{"id":28518,"date":"2022-08-16T02:52:30","date_gmt":"2022-08-16T01:52:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28518"},"modified":"2022-08-16T02:52:30","modified_gmt":"2022-08-16T01:52:30","slug":"las-escalas-del-universo-no-son-humanas-23","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/08\/16\/las-escalas-del-universo-no-son-humanas-23\/","title":{"rendered":"Las escalas del Universo no son humanas"},"content":{"rendered":"<p style=\"text-align: justify;\">Es f\u00e1cil caer en la tentaci\u00f3n de mirarnos el ombligo y no hacerlo al entorno que nos rodea. Muchas m\u00e1s cosas habr\u00edamos evitado y habr\u00edamos descubierto si por una sola vez hubi\u00e9semos dejado el ego a un lado y, en lugar de estar pendientes de nosotros mismos, lo hubi\u00e9ramos hecho con respecto a la Naturaleza que, en definitiva, es la que nos ense\u00f1a el camino a seguir.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Universo observable - El Mundo en video \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\"><em>La edad actual del universo visible \u2248 10<sup>60<\/sup>\u00a0tiempos de Planck<\/em><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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kI57VKWD4GI21YO0nb\/t2zHWpF7giAzbBdIAOAAZMwRnfHXPSq5skkD\/jrj0+3rWXTpJHgBiCpOJmCfDMR8pjniM9ZpJEQFiM5yQZ32z09\/U0ywpaEAOlgOQMQSAdvacb0TSAfDpcCM7ncSYjYyd\/tzJw617QQfF4tyRzBGrPP9evU2nDcQrKUbxL0PLaCD151CvIu7SRcc5kkrGxGxMny2Eei4RH08yAYkf6RMzny+1d\/H5PV5fP4ZlAfjnt3iCtrh51KiEqQoyokmfQDPSsQl11YOpZWHiDDBHmCP1Fb3tbgBxFprUgukm2eRI5A9Dt\/xXn2jxQTG+Y\/YxU8uOrudVPBn7TV7nYmoMrFmOoRpETqznUZxjPOgGicT8zZDZOV2PmMDHsKdYYeIEDIADGfBkGcekc8E1ydzUYQcS2IPIdfDGZpqmDsDHI7fakinl0J36Az+hpobadhQFRTBIyBGY9a73gjnq+0Yj33+1aLsnjuHHBX0a0huymlixB3MwP6qzLsKmovJpNKPKp1m4bQtXknV4\/mVSsjHhmZwwOQIJxUEknNUSeJ4C4io7IQrzpJG8HlQVYSJEjmJ3z15YxVjx\/bF24llGulltr4Rnw+ImMjf6jNVzDnnM\/TrP1oiVY4oJIw6ssQROiSCQpYYbG486P2xettdIsq4SFCh41bDeBn+1VZNHTimVw6nQwiCsiCBuOhqa5XaUeEZQWlSFCklXU\/MMbGSeoG3OKPYtMF1QdMxMYqstvzMnPLerH\/ANWumx3BuEIrFtJnLYGMbx1jY1UTLd4c4ny5ZO4iPpVm3BmFYsgDKWHiHKcEAmDjY5NZdOKIjJxUvg+I1MqEnxMo26tGc+dXk4bTs7giLS7yfEcdYx9IH1qDxOCxYRDECP8A452mfoOtWvFXihYBvDEaZ3mOW2BQ7\/BO1vvNDtr06dImXYSEESWMAmBmIPOt+Xi6c\/BNz2+0b\/p9J7S4dmM6GYajtm3cAA671O7HtNa4LjRcRlBv8MgDSpJ706h1xP0+tZ5eGvKrsq3A1ppZgD4ckSWB8EHY0fi+2+IukC7fe4tvxLrM56kCRgfuK5PRppe2uxuEQcUEtOp4W9YAY3GOoXWE42ESY3ON6sOO+H7d7iuIQH+al+0bhdixNhrahmM4DLDgEciAd6wlntC7du6HvuBfu2xdJY\/0tIYg5bTkj0HlSfti+blxhduE3FcF5OsoAfmiZXwgGaI1vYPYHCMlu+FIW9euqg13Q9pF1BdCrbbvLseI68QcbVDtdjcEtrhO8s3rj8TcuIXts+BbuAF1tCSSy8hkSTkiqTgOO4q0pRL122tweLQxg4+bUpOYWCfXpiJdvuBatm4691PdmSNBaDKicGekZ60NNhd+EeFe\/wAMttAti8922WS6zyUVmC6bqhrd2FYc4PmKo+2uzbDcKnFWrL8Oe\/aybTOzhgF1BxryCI0kbTULtHtDir1xDcu3rly2\/hEtKkkRp0wdRjcAGu9sX+Ku3Qt43nuD5bbyXAOcJE5wcZ6zVjNjRdhdh2NHBo9l7jcWHJuq5XuoJACqMMREnV51a8NwNluH4GxdtNeV7vEWg6MyhP5p8Qjc+EHPINvWQ4XtLiLSNbW7etrs1sllg85BGKeO0uKsWhpuXrVoqQg8SqZaW0nC9Tiul36uE17L7s74T4Z7QTQWvnvsu722bQ5Cta8Jt3EgSfXlRL\/Ytj+FtK7AE8I10OrPrBJ1Ad2iFDandmaQT71mV4zjUtW+HVr1u3dBhRqGsGCxHUHOx2mm8fxvE2bRstev20YyLZLBSuJgEDwkz5HpXOvTjx00Y7H4IPw3DsjC5xFm05u942lXdHCQi+EgvHOM7VGT4ZtretWrtsO9rhmu8RrvFVRmIKhmUagiA5CiW1zyNZi3xd65B7xmdAFBLHwAEaQDzAzHQmpFjtDie+N21duNeK5ZSzXCsAvqI3AjbYY6VDTYp2db4e9xy20drZ4FLvdh23LEsFYjWB4d4mg2+ykS3xDWlNpb\/Zoud25LG2zuZBYwWXnnPpisrZ43jC\/ed5xAZrSfzPHPdaiUJY57rUTDExM0O7x3ENcuFrzM1z+XcLOYIwCCTjR+kUTTX\/EXw7w\/D2Ly2xD2u7UNLubgYLr1gpottBJXSYrNPxyPpAQJkBTzCQcEqBEFt4670O921euabDXne0nyq9wwdM6c89sdJqD2hZCk6YKE4POJn7CAelJ2tnCx4dWUiF07Sv2kTuMefKsl8bcF3XEsyyFujUI6nDj6gn3Fanhe0mZk1\/0hQPIAkgTmCTjl1qP\/ANU+GTu7LqZIYqcyBI2HOJTEgV6N7w1Xk9fXyTKfeK8\/K52j1ovF2O7cpqVtJ+ZTKn0POmW3gz0j8NSO1ONN661wqi6jOlF0qPQDauD0IxAgden6U+6FEQZkSRB8Jk4zv1x1pijmQSJE\/wBp5bGunJMdcDc\/5oHW1aGAkwJMdAd\/SSKERROHCyC06ZExvHlUjtg2Tdb+HDi1Ph1kFveKfV+A2VkwBLGAuYgyPY9M9ac9h2xp+WV8InmTkqMnO\/pQ0tTAkZ+1aTjfhREFv\/3NnxW1b59pnBxvikib0qu2eyXs3CpVoB30mPad6gMuYH3wfLHKrDtu8z3WLee\/kP1MVXahnEzGTMjrEGPrQdyJxuIyPQ46HFDolxyckDkMY2H5mmCg4DRjc1MJwP8AtGw8hIk+pzQ+Xn9uXP61xZ5b0B7l+STpUTGAIAgRI\/X1qZ2G\/wDPs6vl71eXUj35CoXEBQYVywEiYgRygHPWlwl\/Q6NyVlP0INanaZTc09b7H4RLvE2rdwAI11Q3I5VoE8gSoEiCCcVrbVu33PDhrJsf++CrbgpJhlG5J+Qbg504isO403FY5UwwjyI+u23OucZ2o9uVvi5ckI6MbmQT8rAnEwIny6YrXlmrWP6e7wja9mfDdu4rq9pDbuXb5Yy7OxR7gQyG029MbtqJJO1V\/YvY3DEcIjcOj9\/YdrjFmLyoJGmDp5R\/waxH\/rN+TFx9Jk6Q7ATGWUE4bBzvvXeB7UvI5dXLQpjUxwG6HV4WzsOfXNcnfTdj4W4Y3uHuC1aU9zxLi2uoo72nRbZKglngMSQD4jXLfDWLLcX\/AA\/Dhmfgu8a0UuLJn5VQw4R5BjcERWK4Hjbpa3qusAikA6oK4O3MAvEkcueKa3EXkdr3e3P+64GIbVECWkE7E89qbPVtOAscPr4WyOHg3eFS+0MZuObbnuhJgaiCTAE6Y2qp7U4BZ4S9\/B\/zrr3lPDDUouBQSraWJZI5wc6ZzWZLXHKQTq8IRpOrkAFIMjfYQBJiucde4gXj3j3O\/tmGLO2sHA8LEyDBj3NCxb\/BHGheNt6bTXCS6oEKq4BRsgNALKvMkHB61pu0++B4YcP373xw1wu13SvENbVwOcnvCC2n+oAzvNYHhV8OoawQQQyggjPzKRzB5+foKPw1+7cvAobr3iV0kEm4zSOe\/UST9qsSxpPjXhnuXw4Rj\/7a1cdSJuW1AI\/m5+YYk855VpO2EJPErdD9wb3BCxOVjUmruh\/tmY5TXnnHWL9p4vd6juvi1k6mBJBJzLAxz6c6tezuIbuWdy7pYZCssYDPKqqjEDIaQRABrdvDljN5VsLq3FuO3EGV\/wDUU7nvBtbKhfAGHyeIbY3NZz4stueGX+LL6xxnEFNWHNnY6NWySVjlgcoqi4261w9212e7DKA5JCxAIyTBkDJEYOwigdoWr8r\/ABHeawoIV2OooSNIEkkAyfLf0rnXaRrOwex+HP8AAW24ZW\/iLV83Lmpww0aihUqwCt5x9Ocrs7guHudxeS2E7yzxanu2ZZ7uADGsmctMNknM1geE4q7bdGUuQMBdRaATlf8Asny64p9i+yMp1tpQHAcwNZ8UQcA+04osjZWlJ4cEtE9jcLnmPE5LEA4\/xTfibstO74y13Hd2+Gsq9niCXHeOQsKWPhua8jw\/LAFYccXdY6dRjRpgsYKjxBTJ28tjy3rlx7roLRuXDbXOlmJVfQSQBkAevmKI2fb3ZnCD+PtJw6IeHt2LiOCxaXCFsFo0wfljqeeLDt34e4RUdVtn+WbAV0Rw1wOV1g3Xi05cEwViDua8+4vi7hmXc6gdQLHkYhs7eGQDtA60k4y6yi0bjaFEKpZioxGATidsdTQ03PxV2JZW13tq0loJeKn+XctthTCOr6hcAidamNoBFYP4zeeFB\/8AuKc9Yb6\/5qfd4q6yQ9x3jA1MSAMSF1HOcf8AjVL8aXx3FtObOW9ABG3\/AJV2xv4K83kn48Z+7JCuz5fX8j\/iuqs5OBOTG1MArk7FSA6U9UBaAQByLY+tJBIO+BOB5gZ6DP1igYDipN4FRoa3peZ1GQ0FRAg4jnMTmhEQBIOeu0co+9TOI7OIspd7xG1lhpDS40gZI5CKm5O2pLXLvGh1s29FtNEguFMtLbvG8eVB4y+xaZHttuf9WfrUePOuVWac7TvvTllsATAnbkJP71wkRtmeuI9P81xV\/N8\/tQGuMsKF1An55PhmTGnmBHXnNS+zbyBbltrHe3LiqLZDGVJI2C\/MSMRVeWJk8+vnO9dDRBBz5DIjbP3xQLGQQZ5Qce4Ipi\/n56TReLulnLFi5n5juYwD9BQlYjIP0oJtm3a8YuF0OgkDSD458K74UjnioiASJmJzHTy86aTPmaSjzj88qD0HsXimvcMh1EMk22E9BB+oifWicXdlFViZA7scvCC2DO\/iY+mRWY+Eu1u7ulLh8F3BJ5NOGP1IPr5Vq+OsD5pGrUTpicjnG0ET6V2y\/FjK4YX0zuP8xW3LIVtOsYWRvBMYHI8\/vT+4IQ7wdjMfLnI22PXpXe0JYAbwBGMiAo9iYHkYpvB33AgwNJ59MTPInJ3\/ANVcHrmturrlQ5aNJKzGmDtgjEkZ\/anPq8XIE\/L1JM8xyOMQcGiC8w2GAZkkZmeU9I6kRTQwMEqsKoUoCIJEAkAz\/uJ2nzotjU\/BnDE8KGt2LV66OLVb3eAN3doQdS6iNGZOoftV\/wAN2fba\/wAW4trduHjNLg2Vci3pBxrdQik6v5mYI8q8ssMQZkxJ8h9hn2oqkAf1EQu5IjUJgAGM8uooxpqfh5Evcf3KLbNsXbgRboDeAByF8LePAGJIMA+ujbsOx33Du1i0J4e9rQ2ltyyjwsbaEqrASMGRqFebcGkPb1ERO85AHL1xj9qJxN3Mkg6iCYHMfc1YuXW2+4Ls6xeHCXzZsgvYvRbAVFu3FMWlKYkQDj0FH4K0oNgXuFtreuLda5ZUIp8Mi2\/dtCs8Fsc84xXnTXCMDZfoc\/pmKVy93gJYyAoAJ5EEQZ3J3Gevli5TTlhdrb\/qFwQTiLelVBeyGKInctgmdduSEcgHaOsddJ252O19L+lQ908Fwhs7FgVZu8ZeYwVBIrzg2GnMCBOSPFzx1MfpU3h3KyhM6gTpJ2JbeJ8JAHSYJ9Ri11keh8F2Fp4y8V4aw1hLVosBaR2ZjbEpb6FiZLbYrzz4jL9\/dD2VsnV\/9JQBoEYURsIg+800glzrQMVCqM7RpWSYztgedBfJ0qFMzBPhO4g558sfeqGcNc05ziTPOeQ\/P7U7vtU6SRO4AAk5I2jEgHbeYoRaIGcfMI8\/XO35iuocapInGDlvEP8AGfKgSmF+XOZ57TmOWefXNHtmA4UchBB8hvI96DYTUw5z\/f8AuCY8qchOANxznacCPr+vnQ3o7hPnHp1+9UfxbxZa9A+W2NA8yJ1GPWRP\/bV3xfF9zaLkjUZVQOZP6gRNY+6y+EhYIHilp1GTny3AjyrrldY6cMZ7Ze36ACn7b\/TaD\/imsNszP2oj+BzBVoO4GpT\/APkM\/SuboYZEj2IpoNHvOpVYUAwJIJzvuG588YoAotWPZvCJcLq15UVUZlLaoJAwAI3PKad2TZRu91CdNpyIuBIOBOfm\/wBoyarwRnfy+vM+k04DU2wAJ2GOYECaUF7Q4M2n0FkbCmUbUMgGJHPORUWprWjZuMtxB3lsjBIKypBIYCQwIxANB4m9rdnhV1EnSohR5AchQDbJMCBnHQetW3wxbtu7W3TUzrptzc7sB+TEnEDO\/Wq5+DcXDbI8QJBzORM5HpTbd1k2JGQfcbHz3qd9HXblxMttjzHWMdd+XrT+HsoxbVcCgKSpIJ1EbLjYnqcUJmkknMyemTTKqEafeQAkBgw6iYPpIBodE0jTMiZjTmdt9oj3nFA1mnei3rBVtJicbMCMgf1Ax98UJuv26Vw0D2icSBjfPrWx+F+3BcCpcP8AMTaf61HKf9QAjzHvWMo\/dugS5tqkqQwmQegMrnrFaxy0zlh7T943naPCmCwwGyRgMInnGFGrngx5YAnDvpZ18SIBMESASRJAOZMDmOU1E7C+IxcAS42m5sG2DepGx\/B0q34plIUEmR1+UDU2Mf05J8icVcsfsMc+dXtAsursAeZhm28PM7chn2iusmkqwIYAzI9uuQcfmaLd4fSclSoOCDkjBHLY43EZpmvq5MKAT0AAkMvMcpnIrnp2lDUEsDAOrEkeEZ5DABxMfXnTFEFlfMgHJ3Jg7+9Dd59Z+8b55U9Lx1CTMEY+k+nTnRD7dohA7YjEmRy5Yg8vr70+4oY+EbxiIG3Lz3+lJLZuEHw+IkjOkAkwQJ5ZGKloFWMSs84yMe05x5ZrWLORvEKFAAM4nz6wZ+Uj9j7xGcRDGARjfGcbiYzyiYFTBa8RVvDvnPKOnLn9ai3E1MFGQIzGPt5CfKKtYxAKxCggeYmYz9f+KP2dcOrUTBBkRkk+25iaIFbvJgCFkbRO25EbyPehcRwunxA+ElgCCYwNhjJg\/esO307hLdwjGoDUNsQDtk8jBjrp50xOELjSqEMs6oG0ScznqfQeVAt3mUeGYG\/Ly\/cj\/k063JYqrEgwAcxk7ZGByogr21jILEHSIMato8zuem4qwv8ABo2m3DIFty05Y4k6RiRP4YqCrqCBGogjHLHrzx1\/Sj8PxJGosNeo7RncZE7bbdBymjUujhw4Kgq3iziMkQc\/Y+fiE8jUZtCAu8C2Mz0225np5xS7Q40LLtoS2DgD0GADBJ5e3vWW7Z7Va8QJhBso\/wD6bqx\/at9OOV9jO1+0e9eQNKiQonMefKfT9qgk0fhriKHDW9epYUyRpMjxY39D1oZTaDJM4AMj1xB64mpbtZNFdgEQIwOczjJ8p6VxLhBDDBBBEcjTK6hyMT5dagTGTJ3NOtnpvyxM+UGuLz22\/NqbQPXGCsnzkden5iuMDAmY5dPauA\/5rpb3\/bPL850B+N4ouRvpVQqzEhRMAlQJOTmo1OycgbRtTZpCtn8CX+Ct3Fa8rPKtqG2k5gKf6uRrPdtXbT3SbYKqTzMgesLNRFMMdJECc7Ax69elDMRznPp5R96u+NJrnbjDbM4+nlmlcAnG3Kd48\/OnouoqoABOJJwSTgnpuB7Ur9rSxWQ0EiVMgxzBG486ig12nW3IIIMEHBpR58\/7\/nvQdRo5Tgj89N6QYaSIzIzPLMiNun0q1udn2hwi3tbd6bpXSV8JGkEENMcj9armGrU8quR4RjeflXmBHtIooIO\/5+b0+2ueQgTnn9jTDvt7U+w4DAsuoZxJHIxkZwc+1EddxpAAg\/1GZnJjljBirTsrt508L+NfXxD67j1qpMQBGcyZ3GIxy5\/Wm1ZddJZL29EZQQqnw4DFeYDAFSF5Yg+1BuPPPIgDAM5J6QPm5k\/SKxbcRcuXDcBOvclREBRkwuwAE1r+x+JDcJcd2d3RhsgjTkatX9J9qsu5yllnRt1VMAqZxBG0YkHfOR6bRT14TVLbKCu\/zQSN5x\/ztQOF7asMx1PpOx1gicjmJHLferGzw4aGVldd8HA2zIyRj9+VPVZl+qN3KxAJ3kny5YnxED9a5YUgzpO\/TrT7iAE6hknbIiR+v9q7bk6jy3itYys55Sni6Nzncz5GRy9f0qPw\/FsAQDuIjmRBEb+Zp9wYx5\/vNRe6zJGMc46c6ZxnC1NtXWYlfFpIjw+kY1GIwfc8qNdtobS6rgL5bSS0GYw0Eid42\/aow4cgRJ8gBJOBHPJPTz9qLpAcKAdIy3MTjZTgQTzJ55EwOenplQgpkqMdcbDflv8A4FHThRJYTAMHPoBPLqcdKbx3EWbYk3bYcYKiSQMQRIOcxA6VUcT8SKsC0paObYHsOn0ppN6XiWSudGoHAZsLgeLMjURjp+1VnanblpJCEPcn+kQg25zv5AR5iqziO0bpteJlPe406QSqqwgqZkMSCIOYHQ1Cbsy4LQvFWFskjVGJ6TSc9M5fuZxnGvdbVdYk\/p5AbUK9pnwzHINvtnYRvQ6RFESLrWzBGqTqLAAKoPILkkqPOOnnQPz861wVL4q8jqmm2EKqFY6idZk+Ig4XGIFBFroWdsz+tda3EiDgZ\/OmRRVtMmlyMEtpM7ld4g8iRVgC6kEgiCMEHkRTadscHbnSvOSSetQGNp2UuF8KwGI2k7T6xvUea6TvGB0rkUBmtAGJBPkZBwIiBvvQau\/hy\/at3rf8TbLWwSdIIU5jnHkN6B2nxVsue41BOjRg8x5jzoK97TBtMGekUOtl\/wBRPh5eHvsFuo3\/AJfasaRUl21lNDNxLFgzMSQFAIMEaRCweUQKXDcOz6tInSpZsgQogE533G2aCKcGMRy3+k\/3P1qsnKwAIzJEco3B6Z28q4iGdiefqBv+h+lPs2ZMFlXBMtgYBMYByYgeZFCDH6bUBxxtzSiazpQllWcAmJIHnAoKb7T+9OuA7kyTvvPqSetTOx+MtWy5uWVuyjAAkiGIw2OlJC2h9p3kuXGe3aFpDsoJYCBnJzvUYJO2YEnypONjEA7fXlXUeJwDgjIn3HQ+dJwW7csqScCYzGdhkzHKK5p2yPycev8Aen2kkMdQELOTBOQIHU526TU\/sjs25xV4IGXUR\/UwX5VxvHJf0oK8y2ZJMZ69P7VK4btK7btuiuyrcgMAY1AGcjpUd7BDFdzJGCN\/KiXeOZrS2ifChJUQMFvmkxJ2FKsMunAwQ0kkmcgxp5+uwHvymdn9k3GRrqhgFjI+9QDfaQSZgACcwBsM8q1nZHxlcs8JdsLph9M+Eee2Kl2s07ehbVgWuKuG85IdXyFzAksYIoXF8bfscS1lytxbbeOAGGkZJLWgDA3JFZy9xjsZx7AD9BTDdOTqMmQfQ+c59K1baxJJ2sn+ILxJI0gE4wY36zUjsftRrt1UuOlsMQNcYXO5GZET0qhB9x0riNBBpump8XnbvaV1Lr204jvEVoDKIBiYjE8z9aqb3G3HMtcZvVjQXM5rkUU5ySZMk8+tGe8ugKqQd2YmSSNXy4GlYIxnImeVOs2u8MzbWNKwTpnBE9OWSSMkVHWJzMc+R+sYqKatW\/aHbLPZWzbNxbSwSrPqGvSAzCAInpVZbYSJWQDJEnI6SP1864WJxsJmMwPaiFduaiTAE8gIHsBTKU4296Lb0aWkNqxpiNPnq59IigJxnCPabS8BtIMAzhlBGVxkHaowFFvKoJ0kleRIicdJMfWkbfh16l+aInxbTMf6fPrSLUvs+7C3HcXGGgJ4bgTfC6pBLL4Rgf6agA1ypd\/gwq2ytxXLiSqzKZiGkb1LZFktMvsWljuYmFAHQQB5DyoAUyB1rbdkfAd27wr3dJjw532nbpvWeu2RYPhufzDrVxpBCKfCfmHiJB5ZFSZSrcdK65ltgvkNsDJyT601DpYc\/Sp3ZdyxL9+rkaG0BCBDx4Zn+nrUUEwzBRpkA4kDmN9pj9arKd8Q9sHibveRpEKFXHhCiAJAEnG8VVk11UnA3\/OtcnzqzULu9rLtfjjde4xM+I\/QtUNCpAUgDxDx5JEwDgbjntNKlUi0Ej\/mrb4Y7Abi7vdoyAwSNTBZjkJ50qVVlB43hu7ZkPzKSDBBGPTnNNs2xqGsMAY+lKlSrF38V2uEU2\/4ZnP8tS0jZo5Z2rPqJpUqknBleU\/jbdgWrRtu5unV3ilQFGcQZzIqDC9SB99v70qVWJUvjbNoLb7u4zMUm4GXTpaTgGc451GtPHMg\/bn79PvSpUB+G4hVRhoDO2AxzpHVRvqkbztOKiT1pUqRp0nMjGcZyOmf3rtxhJgQCcCZgchPOlSoyNwnDhzGtVOlj48DwiQAcyTsB1qOT7UqVF+JF\/i2cywWdIXCBcCACNIGfDv5nrQAu0gwc+o8qVKoCrfZVZA3heNQ\/wBpkTjHXFAJpUqqDcNc0mdKtgiGEjIIn16edCMUqVBwGn2bRYhVEk7Ab0qVPizsXjeCe0xV1KsDkEQfoaEVjcRsfODH7ZpUqTpDAKVKlVBWt+HVIzykT7iZH0rvD8SykEMR6Ej9KVKpWpw9C7M+PHThHtq5\/pnOczWF7T7Qe4xLOx9zSpVidtZcGrwN0W++CNoDBdcGJ3ieuKZbvnSUkBWZSxKgkETzgsBkyBviu0q0wF3bGSASJgmCRJmJPUwd+lDilSqlf\/\/Z\" alt=\"El tama\u00f1o del Universo observable - Alicuriosity\" \/><\/p>\n<p style=\"text-align: justify;\"><em>Tama\u00f1o actual del Universo visible \u2248 10<sup>60<\/sup>\u00a0longitudes de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ichef.bbci.co.uk\/news\/640\/cpsprodpb\/131AF\/production\/_125855287_5cb067a4b29c7291dacc5eb955ca0d439588fb01.jpg\" alt=\"James Webb: la primera imagen incre\u00edblemente detallada del espacio profundo captada  por el telescopio - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\"><em>La masa actual del Universo visible \u2248 10<sup>60<\/sup>\u00a0masas de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><em><\/em>Vemos as\u00ed que la baj\u00edsima densidad de materia en el universo es un reflejo del hecho de que:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/naukas.com\/fx\/uploads\/2013\/04\/imagen18a.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><em>Densidad actual del universo visible \u224810<sup>-120<\/sup>\u00a0de la densidad de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><em><\/em>Y la temperatura del espacio, a 3 grados sobre el cero absoluto es, por tanto<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.muyinteresante.com.mx\/wp-content\/uploads\/2018\/05\/httpstved-prod.adobecqms.netcontentdameditorialTelevisamexicomuyinteresantemxespacio1107temperatura-universo-600x337.imgo_-1280x720.jpg\" alt=\"Qu\u00e9 temperatura tiene el Universo? \u2013 Muy Interesante\" \/><\/p>\n<p style=\"text-align: justify;\"><em>Temperatura actual del Universo visible \u2248 10<sup>-30<\/sup>\u00a0de la Planck<\/em><\/p>\n<p style=\"text-align: justify;\">Estos n\u00fameros extraordinariamente grandes y estas fracciones extraordinariamente peque\u00f1as nos muestran inmediatamente que el universo est\u00e1 estructurado en una escala sobrehumana de proporciones asombrosas cuando la sopesamos en los balances de su propia construcci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/i0.wp.com\/www.astroyciencia.com\/wp-content\/uploads\/2009\/01\/escalas-universo.jpg?resize=228%2C393\" alt=\"La Naturaleza \u00a1Es sabia! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRVIz8f-JXYtcqC7RdijP-cL7Ez9QPq_VZeYOWsC0ddV9IznM2-5Nrfgy5_vsf_SaBEmv0&amp;usqp=CAU\" alt=\"Las constantes de la Naturaleza : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Con respecto a sus propios patrones, el universo es viejo. El tiempo de vida natural de un mundo gobernado por la gravedad, la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> y la mec\u00e1nica cu\u00e1ntica es el fugaz breve <a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a>. Parece que es mucho m\u00e1s viejo de lo que deber\u00eda ser.<\/p>\n<p style=\"text-align: justify;\">Pero, pese a la enorme edad del universo en &#8220;tics&#8221; de Tiempo de Planck,\u00a0 hemos aprendido que casi todo este tiempo es necesario para producir estrellas y los elementos qu\u00edmicos que traen la vida.<\/p>\n<blockquote><p><strong>&#8220;En el final del universo uno tiene que utilizar mucho el tiempo pret\u00e9rito&#8230;\u00a0 todo ha sido hecho, \u00bfsabes?&#8221;.<\/strong><\/p>\n<p><em><\/em>Douglas Adams<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20141027164700_1200.jpg\" alt=\"El Universo es m\u00e1s viejo de lo que parece\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 nuestro universo no es mucho m\u00e1s viejo de lo que parece ser? Es f\u00e1cil entender por qu\u00e9 el universo no es mucho m\u00e1s joven. Las estrellas tardan mucho tiempo en formarse y producir elementos m\u00e1s pesados que son las que requiere la complejidad biol\u00f3gica. Pero los universos viejos tambi\u00e9n tienen sus problemas. Conforme pasa el tiempo en el universo el proceso de formaci\u00f3n de estrellas se frena. Todo el gas y el polvo c\u00f3smico que constituyen las materias primas de las estrellas habr\u00edan sido procesados por las estrellas y lanzados al espacio intergal\u00e1ctico donde no pueden enfriarse y fundirse en nuevas estrellas. Pocas estrellas hacen que, a su vez, tambi\u00e9n sean pocos los sistemas solares y los planetas. Los planetas que se forman son menos activos que los que se formaron antes, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> va debilitando la energ\u00eda del sistema para realizar trabajo. La producci\u00f3n de elementos radiactivos en las estrellas disminuir\u00e1, y los que se formen tendr\u00e1n semividas m\u00e1s largas. Los nuevos planetas ser\u00e1n menos activos geol\u00f3gicamente y carecer\u00e1n de muchos de los movimientos internos que impulsan el vulcanismo, la deriva continental y la elevaci\u00f3n de las monta\u00f1as en el planeta. Si esto tambi\u00e9n hace menos probable la presencia de un campo magn\u00e9tico en un planeta, entonces ser\u00e1 muy poco probable que la vida evolucione hasta formas complejas.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"En el cielo las estrellas: Orgullo estelar\" \/><\/p>\n<p style=\"text-align: justify;\">El Sol es una estrella peque\u00f1a amarilla de la clase G2V. En la Galaxia existen 30.000 Millones<\/p>\n<p style=\"text-align: justify;\">Las estrellas t\u00edpicas como el Sol, emiten desde su superficie un viento de part\u00edculas cargadas el\u00e9ctricamente que barre las atm\u00f3sferas de los planetas en \u00f3rbitas a su alrededor y, a menos que el viento pueda ser desviado por un campo magn\u00e9tico, los posibles habitantes de ese planeta lo podr\u00edan tener complicado soportando tal lluvia de <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>. En nuestro sistema solar el campo magn\u00e9tico de la Tierra ha protegido su atm\u00f3sfera del viento solar, pero Marte, que no est\u00e1 protegido por ning\u00fan campo magn\u00e9tico, perdi\u00f3 su atm\u00f3sfera hace tiempo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El milagro de la vida en la Tierra\" \/><img decoding=\"async\" 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\" alt=\"Madre Tierra, un planeta para toda la vida | Hoy\" \/><\/p>\n<p style=\"text-align: justify;\">Probablemente no es f\u00e1cil mantener una larga vida en un planeta del Sistema solar. Poco a poco hemos llegado a apreciar cu\u00e1n precaria es. Dejando a un lado los intentos que siguen realizando los seres vivos de extinguirse a s\u00ed mismos, agotar los recursos naturales, propagar infecciones letales y venenos mortales y emponzo\u00f1ar la atm\u00f3sfera, tambi\u00e9n existen serias amenazas exteriores.<\/p>\n<p style=\"text-align: justify;\">Los movimientos de cometas y asteroides, a pesar de tener la defensa de J\u00fapiter, son una seria y cierta amenaza para el desarrollo y persistencia de vida inteligente en las primeras etapas. Los impactos no han sido infrecuentes en el pasado lejano de la Tierra, habiendo tenido efectos catastr\u00f3ficos.\u00a0 Somos afortunados al tener la protecci\u00f3n de la Luna y de la enorme masa de J\u00fapiter que atrae hacia s\u00ed los cuerpos que llegan desde el exterior desvi\u00e1ndolos de su probable trayectoria hacia nuestro planeta.<\/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<img decoding=\"async\" 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\" alt=\"Cu\u00e1l es la probabilidad de que nos caiga un meteorito - EspacioCiencia.com\" \/><\/p>\n<p style=\"text-align: justify;\">La ca\u00edda en el planeta de uno de estos enormes pedruscos podr\u00eda producir extinciones globales y retrasar en millones de a\u00f1os la evoluci\u00f3n que tantos miles de millones de a\u00f1os le cost\u00f3 al Universo para poder <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>rla en una realidad que llamamos vida.<\/p>\n<p style=\"text-align: justify;\">El secreto reside en el tiempo biol\u00f3gico necesario para desarrollar la vida y el tiempo necesario para desarrollar estrellas de segunda generaci\u00f3n y siguientes que en <a href=\"#\" onclick=\"referencia('nova',event); return false;\">novas<\/a> y supernovas cristalicen los materiales complejos necesarios para la vida, tales como el hidr\u00f3geno, nitr\u00f3geno, ox\u00edgeno, carbono, etc.<\/p>\n<p style=\"text-align: justify;\">Parece que la similitud en los &#8220;tiempos&#8221; no es una simple coincidencia.\u00a0 El argumento, en su forma m\u00e1s simple, lo introdujo Brandon Carter y lo desarroll\u00f3 John D. Barrow por un lado y por Frank Tipler por otro. Al menos, en el primer sistema solar habitado observado, \u00a1el nuestro!, parece que s\u00ed hay alguna relaci\u00f3n entre t(bio) y t(estrella) que son aproximadamente iguales; el t(bio) &#8211; tiempo biol\u00f3gico para la aparici\u00f3n de la vida &#8211; algo m\u00e1s extenso.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Tiempo de vida de las estrellas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS6vc01wBFiziwBJ9_XzXcpcuCa4hC45MloH8eOtuAb2Sr6Os2nW4Mt08VVT1xxf0b7VIM&amp;usqp=CAU\" alt=\"Descubren una estrella a 9.000 millones de a\u00f1os luz de la Tierra \u2022  Tendencias21\" \/><\/p>\n<p style=\"text-align: justify;\">El tiempo de las estrellas est\u00e1 directamente relacionado con la aparici\u00f3n de la vida en el planeta<\/p>\n<p style=\"text-align: justify;\">La evoluci\u00f3n de una atm\u00f3sfera planetaria que sustente la vida requiere una fase inicial durante la cual el ox\u00edgeno es liberado por la foto-disociaci\u00f3n de vapor de agua. En la Tierra esto necesit\u00f3 2.400 millones de a\u00f1os y llev\u00f3 el ox\u00edgeno atmosf\u00e9rico a aproximadamente una mil\u00e9sima de su valor actual.\u00a0 Cabr\u00eda esperar que la longitud de esta fase fuera inversamente proporcional a la intensidad de la radiaci\u00f3n en el intervalo de longitudes de onda del orden de 1000-2000 \u00e1ngstroms, donde est\u00e1n los niveles moleculares clave para la absorci\u00f3n de agua.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/hipertextual.com\/wp-content\/uploads\/2018\/12\/tierra-primigenia.jpg?resize=900%2C640&amp;quality=50&amp;strip=all&amp;ssl=1\" alt=\"Un nuevo ingrediente en la receta de la vida\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>As\u00ed era la Tierra cuando surgi\u00f3 aquella primera c\u00e9lula replicante que dio comienzo a la fascinante historia de la Vida que en poco m\u00e1s de mil millones de a\u00f1os evolucion\u00f3 y en otros tres mil lleg\u00f3 hasta nosotros.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Este simple modelo indica la ruta que vincula las escalas del tiempo bioqu\u00edmico de evoluci\u00f3n de la vida y la del tiempo astrof\u00edsico que determina el tiempo requerido para crear un ambiente sustentado por una estrella estable que consume hidr\u00f3geno en la secuencia principal y env\u00eda luz y calor a los planetas del Sistema Solar que ella misma forma como objeto principal.<\/p>\n<p style=\"text-align: justify;\">A muchos les cuesta trabajo admitir la presencia de vida en el universo como algo natural y corriente, ellos abogan por la inevitabilidad de un universo grande y fr\u00edo en el que es dif\u00edcil la aparici\u00f3n de la vida, y en el supuesto de que \u00e9sta aparezca, ser\u00e1 muy parecida a la nuestra.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Vida de silicio\u2026\u00bfes posible? - Quo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Crean nueva bacteria que rompe una de las barreras de la vida \u2013 Tercera V\u00eda\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSrVzIx6zzwkMFyOnA-DoVymXFgP6YHqJxA_g&amp;usqp=CAU\" alt=\"Qu\u00e9 es la Vida? \u00a1Ya me gustar\u00eda a m\u00ed saberlo! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSTwcyPG0IDi0GXw_42exb2QkYVj2nUkIDrBVNmJr-EMnfjqwlprumdVsMbbyUeWkR6Vmo&amp;usqp=CAU\" alt=\"Qu\u00e9 es la Vida? \u00a1Ya me gustar\u00eda a m\u00ed saberlo! : Blog de Emilio Silvera V.\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Algunas podr\u00edan estar bajo nuestras narices y no saber verlas al confundirlas con objetos inertes, No sabremos lo que encontraremos en otros mundos hasta que no podamos ir a ellos.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Los bi\u00f3logos, sin embargo, parecen admitir sin problemas la posibilidad de otras formas de vida, pero no est\u00e1n tan seguros de que sea probable que se desarrollen espont\u00e1neamente, sin un empuj\u00f3n de formas de vida basadas en el carbono. La mayor\u00eda de las estimaciones de la probabilidad de que haya inteligencias extraterrestres en el universo se centran en formas de vida similares a nosotros que habiten en planetas parecidos a la Tierra y que necesiten agua y ox\u00edgeno o similar con una atm\u00f3sfera gaseosa y las dem\u00e1s condiciones de la distancia entre el planeta y su estrella, la radiaci\u00f3n recibida, etc. En este punto, parece l\u00f3gico recordar que antes de 1.957 se descubri\u00f3 la coincidencia entre los valores de las\u00a0<strong>constantes de la Naturaleza<\/strong>\u00a0que tienen importantes consecuencias para la posible existencia de carbono y ox\u00edgeno, y con ello para la vida en el universo.<\/p>\n<p style=\"text-align: justify;\"><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%2F2022%2F08%2F16%2Flas-escalas-del-universo-no-son-humanas-23%2F&amp;title=Las+escalas+del+Universo+no+son+humanas' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Muchas m\u00e1s cosas habr\u00edamos evitado y habr\u00edamos descubierto si por una sola vez hubi\u00e9semos dejado el ego a un lado y, en lugar de estar pendientes de nosotros mismos, lo hubi\u00e9ramos hecho con respecto a la Naturaleza [&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\/28518"}],"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=28518"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28518\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28518"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28518"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28518"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}