f3tica, los cerebros positr\u00f3nicos), ser\u00e1n realidad en un tiempo muy corto en el futuro. Quiz\u00e1 entonces podamos discutir con cierto sentido la cuesti\u00f3n de si podremos o no ser se\u00f1ores del hiperespacio.<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Se puede viajar en el tiempo?\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resuelta la paradoja de los viajes al pasado \u2022 Tendencias21\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es la 5\u00aa dimensi\u00f3n y d\u00f3nde est\u00e1 escondida - BBC News Mundo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cient\u00edficos de la NASA hallan evidencias de que pueda existir un universo  paralelo d\u00f3nde el tiempo va hacia atr\u00e1s\" \/><\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: justify;\">Viaje en el tiempo, universos paralelos, ventana dimensional&#8230; \u00a1sue\u00f1os!<\/p>\n<p style=\"margin: 0cm 0cm 12pt; text-indent: 1cm; text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F&amp;title=%C2%BFDonde+estamos%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F&amp;title=%C2%BFDonde+estamos%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F&amp;title=%C2%BFDonde+estamos%3F' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F&amp;t=%C2%BFDonde+estamos%3F' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/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=http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/09\/%c2%bfdonde-estamos\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F&amp;title=%C2%BFDonde+estamos%3F' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F&amp;title=%C2%BFDonde+estamos%3F' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/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='http:\/\/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\/03\/09\/%c2%bfdonde-estamos\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F&amp;title=%C2%BFDonde+estamos%3F' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F&amp;t=%C2%BFDonde+estamos%3F' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/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%BFDonde+estamos%3F: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/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%BFDonde+estamos%3F&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2F%25c2%25bfdonde-estamos%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/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>Tratamos de escenificar la d\u00e9cima dimensi\u00f3n&#8230; \u00a1Con escaso acierto! Estamos en un nivel de sabidur\u00eda aceptable pero insuficiente; es mucho el camino que nos queda por recorrer y, como dice Freund, la energ\u00eda necesaria para explorar la d\u00e9cima dimensi\u00f3n es mil billones de veces mayor que la energ\u00eda que puede producirse en nuestros mayores colisionadores [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1545"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=1545"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1545\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1545"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1545"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1545"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}