{"id":28348,"date":"2022-07-16T05:55:44","date_gmt":"2022-07-16T04:55:44","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28348"},"modified":"2022-07-16T05:55:44","modified_gmt":"2022-07-16T04:55:44","slug":"el-universo-y-la-biologia-vida","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/07\/16\/el-universo-y-la-biologia-vida\/","title":{"rendered":"El Universo y la Biolog\u00eda = Vida"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>\u00bfEs viejo el Universo?<\/strong><\/p>\n<blockquote><p><strong><\/strong>\u201cLas cuatro edades del hombre: Lager, Aga, Saga y Gaga\u201d.<\/p>\n<p>An\u00f3nimo<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/imagenes.elpais.com\/resizer\/TjKWII1NDuptvDzKQ3XZTzlt1lg=\/1960x1103\/cloudfront-eu-central-1.images.arcpublishing.com\/prisa\/PYRFMPAJPNENFCQ2FZMQ5W5FEQ.jpg\" alt=\"No son estrellas sino galaxias: gu\u00eda r\u00e1pida de la primera foto del  telescopio 'James Webb' | Ciencia | EL PA\u00cdS\" \/><\/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 \u00a0El universo es mucho mayor de lo que podamos imaginar<\/p>\n<p style=\"text-align: justify;\">Cuando pensamos en la edad y el tama\u00f1o del Universo lo hacemos generalmente utilizando medidas de tiempo y espacio como a\u00f1os, kil\u00f3metros o a\u00f1os-luz. Como y a hemos visto, estas medidas son extraordinariamente antropom\u00f3rficas.\u00a0 \u00bfPor qu\u00e9 medir la edad del Universo con un \u201creloj\u201d que hace \u201ctic\u201d cada vez que nuestro planeta completa una \u00f3rbita alrededor de su estrella madre, el Sol? \u00bfpor qu\u00e9 medir su densidad en t\u00e9rminos de \u00e1tomos por metro c\u00fabico? Las respuestas a estas preguntas son por supuesto la misma: porque es conveniente y siempre lo hemos hecho as\u00ed.<\/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<img decoding=\"async\" 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URH4ghI9KfsbaDXgudcrNbS5AMjrSGEwJgj+RUVoZByHpRkHIelSooI5ByHpRkHIelSooI5ByHpRkHIelSooEYlBHAdu33f3rTcg5D0peK7P+Vv51qjiNtWbdxrbF8y7uQEZo3pypqogywK6d4PnQaWQch6UZByHpVNNp2MquXCh8xXN1T1e1x4RrP5VYxGIVACxOvJS3yg0DMg5D0rjKoEwNPKoYe+rglZ0MaqV\/7gUnajTaYA9si3p\/ewQx5jN\/FB57am2b1h8OrtaAxAdpyAbsKFMMXvLmjOokRzita01ze7s37DMOsyC1D5RE\/8UxxXWNJFVdv4LD3XIe+lpt3ugCyAqrOtx+qx4OEQEcgP2fsNbCEol9LhLXHAzIXJuObjyQZIkwAAAAANYmg2Mg5D0oyDkPSuiu0Ecg5D0oyDkPSpUUEcg5D0oyDkPSpUUCsGgynQdu53f3tRUsH2T+u587Vygq3sDavIouIHAzQD\/crI3qrMP3pFzYGEaJsrpJ7xxCjuPJE\/LKDxq5h7oyjRvaaZvh4W9pqy2JZKoXdhYVixa0CWYMSS0yJiDPVHWbQQNanitjYe5bS09sMlsQimeqIyxIMxGkd4q5vh4W9po3w8Le003TUV8Ps2zbcuiQzAAmTBAgcJidBrE6VLoFrIbeUZCSxXXUlsxPGdW1p2+Hhb2mjfDwt7TTdNRSs7EwyMWW2AxYOSCeIYsO\/gGLGOHWPM1Fth4UkMbSyFKjjw63HXXttBOozGKv74eFvaaN8PC3tNN301EMJhbdoEIuUEgnjxACz6AenOrFK3w8Le00b4eFvaaim0UrfDwt7TRvh4W9poOXhqn6z8j0ltnWScxQT1te\/rMHP\/AFKD+1SvXhKdVu0fwnwvTd8PC3tNBVGyrOsKRIAkO4MCYUENIXrN1RpqaZYwFtGzqsEAgQTADQWAWYAJAOg407fDwt7TRvh4W9pq7qaiqmy7XeubrBhPdlc3UH+LmRTcLg0tsSojqqgHhVSTA\/difTlTd8PC3tNG+Hhb2moptFK3w8Le00b4eFvaaBtFK3w8Le00b4eFvaaBtFK3w8Le00b4eFvaaAxPD\/O3860i5s60z7wg5syPxPFAyrpyGZjHMzUsTeEDqt2k\/CfEtN3w8Le00Gbb2HaGRdTat23thCWOYOVJznNDrCxlIjU8a0b2GRxDKGjhImu74eF\/aaN8PC3tNByxh0QEIoWTOgjXnXn\/AIfAFxsNr\/QxF9hJmUZRcXU6n\/XjXiUPKvQ74eFvaao4fC20xFy+FfPdS2jaGItl4Mf5x\/iKDm2MSUe1aRQbl5yoYiQqopd2I79BAHMjlRsdsxf+rbuKrBVKBQwIHXDldM0k8ANI8yXYu0lyMyvKnMpGZWUwQSrLBEgkeYJFdwaW7S5URgJZuBJLMSWYk6kkkmTrQXaKVvv7X9po3w8Le00DaKVvh4W9po3w8Le00DaKVvh4W9po3w8Le00EsH2T+u587VylYW+IPVbtP3f3NXaCeF7Ipk1jbevXbeEe7acI1tGfVQ4OUHqkE6fnWTjviO9h23bKLrB8paQgICW3IAAMMc8AExodRWscbl8ZyymP17CivJr8TXix\/o28guMs7w5siX9wxK5IzTBAmOImor8Vv1xksyGyrF0wsXd1N7qf0weI499X\/PI7xetmu1567t8jD27wRAblzdy7xaUguC5uZewchymNc686pbB+Jrl25YtNbB3tq27ODBzNbL5gsRk0AkGfKBU4urfF6xetmu14\/F7Vxwu4kos2rO96xW3kGSyHAnPvC+cjTJlg8ale+KWV3thbb5beYEXCDnVrSstxcvV1uggiRpV4qdSPWzXa8xZ+IbhuW7bpaRizq+a6QDlum3FqU\/qNIBIMcRT\/AIN2vcxNnM6hWUKD3FpUHPHAKSTETwPfoM3GybqzKV6CiiiopV7tJ+s\/I9MmlX+KfrPyPWZir9y29w52IRbTBYT8bspEhJgACP3pJtLdNmivPptq6yqwtKM4zLmcdnJceCFJM9QCdO0eRqb7auCQUSVV2IzGSFW0+VdNWIux+Y89NaqdRu1yazMBtE3CZUAZS4gyygMVyuO5tOHkw7tU4e5dd7M3GAuWmulQEgEG3CglZiHPf3d1Zv59WXf62qKq7Lvm5bVjx6ymOBKsVJHkSJ\/erVFFFFFAUUUUCsVwH67fzrTaTiuz\/nb+dapHakXrttkK27VpLjXTGWWzkjQzoqzw7\/ykNOiq1nFI4ZlMhdDAMgwGgrEzBBiO8c65Zx1tzlGeTzt3FHqygCgtV5\/4hxG7tYm\/1yLCdVFutaDMq52JZTw6yiTMZTWyuLQ3DazDeBA5XvCEkBvykGsnFJZfDrvrmRLl1Ls5gsxcF1bZJGqkKqkd4nhQVbGJtXN0ts3TduZ+ocRchBaIFwuysYhmUREksOGpGpsmwwLlg6kMUAa69xWXQ5wHOknTh3HnWPhLGAtNmXFw2e+xJdGkX33lxCCkRm1Gk8dTJrY+HlwyWt1h2VkQmcpB1YkyYA1Jn0oNOiiigKKKKAooooF4MdU\/rufO1FdwfZP67nztXKCNhQUAIBBHA8K69lTxVTqDqBxHA\/nSsO75R1R7o\/8ASm538K+77UBuV8K+g5z\/AN9aThMDatqUVRBLEzrOYljM8dSfymKdnfwr7vtRnfwr7vtTYk1tSMpAI5EaacNKiLKgghVkCAYEgch5eVGd\/Cvu+1cL3PCvu\/8ArTYnuxqIGvHTjOhnnUDYTjkXXyH\/AO7h6V3O\/hX3fajO\/hX3famwbpdDlGhJGg0J4kcjXbdtRwAGgGgjQcB+Vcz3PCvu+1Ga54V932oG0UrNc8I932ozXPCvu+1By9xT9Z+R6YUB7hr5cuFV7zvKdUdo\/i\/tfypue54V932oBbKCYVRJk6DUniT50t8JbLq5UErmjThmyyY59VdfKmZ7nhX3fajPc8K+77UEltqJIABOpgRJ8+dLs4dVUKogAEDmAe4cgNIHkKlnueFfd9qM7+Ffd9qCVq2FUKogAQKnSs7+Ffd9qM7+Ffd9qBtFKzv4V932ozv4V932oG0UrO\/hX3fajNc8I932oDE8P87fzrVHG7Jt3N5+FrqhXMkysAERMCVUKTxgCrOJZ4HVHaT8X9y+VNzXPCPd9qCNjDIgKqqhSSSANCTxJ5k95Ndt4S0plbaA8woB9QK7mueEe77UZrnhHu+1BhfE7bq\/YuLo10XcKCO5rqh0P7G1x8xXoEUKAAIAAAA7gOApF62Xy5ranKwdZbgwmDw46mmZn8K+77UGTidqPcyNZW4VzKZVerdUkrCuQYEqTMDSDIBBO1NUsHgxaEIgUQABnYhQvZVQRCqJ4DSrM3PAPd9qBtFKm54B7vtRmueEe77UDaKVmueEe77UZrnhHu+1A2ilZrnhHu+1Ga54V932oJYPsn9dz52rlJwz3IPVHaf8X9x8qKDN2zjHtW7Kq6295cyG44lUGV3kiQCTlyiSB1ucVTHxIVazbzWbpuBc7I7KesXVWS2VIZZQz1u4+U7dtrbIFYBhGoKkgweUQaky2TEqugAHV4AagDTQTVxs\/sZsv8rzdn4ruHc5rVtd6uGeN6Zy4m4ETIDbGcqJZhpGmpmau7I+Id6t9iiEWVFxTac3M6MGK9pFKv1ezHeKtY3ZeHu3EusGm3lyhS6r1WDqCg0IDAH9hyq7a3S9kBf0oR3k9w5kn961bjr8n6mst\/XlG+MLqqWNu05NxVAt3CyBd2twjeC3q\/W0BAHHWNa0PiLaGLW7bt4dCxe27kZUJBDIBmL3Eyr1tcuY+VbO7sRlyLEzG70nnEcaabiTPfETlMxymOFS5TcsizG\/2vOXPiW5buKjLbacQbTDOVdVa6tpGRchDiTr1gYHCuD4ou5STatqW3e7LXiEh3uJNxt3\/T1TuDTmAr0BWyTJVZ1M5NZJkmY5gH9qGWyQQVWCIIyaETMERwnWrvHw5y9Y2ytvPdxJslFysi3FcMCmttWKKw0uNLE93VE16Wqg3fGBMg9k8QIB4ctPypwvrzPofpWcrL8mjGWfTaKVv15n0P0o368z6H6VGnL\/ABT9Z+R6zhjGku1xEVbj28jACQoYjXiGIGfllPDvq7evrKantHuPhfyrpNrNnyjNEZshzRymJirCxkptxzmm2vUDs3WI0VLb6ArIJ3n4gNBMaxRc246llKISlwI2VydDuusCVgf6kQTMgRM6aRt2QuVVCCCOopUgHkQNKThsJYQBQgMEnVJ1Igx1YGkDTlTc8TV9Qxu0nW4yKkhVUsxIEFg0aHiNP31jhVTDbYuGGySGyoJIAD51QkjtQS89+gHOtd90SGIBYAgEoSQDxAMaCo5bOpyrLDK3U7SxEHTURpFNzxNVQu7RvBiItnrZRDGBFtnbXLrqscO\/yosbVcoHypqQqqWOdm0B6qqdOJ\/KCYB00FFkRCqIAAheAEgDhw1Pqa41uyZlFOYAGUmQOAOmoFNzw1fVRNos9qy4UA3FLkA5uyhaFPfJAE8iaQdoXFEh1uE2HvQAAEKhWUafgaSJOunE6xpsLZy92RsywpEHWe7vBM\/nSnw1g5uooLSGYJDMCZYE5ZIPfzqVqLtt5APMTU6SL68z6H6V3frzPofpQGK7P+dv51rOu7ZAvC0FJG8NtmmIYWt6YEagLEmRqwFXMTfWO\/tJ3HxL5VRxuzbF27viXDbu5aOUZZW5GaWy5phRBnSKCzsraVu+JQN2UbWODjMuoJEx3cRpMSKjZ2srMFyOJIGpt9\/kHJqzZe2oCjQAQOqfpU+kLzPofpQRfFIHW2WGdwxVZ1YLGYgeUivNfFyPetgoVzvftWrOZVYZA+a83XVolFuagHS2p7619tYcXlTKxR7dxbiPkLFTqrQCO+2zr5Zu\/hVoLahBlEW+xKk5eqV0JGnVJH5E0Hmtl4zCXUV1wtp1Fu3duMEt6bwMVCKF67ELOXQ9ZYkkgIs4qylq7cfDWHK37qxkS2ERED5QShLEKGMxrlJ04V6m1ZsLly20XIISLcZRrosDQanhzNcGHw4BAtpDFi3U7RYQxPV1kEg+RoMfDvhWuPbbB213Ztq5CKV3twIVtocgDGLlskmO13wY3dmbo2la0qqjDMoVcohtZgAUrE2LDnMVGbq9YKcwysGXWJ0YA03Cbq2i21kKgCqIYwBoNSKC1RSukJzPofpR0hOZ9D9KBtFK6QnM+h+lHSE5n0P0oO4Psn9dz52opWGxCQdT2n7j4j5UUDML2RTazcbtC3YtC5cD5RxKIzwNTJCgwNOJ0rljbeGYMd6ilAC6ucj2w2i7xGhknuzATVktNxp0VmJtvCFS4xFkqoRiRcWAHMISZ0DHQHvplvauHJQC9bJuKXtgOpNxRqWQT1l8xTVTcX6KzF27gzAGIsnMGKxdQ5gs5iADrEGY4QangtrYe8iulxGVojrDXNJAjiD1Tp5HlTVNxoUVm4fbeEuMqJftOzzkVbikvHEqAdYg8OVTv7VsJdFpriC4dcmYZgIZszDiqwp1OlNU3F+is5tsYfcHELcW5aH4rZ3gJzZYGSZObSBSbPxBhjJLm3lDl96ptZAmQtnzgZdHQ69zU1TqNeis9dsYUlFF+0TcANsC4pNwNOUoJ6wOVojwnlUDtvC911GAdrbFWDBHRWZlcjRCApmeVNXw3F692k\/Wfkem1XuODuyDILSCO8FH4Uo7Qth2Rsy5QCSwhQGJC6nmQYqLtdoqk+07A43LYkAiXXUETI14Rr+VTGPsnMBcTq9rrDq\/ny4j1po3Fqiqn+0bP\/MTgG7Q4EwDx4E6DnUbO0rLkhbimI4MIIK5wQe8ZZP7GqbXaKpvtKwONy2I4y400nnyruN2hbtCXMAAEwCYBYKCY8yP55GoLdFUv9o2t6bM9cZJABgZw5UTEcEY+nMUm9jmS48jMiqS2RSWQ9WAxmGJBZoABAAniKDTorKxe0ju8yAqxEqHR+tMwqxALHuEzGsaVYG0LebIxCsIkHhJyiAx0Jl1FBYxXAfrt\/OtNqq15Xtq68CyeX410PI1Vxm2Ut3Ftbu4xZiilQsFghuMAWYcFBJPDumdKDUopOGvB0VwCA6qwDaEAiYI7jTqDk12s\/b+GuXbD27bFXYABlYoV1GsjXTjHfEd9Z2Hwd61d3pLlM19iu8e4QnVW0FUzMgM0QTmbj3UHoJqpbxgN1reVgQuaSBBGmvMce\/jlaOBrJsWca9lDccnMLLOghLgABa6oYKmWSUWDqAraydNLZuzUtHOM+dlVWL3HucIjtGJ0GoAoNCiuCu0FfaNxltOV7WUhf1HRf8AqIrLx727Btrdxty2bpKpnNoZiBJAO6iYrQ2lru08VxfRJuH5I\/esf4x2VfxOXdmN3ZxBQhyjb51VLbAgjsqbpg6SVmgu4uybaZ2xOIiVGgtsZYwNBa5mrWFwrKQ2+uuI7L5I1\/SgM\/vWfhtn3nZjeNwEkkFLp3YWFyqEiGIymSyjieMwNjD2VRVRdFVQoHGABA1OpoDBjqn9dz52oqWD7J\/Xc+dq5QU8bhd9h3tE5c6MkxMZtJjvrKPwtbNy5c3jf1GDAGSFm4txxBbLDFR3D969Bhh1RTauOVx+VLjL9eWx3w02Ubtxm3qvqo0BxQvsfMrJAHfHdXbPwmguJc3jErJYagM2e5cDBVYAQ1xtCG7hzJ9RXIq\/6ZepxiwB8OmbI3rZLK2gEyjKTbkZuOmYGCPIcoKcB8Mm1uxv2K21tAjIozbtHtqSQdOq2sd4nyr01cind9XjH68\/Y+HShsReYpYS0qplABNtSubThmB1HkOUHm0fhsXblxjcYJczlkCrOZrRskh+MZTIHMHnA9FRTq+nMYFj4cQYZ8OXLC4wZ2bM2aCukO5MQoHGp39gIMu5IsZUdQLaiAXdGJj\/AAg8wx1GlbcURU6vpzHnMP8ADCr\/AMQn\/S\/CP+Hee\/8AyXy\/sKW\/wmrWlsvdYpbK7uEVWVUR1tgsNXZcwMtIJXhqZ9PFEVe76nEIII3YJkhtTEScjSY7qq7Q2aLjFs0HqRIkApn4gEEghz3jhxq5e4p+s\/I9OqNajLt7KCx1hoQ0AQJ3bW9BOnaJqpa2GxXK7iFYm3A\/uVgW62oOQaCOJ14Rv0Vd1LjKyBskgMFfKWyTCkL1WZjoGDQcxnrTzJ1pSbDKqFF3hwJWeKNbP4uTaeY75ityipunMYmL2GXttaFwhW3mbQx11CzAYaiNJkanTgRYx2zzcfU6MtsN5G1c3g05NqD+3GtOipbskkY1rY5U5ludeUMumYdTeRIDCercA4\/gFXuhIQxKoLjoVZ1QKTIg8zHDQk8BVuiiqzYO2yKjorqsQHUMJAiYPfx9apNsZd4l0NDoXKmPG0tpPDL1PIRyrWooM\/DYc27QU8TcDkDgC93OQPIZo\/aoX8FcbE27xZclq3cULrJa5klyeEgJA\/UavYnh\/nb+dabQZGx8HdDG7cZgWa6d3OkNclC3WYEhQoEQBmbjOjMTslXYsWILa9lD\/JWa06KCvicMHABLiDMqzIfVSD+1I\/2Wn\/Mvf+dc\/wDlV+oXJgwYNBibIW1fUw95WDOMvSHJyq7Ir6N2WyyPI1oWtnKpBD3TGsNduEfuC0EUjYOyhhlyK7MsIBmiRlUBteJkgtHcWbnWrQUsfs5bpBJ4COCn5ga6mGa3aKW2AaGylgIBMwSqwDHLSrlFBh\/D2La\/awt1u0cOtxxyuOEEeouelTxa296bam+9yA7JbusMisWykguAoJVgB\/aY4GkfB9t136sI3d+5aSe+2Ha6jDyi6B\/jTMZsq6WxBtXBb6Qq9eDntOqZAyEEAiApAPA5pkNABeDazcgKcV1rQvCbriVYkKINzRjB0PrV7YYBUsN5JZlId2cdRiJUseB599U32Dmv71nDL\/TXI6lxltiUOp0uC4XbOI0Ycq2MJhbdpQltQqjgBwoJ4Psn9dz52rlGDPVP67nztRQUUvsJAOgmKl0l+dFFAdJfnR0l+dFFAdJfnR0l+dFFAdJfnR0l+dFFAdJfnR0l+dFFAdJfnR0l+dFFBG5faRrwJj0P1NS6S\/OiigOkvzo6S\/OiigOkvzo6S\/OiigOkvzo6S\/OiigOkvzo6S\/OiigOkvzo6S\/OiigjcvsRqe8fwZH8gVLpL86KKA6S\/OjpL86KKA6S\/OjpL86KKA6S\/OjpL86KKA6S\/OjpL86KKCC4lvIfkKn0l+dFFAdJfnQcU\/OiigTbxrgQI4k8OZJP\/AHoooqj\/2Q==\" alt=\"F\u00edsica en tu bolsillo - \u00a1Unidades de Planck b\u00e1sicas! Al dar valor 1 a las  cinco constantes fundamentales, las unidades de tiempo, longitud, masa,  carga y temperatura se definen as\u00ed: | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\u00c9sta es una situaci\u00f3n en donde resulta especialmente apropiado utilizar las unidades \u201cnaturales\u201d la masa, longitud y <a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a>, las que ellos introdujeron en la ciencia f\u00edsica para ayudarnos a escapar de la camisa de fuerza que supon\u00eda la perspectiva centrada e el ser humano.<\/p>\n<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.\u00a0 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\u00a0 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\" 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;\"><em>La edad actual del Universo visible \u2248 10<sup>60<\/sup>\u00a0tiempos de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ser\u00e1 la vida, un principio esencial para la coherencia del Universo? : Blog  de Emilio Silvera V.\" \/><\/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\" 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\" alt=\"Universo observable - Wikipedia, la enciclopedia libre\" \/><\/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;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS7mxlaf8Zjj-qAFYqnxgQ7mGtZsi2g2f9KB_db3F2gQRXHImQEpOYBrWtUXUydehDh41Q&amp;usqp=CAU\" alt=\"Cu\u00e1l es la forma m\u00e1s probable del universo? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\">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;\"><em>Densidad actual del Universo visible \u224810<sup>-120<\/sup>\u00a0de la densidad de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Imagen del principio del Universo (II) - Naukas\" \/><\/p>\n<p style=\"text-align: justify;\">Y la temperatura del espacio, a 3 grados sobre el cero absoluto, es, por tanto<\/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;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo nuestra comprensi\u00f3n actual del universo es en verdad &quot;una admisi\u00f3n de  nuestra ignorancia&quot; - BBC News Mundo\" \/><\/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 sobre humana de proporciones asombrosas cuando la sopesamos en los balances de su propia construcci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Con respecto a sus propios patrones el Universo es viejo.\u00a0 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>.\u00a0 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 \u201ctics\u201d 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>\u201cEn el final del Universo uno tiene que utilizar mucho el tiempo pret\u00e9rito\u2026\u00a0 todo ha sido hecho, \u00bfsabes?\u201d.<\/p>\n<p>Adams<\/p>\n<p><img decoding=\"async\" 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\" alt=\"El universo es m\u00e1s antiguo que lo que se cre\u00eda | Ciencia de la NASA\" \/><\/p><\/blockquote>\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.\u00a0 Pero los universos viejos tambi\u00e9n tienen sus problemas.\u00a0 Conforme para el tiempo en el Universo el proceso de formaci\u00f3n de estrellas se frena.\u00a0 Todo el gas y el polvo c\u00f3smico que constituyen las materias primas de las estrellas hab\u00edan sido procesados por las estrellas y lanzados al espacio intergal\u00e1ctico donde no pueden enfriarse y fundirse en nuevas estrellas.\u00a0 Pocas estrellas hacen que, a su vez, tambi\u00e9n sean pocos los sistemas solares y los planetas.\u00a0 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.\u00a0 La producci\u00f3n de elementos radiactivos en las estrellas disminuir\u00e1, y los que se formen tendr\u00e1n semividas m\u00e1s largas.\u00a0 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.\u00a0 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;\"><img decoding=\"async\" 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\" alt=\"Viento solar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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huzuLe8\/SQqm+hWjrKmGzKATr1iw4QvM+UUw3FAotZfNr\/KXfGK352Hn\/wCsm9fJFKl6PVeDg7Cep8HXmTIWov8A5T5N+0KtQ8ql\/OTqkHdBkwCLt8Z71AGlpCsf1xhPEQw02K2ylOgOkOtEdIRYVRPTxYoa7SJOmA\/DiWFKGki0f+Jjr40K6YIU5daYhBaSDNGPxMU\/CYHTK+rEnLJJkM4Eq4xz29JC7bPWnmgnrwDYgnQTNk8zFPSGUsbVtZeKYdGvcxq8r4+WrjbTFpdn5TrprG8BUK0n\/SzIDawOzFdbbZgPlziyHSze49I3gnyG4AcbleZVQWa19tLn3T15n7uRNvrRQG5zWy8xuRm6XO3vMfw2IZSz03dToM2oZVt+oGyA6j3joTAmqmXsCxsBuxzdbnpp8Z5AFFygPcfLQ+\/wmraaJmlhqGIcOyObsVZlDlT2SQbg+0O2D\/cZ1Honia7tVTEuyWRcinslQFy9hTyyqgzdQOZueOp8UdNVZraA9q7Cx7OYc7EaHedTwHHNiXQVKgNSnm9WXt6x81uwX0uum1yQelpnzJuWNOtj3GkRQFS2Un2gW5AABh+rtXOnPnOZxVNTtoOaga+Z59+u83sfhQuvaIFrjssUXmcw0uL7HUe8CKNRVspFtQbXAa4scpt79p5FVp99DuKp9GLicHnpqGG18pAGYXPPqL3PvnPYvAsj23vexHO1\/LYz6FgqRqMlFM3atsNFGtm05DMSZynpDw7E4eo2dWZC1lcBgpAvlsSARpY9L7EzThutfoPBSLYA2VRa1mNzzOlxfwsfOFxI7A7z+8EtS5GgGnLyufjLYo6KJmvu9nr4lxwtMWQQqiWw2HLsABcnkJ02F9GAoz4iqtMb5dGqHuyjb3xLySvZKUzmUE08BRrMexn\/ALbj5TZOMw1PSnQU2\/O5zE\/27Sz8fqsLB8o6L2R5LI1br0gjGGweNFu3WHi5HzM0KWMrU\/brKD3uXbyWc3VxxP5ieupg6ZY7SLhv2c2jsk9JGG7s3gAvzvLH0iU7qzeJX\/1nMUcK5mjQ4Y9rnQdTpJVjlHLRu0eMg\/8AbHmP2jS8RB\/IB7zMFcMi+0+vRR9TDUsQg0VGPifoJKoXwdo21xQ6CFXGWmQuKt+VV8bX8jrLf6iv6\/If4knj\/R2jbTGHpGUxR75zQ4mOrn3gSw4r0HmSYPpNA+ns6lcSesMlfvnKLxRu7yhl4mesCdy\/YHhOpWt3y\/rxOXXiUt\/qwEqvJtdIX+O2dI2KAlDjJzb8WMWqcTPWI8+Zvpjz4jfwdTU4mBykHFqQCdJydHF5mu22\/lG8DiDULN+kjTlFyXdLdMZ+MpNn8eCCeht331t8pfA1izTGxD5LgaXbfpfnHPRrUPfcEr\/xNoiTbFrGlLo6JG0hM0Xpve46GFyz18OWuPRiaPy2rt3eQjGGrOrK62DKQRp0690F6xRtc\/AecG9QnTYdJ9BtL2yPFs7zAcKwmOQmgBQxIW5p\/wDbqWuGan010NtjytqeVxlB6bvSqAqytYhhsQd\/f1HugeF4z1bC5YANmV0NnpvsHXrpoV5jyPaYl14hkTEhaWJ0FKunsV0uQFYa6XsMwvlLa2BIBnI59+gVJy2ArgEo7MlNxlcrZtNDYZgcvsrqD+WW4VxJKZbsE6HKwchl\/SCbWbyGvLlOm4d6Ju6hNc9Nn9Zly5hZgq0xTzAi3aJvbMGBBNrDPxvoxWW+VVYFhspW51sAGVbt2eRvoYzySwKWa1HjRrYYkdghiqg3Jc5FzG4vYAW1Ou2ugIXwPD8RVUmigcIbFc6h7AA+ySDbvtyMVekmGwyo75GuzVEuCxd2UC2trBUHx3jnBaDIfXjFKmUrmosD21OpDFrFW1topHQm5t5rnlb662We0lo5\/GekdamzrTCo2XKzAXcC4LBcwsuote3L3zOocSqlGRnYq2+di1t9gdBvNz0nVC7spFjYlrdp2tqAf067E6Ze4TmV1Nhr9ZRtRPFLRbFHJ7rsYo6m\/X5co5gcA9ZzlsEG7HRVHj9Ialw8U1zVtLjRB7dv6j+UfGVq8TNsqWVBsBoBMjbfo23SUqTbFenhhlo6vzc+1\/aPyj4zJrYssSSfE8zMx8QbwmGw7udP4irEktsnz\/AY1ief3zhqNJ2NgCfAEx6hh6FLV2DN0G38wj+kiqLU0t8B5CBt\/wCKF69sNg+DVD7Qy\/7jb4Taw+ESmLkFz7kTzbfynKVeP1m\/NYd2kUfFM2rMT4mTeKq9sPJHc1uJAfnpIOidpvMXiFXiqdXc95sPjecoK8v64nygWBIKZ0D8V6Ko+Pzgmx7ndtPIeQmMGPOFRvCd9NIbs1kxHfCrXmN69R1Mt+KPKLWNhTRuCtLLigJgnEnrJFYybxDJm\/8AjRJ\/HzDWpCo8R4kVlGwMYTLriZko8t6yI4RaJNRsVAtiLxHPJzQcUaolGxhalwR\/SflN7gtVVR15n46H9pzPDXBOU7zpOCU7mx9pNx1HI+8SOSVrsy+TOk0B4oARe9tFNvCafo5X7bA7FiQet9x8Jk46jmJ\/2ldP1aWv5GC4WHpujXJuLN3G\/wDiJPS2SqVWPWzvglmJ8P5hfXDui2AxK1FuDfrL+qM0Ry1tM8mun2fmPLLBIwlO885Vdz7hqf4n1etexF2UVJoYDHvQIYMLA3ytci\/MqNwT1Ui9he4ma2KP5RbvOpi+p6m\/viVkmel2VnC69n03hvprhapDV1KVV9l2G1rWtURS21x2gNNzNTD8Q9aTkrUEVAEp5KyKqC\/tHI5Zrjkcu\/n8jSgTyjNPhxO5HzkHlSKfxd\/Oj6rxLD4Z1U4uvRdhsWqJlzadpUCEG9vZJIvqALmcjxfHYZAUpFqpubdl1p30FwHY5iQLbeWky8PhaSDXXw3hfxiJ7ChT8fPeTeb8IK8ZL52Kjhr1Gz1MtNPADT+lABfxPnGfxdOgD6pdebnVj\/t\/T7vOK4nEs1y7afEzPq1fcJNqrfZbU456JrV2c5jz98oiE9YNsQq95+7SjYonuHdKKH8Geq29scsi+0bnoPrJfiLnReyOgmaDCZtIXH5O2HLk7mSGi2c8pZR1ncQcvwMh5YNFlqW2k5yYrk7kvkbVhCCrEgZZWvFchVtehv15lvWRXNLIYrkbk2Mq8sHgBCLFaGQdWhlaLrCIZNorLGFaGVoqrS4eSqS0jYqTyvF1eFUybk0yw4MsGglhAIrRohhEexBE670ax6O4zGzAW6XnHQ+EqFXVuhElc8p0HNiWSGj6FjsPqSB0b42NvP4TN4hWZGYra9luNPE2++U0aWMPZJsbjTp3jul6lGkzEkqGIt2tvEGY0tM8ma4P7kZXovxAq4G6ufIn7+M7nPOK\/wDjlRSWRlvfMNdJq3xXRPMTQq18iZ5i62mfnx67NzsOg0lVQyS4Gwv9+c8tY+H31n0bdMCUT0FSh1jNFEB3nsMR+Y28o2WTm58hIvY3L\/qipqL+XN7haRn7reJ\/aDeunIk\/WU\/FWGwHfBxCk37CEMevyklQouzDwG8TrcQN9D7z9BE2qE7m8dQ37Eq1PSGMRjOm\/Xp4RJnJ3nmlWcSsykZqrfbZc98jT\/GsqvUi4uNOvdcT2bX9u6NoTkXViOXwv53k30sdxfXW9tLDp\/mDD6WkmBoOy4eTeUlgYNAbCKZe4++sFeXEVo5BAbS4PT3wQMIvyisIQGXSUB56yVMVoogyGXUwIMIpk2PLDo0urQAMtmk2iiDhpIaBDS6mI0XljCtDIYoph0MSkXljSw6xZDHcLQL3tbTqbeQ3MjRVVoIiXhBhSdhH8Pw02BY2H3tOgwWGD2VRr4d0i9\/B1eQpXQLglLPSIY2ZCQOuxAP30gKuEdvaUkjUEE9oLa47p2eFwaKLKFPUycHTC3HW8hWOlXfyebXlfc2kcriKpNTMjMqWHM6HmJb1lT\/yn\/k01eKYcKUcLYFrNbTTleN\/hB3eUnW09DrJDS6PzUJa08Zdd59XsjKPLLW6+Zlqe3nE8Yxzb9IPbKU1C2HfEKNALn4fzF2q5jqb\/SB5+76SrSilGG\/IphM95JaQ3sL4n5iVPsr\/AHfSHRNU2TPAzx2++6Qfp9YQllM8DK8pYbCA4i0spnqcq0DGQYj78dZ5TKLCczFZx60Ipt9\/fWDT6xnD7N\/t+oisKKgy6tKDb76yRt74rCEvLrKL+0I335xGOiQZcSjcvvmZ6KMgpfrLBoISyxWVQRTCIYGEWTZWQytDI0XEIsnReRxHj+CxJRgRr1EzKcapyVIovRvJxN+75zouDcTVFBO51J+k4dYxgKh11PnF0kLeNOT6ThuIIG9s26W+s1RawZuyDt1nzbgjE1hc3238Z9E4r7I8BJ165Hn58amkkZvEsUGIQ3Atfrqptvz5Rj8SO\/798Rx3s\/fUSMo6TznkdNtjqVo\/\/9k=\" alt=\"Vientos solares habr\u00edan contribuido a la formaci\u00f3n de agua en la Tierra |  Diario de Morelos\" \/><\/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 los 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>.\u00a0 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;\">Probablemente no es f\u00e1cil mantener una larga vida en un planeta del Sistema solar.\u00a0 Poco a poco hemos llegado a apreciar cu\u00e1n precaria es.\u00a0 Dejando a un lado los intentos que siguen realizando los seres vivos de extinguirse a s\u00ed mismos, agotar los recursos naturales, propagan infecciones letales y venenos mortales y emponzo\u00f1ar la atm\u00f3sfera, tambi\u00e9n existen series amenazas exteriores.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/LimpSeriousAardwolf-size_restricted.gif\" alt=\"Cometa GIF | Gfycat\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.gifer.com\/VUFQ.gif\" alt=\"Espacio GIF - Encontrar en GIFER\" \/><\/p>\n<p style=\"text-align: justify;\">Los movimientos de cometas y asteroides, a pesar de tener la defensa de J\u00fapiter, son una serie y cierta amenaza para el desarrollo y persistencia de vida inteligente en las primeras etapas.\u00a0 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;\">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. Acordemonos de lo que paso en el Yukatan (Mexico), alli, el crater encontrado con trazas de iridio a pesar de que han pasado 65 millones de a\u00f1os, nos dice que, con muchas probabilidades, podria tratarse del suceso que elimino a los Dinosaurios.<\/p>\n<p style=\"text-align: justify;\">Claro que, aquel suceso, posibilito que otros seres (como nosotros por ejemplo) pudieran surgir y establecerse en el planeta que, de esta manera, contribuyo a generar el surgir de seres conscientes para observar el Universo. \u00bfEn cuantas regiones del Universo habr\u00e1 ocurrido lo mismo?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.realcirculodelabradores.com\/wp-content\/uploads\/2019\/01\/conf-17ene-1.jpg\" alt=\"Real Circulo de Labradores | 17 de enero, conferencia 'La Tierra primitiva  y el origen de la vida'\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 En esta Tierra primigenia surgi\u00f3 la vida cuando a\u00fan se enfriaba hace ahora 3.850 M de a\u00f1os<\/p>\n<p style=\"text-align: justify;\">En nuestro sistema solar la vida se desarroll\u00f3 por primera vez sorprendentemente pronto tras la formaci\u00f3n de un entorno terrestre hospitalario.\u00a0 Hay algo inusual en esto.<\/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 \u201ctiempos\u201d 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.\u00a0 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) \u2013tiempo biol\u00f3gico para la aparici\u00f3n de la vida- algo m\u00e1s extenso.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El origen C\u00f3smico del agua\" \/><img decoding=\"async\" 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\" alt=\"Origen del ox\u00edgeno en la atm\u00f3sfera terrestre: Una necesidad para vivir, una  amenaza para los organismos vivos | cienciacebas's Blog\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0\u00bfDe donde vino el agua?\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfEl origen del Ox\u00edgeno?<\/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.\u00a0 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\u00a0 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;\">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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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alt=\"La vida en el universo | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" 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\" alt=\"La vida en el universo podr\u00eda ser m\u00e1s frecuente de lo que pens\u00e1bamos\" \/><\/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 \u00a0La Vida en el Universo deber\u00eda ser lo natural<\/p>\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.\u00a0 La mayor\u00eda de los estimaciones de la probabilidad de que haya inteligencias extraterrestres en el Universo se centran en formas de vida similares a nosotras que habiten en planetas parecidos a la Tierra y 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.\u00a0 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\u00a0<\/strong><strong>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;\">Hay una coincidencia o curiosidad adicional que existe entre el tiempo de evoluci\u00f3n biol\u00f3gico y la astronom\u00eda.\u00a0 Puesto que no es sorprendente que las edades de las estrellas t\u00edpicas sean similares a la edad actual del Universo, hay tambi\u00e9n una aparente coincidencia entre la edad del Universo y el tiempo que ha necesitado para desarrollar formas de vida como nosotros.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.geoenciclopedia.com\/wp-content\/uploads\/2015\/08\/las_estrellas.jpg\" alt=\"Estrellas - Informaci\u00f3n y Caracter\u00edsticas\" \/><\/p>\n<p style=\"text-align: justify;\">Si miramos retrospectivamente cu\u00e1nto tiempo han estado en escena nuestros ancestros inteligentes (Homo sapiens) vemos que han sido s\u00f3lo unos doscientos mil a\u00f1os, mucho menos que la edad del Universo, trece mil millones de a\u00f1os, o sea, menos de dos cent\u00e9simos de la Historia del Universo. \u00a0Pero si nuestros descendientes se prolongan en el futuro indefinidamente, la situaci\u00f3n dar\u00e1 la vuelta y cuando se precise el tiempo que llevamos en el Universo, se hablar\u00e1 de miles de millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\u00a1Ya me gustar\u00eda que nuestra especie estuviera aqui tanto tiempo! 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=El+Universo+y+la+Biolog%C3%ADa+%3D+Vida&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F07%2F16%2Fel-universo-y-la-biologia-vida%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>\u00bfEs viejo el Universo? \u201cLas cuatro edades del hombre: Lager, Aga, Saga y Gaga\u201d. An\u00f3nimo \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El universo es mucho mayor de lo que podamos imaginar Cuando pensamos en la edad y el tama\u00f1o del Universo lo hacemos [&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\/28348"}],"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=28348"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28348\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28348"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28348"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28348"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}