La NASA y la ESA están trabajando en una nueva generación de proyectos que podrían usar esa tecnología de nuevo cuño. Sin embargo, lo más seguro es que, finalmente, dado el alto coste de estas misiones, se fusionen en un Proyecto verdaderamente global.
La NASA construirá una nave espacial llamada inicialmente el Orbitador de Júpiter-Europa y la ESA una llamada Orbitador de Júpiter-Ganímedes. Las dos naves espaciales serán lanzadas para el 2020 desde dos lugares diferentes y alcanzarán al sistema de Júpiter para el 2026 con al menos tres años de investigación. Estas nuevas propuestas de investigación serán muy buenas para comprender mejor la formación y evolución del sistema Joviano.
La Misión del Sistema Saturno-Titán consistiría en un orbitador de la NASA, un aterrizaje de la ESA y un globo de investigación. Esta compleja misión plantea varios desafíos técnicos importantes que requieren el estudio y desarrollo de la tecnología.
La Dirección de Ciencia y Exploración Robótica de la ESA administrará la contribución europea a la misión de Júpiter. El Laboratorio de Propulsión a Chorro de la NASA en Pasadena, California, administrará las contribuciones a los proyectos de la NASA para la Misión de la Dirección de Ciencias en Washington.
![La NASA y la ESA priorizan las misiones a los planetas exteriores](http://www.surastronomico.com/imagenes/i_noticias_2009/ESA_20090223_1.jpg)
Creditos: NASA/ESA
Sería una colaboración entre todos los expertos de renombre que hay en la Tierra para buscar la prueba de que no estamos solos en el Universo –Gaia en su conjunto buscando otras Gaias- El Proyecto de la Agencia Espacial Europea se conoce como el proyecto Darwin, pero también se denomina de una manera más prosaica, Interferómetro Espacial de Infrarrojos (IRSI = Infrared Space Interferometer); equivalente al de la NASA denominado Terrestrial Planet Zinder (TPF). Los dos proyectos funcionarán según los mismos principios.
![](http://farm1.static.flickr.com/42/81041059_9754b32713_m.jpg)
![Podemos vivir en otro planeta?](data:image/jpeg;base64,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)
Qué ocurriría si encontráramos vida en otro planeta?…
![About: Darwin IV](data:image/jpeg;base64,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)
![La Expedición a Darwin IV - La Cueva del Lobo](data:image/jpeg;base64,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)
Debajo de estas raras imágenes se podía leer:
“Hace años, escuché que un grupo de científicos se había reunido para crear un planeta ficticio, pero basado en posibilidades reales, aquel planeta fue llamado Epona, si mal no recuerdo, lamentablemente por mas que busqué y busqué no encontré mucha información al respecto.
Paro acabo de descubrir este otro video en donde se realiza un esfuerzo similar; en esta ocasión el mundo es llamado Darwin IV, pero además de mostrarnos la flora y fauna de aquel mundo ficticio, también nos muestran como sería posible para una sonda enviada desde la Tierra explorar aquel mundo.”
La imaginación que nunca nos deja:
Después de haber identificado el planeta Darwin IV, ubicado a 6,5 años luz de la Tierra, como un hábitat que acoge la existencia de vida, el documental Misión Espacial muestra el trabajo de varios científicos que deciden enviar a este planeta una misión no tripulada formada por una nave nodriza (conocida también como Von Braun) y tres sondas: Balboa, Da Vinci y Newton. El objetivo consistirá en encontrar o demostrar la existencia de cualquier forma de vida en Darwin IV. El planeta será observado de cerca por los “ojos” de las sondas Newton y Da Vinci.
![Los científicos rusos crean un navegador geomagnético subacuático: ¿alternativa a Glonass? - 01.08.2019, Sputnik Mundo](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ2tfNWr__Mym2d0qkWDobiLCIp2QgHPQsTX3VBF5u7T17Y59iS_OlfdkjOj1I_Tz5PQfk&usqp=CAU)
Sin embargo, por sorprendente que pueda parecer, especialmente después de ver las imágenes de la Tierra tomadas desde el espacio, en las cuales ésta aparece como una brillante bola azul y blanca sobre un fondo oscuro, la luz visible no ofrece las mejores perspectivas para detectar directamente otros planetas similares a la Tierra. Esto es así por dos razones:
En primer lugar, la luz visible que se recibe desde un planeta como la Tierra es en esencia el reflejo de la luz procedente de su estrella progenitora, por lo que no sólo es relativamente débil, sino que resulta muy difícil de captar a distancias astronómicas sobre el fondo iluminado por el resplandor de dicha estrella.
En segundo lugar, del tipo de la Tierra alcanzan en realidad su brillo máximo en la parte de rayos infrarrojos del espectro electromagnético, por el modo en que la energía absorbida procedente del Sol vuelve a irradiarse en la zona de infrarrojos de dicho espectro, con longitudes de onda más largas que las de la luz visible.
![Espectros de Longitud de Onda-Absorbancia de soluciones en las cuales... | Download Scientific Diagram](data:image/png;base64,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)
![Radiación 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+w3OlRMVjraEB3AJBMakwu5gdtQJ9SBuRWPB8TtXSRbcMRM6EeUww1G6nQjcHQwa0rNp9R8Zikto1xyQqKWYgFoAEkwASdPSpFROI4QXrT2mJUOjISsSAwgxII2PcUDD41HTOpJGvZg2jFSCpEggiIipKsDtWv3vC9siFYgRAUqmVF9EgAiBMCYBgwSBU7h/B7dlcqs59pn8xXXIEAISAwygaEGTqZOtB3scUs3HKIxLDPIyuACj5GBJEA5iNNyCCNDNTeavqPxqhxHhe0xY8y6rM5YshVTrc5gHlggN6gmImYFYH8FYdmJNy6QzlmX2ORibvN1Xlx5tJGsaTQbKlwHbsY/fH/SslUHBPDww7m5zXZihUjpCGXzyFA0MzsdZNX1BzVPxHgqXmZmdoYWQVhCPYXWuDcTqXIPu9KtzWp3/FDqFgWzNxEJkkE3MRcsZxr5U5eZh6NuN6BhvA9lCCty5INsgkW97awD5dSSAxnuB6Vttanc8ZWkZFurq2gCMpJYrZKgKSNG5jd9kJ2mL3hPEUv2xcQEAkiGidD3AJiRB+dBPquwf29/4Wvyms2IS8T7NrYEffRmM/EONNqicLFwXr/MKk+z1RSojKexJ1+dBbVp+K4ziVxTWxHLGJQByh+z5ILW59eYwOeNpESJrcKUGpJ4qfJbYWCc5C9bFSnTJe6MnQukyJ0K6bhbpsc5tZ0tPmNjmBWGzRIRtZza7VN56Zc2Zcv6UjLpvrtWUGg1i74ge0YNt7ymStxAVZgDaU9GWCc10gbaI3oTXThviV2KW3tszs5GZQ4WOcyTqgmFCkEDXU9IBjaCw9d67UHNKUoIF26TfRI0FtnJzAayFVSu5BzMZ7ZR61PqHYWbjvlUGQgYAZmVRMEgkkBmfQxGunczKDqa0PiHDJu3DG9xj+81vhqnvIJOnc/wCdZnia7NFqiY6yl4lyaKpmGp/yV7q2Pw1gnRNHKrnJyQpB0HciR/4rPkHpUjBJcnpZAk6gqxb5Nmgdu1VPD2RVXl7T0l3yr810bSxcR4FbvXOYzMrZAvTl2GciCRpq5kd4E7Vjwvh22i3Bnc8wXpzBDBvvnvNEd21g6Dar2lbxWtVHgq1IPNuabaW9NbrT5deq6W17qvpWyXrqopZyAqgkk6AAakms1V3GuH8+0bWcoCyliNyFYMV3ETG9BY1HxWJS2JdgokCTtJIAHzJArXr3hRmgnENnCoMwXcpy+ormyktyxOmxPuhZ8LOsfzglgynMyEkhFtgAgvG9sE+pNBsdi8rqroQysoKkaggiQR7orNVLwTgv1fe6X6AuoiY2LamY2XaBprV1QKUpQKw8hNsi9+w77/jWU1rjcMvF0IAAW+7DrPSGxC3M3zth1jtmjagvhYT9EakE6DUgAA/GAB8q7qgGwA+Glatew3E5c22RQXuZcz5zAe8bcqVhQc1vYyAo+FX/AAwXRbAvEFwzSRGoznIdABOXLPvoJTXANyB8agYJgb9+DOlvb/6mpF/A2nM3LSOYiWVWMekkVE4bh0S9eCKqj2ZhQFE5TrAoLWlKUGo3PDeIblg3QLatbLWlZwjZLju+g/SlPd0nTWuLXAMeFCnFaBANGuAyLVxPkCzW20j7P9Y1t9KDVm4RjM4HPYiCWJdgG18umqGOnMoGgLaEwdhwaOttFds7BQGaIzEDVo7SakUoFdHYAEnQASa71XcXdcgRo9rcW2ASRmzGWAjWcgY/I7b0GfA2sqAdM6k5RAJYlmMe8k696lUpQdDXlPGfGL28RdQT03XX8GIr1c18/eJ/6ZiP2m5+dqhZuLbv0xFcb7IGdfrt0RNE7L//AE4ue+t38D8Vu4i0XhcouFSWJzaKp0ER39a8XFerfRVccYUgJKnENLZgI6E7bmuGJp9izXzUU7SjYWXduXOWqd4b/SlKtFwUpWC+WCkoMzBTlUmATGgJ7Se9BnpWt4XxTayBrvRmDm2E5lwutpQbrZcgIhsyxGuXTcVlwniWw97lSQWjlkhwXPUH0KjLlZSJ2kxvpQX9KUoFKUoImOxQtrmKlhnRYWJ63VJ1I0GaT7vWqi/4rsozhkuAIMzNCkBOY1oP5pINxSsROkxGtXOMwiXUyPJWQdGZTKsGGqkEagd6g3OAYVmLNbksTmlnKmSWylZgrmJbLEZiTE60HdeNWQBzWFpi5QJdKglhl6RBIY9S7E71kwHF8PeJFm9buEAEi2waAYg6fEfiKxXOB2CqqVeFJIPNvZpaAWLZszNoIJJIjSK7cP4LYsEG2rAhcol7jaQixDMZ0toJ93vNBlxWLuIYWxcuCJlGtAfDrdT+6o3CbzNevFrbWz7MZXKE+U69DMP31bVoHirCY18XcOFW+yi3bnk3ltCct3QzdWZ6dcpg5D1AMhD0CleWtwzi3a3jO/8AvKT9zYfWYB3IEkSHUkhlZORwvis/Z4uJ/rSx5m/tMkRHoSpXZkJcPUa4mvLP5L4tl+zxs5f61bDHo2J+sRmnSYjMA0ZWKLY8DwHEFxKnEWsWbYS5P85XLmLWyjZPrBJWM+k9MkHP0tQehTSaoBh9P6Pi/KP941820/WN+5PcaSdqyLY1PsMVtc3xE79h7fc/dP3f1aC7monNm7k7LbzEyN2JVdN9lbXT56xFW11D2V/zpqb0jRIkjm6qNiI1bWG81Z+HkAZclxCFE80521LQDczNmIg/eMSKCfSlKDqa+ffFDj67iP2m5+dq+gmr5k8X4yMfih6Yq7/EapWJhVZVU00+yv1C3NdERDNzBXq30UYhhhSotuynENLg28q9CbgsG/AHevDPrvvr2j6F8YxwbAW3YHEvNwG3kXot7guG/BTvXfK0mvFo56kbBsTRd3l6XNJqi47ZxDOnJF3RWnK6pb1HfrDG5pAkFeqdDBEPg1jG2xcZ1uE5b5QXLi3AQbk4VI5nmW30sSRJ3ZvNVcuW1UrUxjuLTrh0gb6W+rW6YX+caaLaXXu5Ow02ygh3+H2XEPatsIYQyqR1+YQR3kz6zXW3wuwHzi1bD6dQRQ2ggaxOgJ/Gp1KBSlKBSlKBWt4pcSXfJzMovNk1H/Ds5Dvrbzc2QdPdtWyVh5y58k9WXNHumJ/Gg17G8R4gruLdhWUOwQlT1BVYgk59JbIo+Z07XfDLl1rYN1cr5mBAECA5CkCToVAO/epdc0EHF4O47St+7bERlQWSD7+u2xn51G4TYZL18Nce4fZnNcFsHynToVRHyqZiMdbtmHJBidFdv3gGonC8Qr3rxUkj2Y1BX7p7ECgtqjYvFrbClgxzOFGUTqZj5aVJqPjMKLiwSRDBgVMEEbEUEDC+IMPcKgXApZMyrc6Cy5LbyJ911PxPoamNj7QjrSSQAAyyZJAjXXY/garX8NWCynqGUplXN0gJyso1G3sLZ9en3muh8K4UoVIYgkmSxzavnid/Nm9/Uw7mgs14jaLBQ4MqCCCMrSxWA2xMg6V3wWNt3UD2nV1IBBUg6ESPhpVXc8L2GdHbOzIwYS2mYHRiIiYAHwHrrUnhfA7Vh2a2XlkRCGYsMtucgHpGY0FrVfxRWC8xBL2+qACxZZGdAoYSxUaTpmyntVhSg6W3BEjau9QrClHKR0GWWAAF2zKddSWJbbufSptBwa+UfGv+scX+13f4jV9XGvlHxr/rHF/td3+I1ajhX1Ffb5cb/wBoUte7/QZi1XAtbIfMcU8EW7hTyJu4XKu3c14RXvH0F4pFwLIScxxTxoxHkTvEDarnif0cd4crPmeo0pSvnyWUpSghNxKyGdS6g2yofMQAucSsk+orm1j7bOEVgxKFgV1WFKTqNJ9opj0NVj+GMOWuPL5rpm4cw6urMJkbDYfqkjas3DOAWrD5rZueUrDMWEFba99SYtIJJ7fGguaUpQKUpQKhX8FmuZ83+ya3lgEdRBJPr5RpUpjp6abntWnN4ovZcMc1kC8tvOxVitsPYe4177QRbDoLcE7uOqdCGdfBVvKF5twxbCgwJ8hUtPcyxbXv862xa1zE+JltIhu2mBOFF4gFBEIWZIYgyMsSYElR3qfwbjK4jPlRkKNBDFCfMyz0sdJRvwoLWq7B/b3/AIWvyms2J50+zNsCPvhiZ+R2qJwvmc6/zMs+z8kgRlPrQW1KVjW4pJAIkbgHUfGg1a54iuWrl83RmtW3IQIpzNHLLAQN1zNM79G2tZ8T4oKXHU2GKoSMwYQx0ICSIJyMrnXQE+lbLWFVRNBlWWJ0gSxMk+8k0FJjeKOLlgBwguKhZWQlkzMImYPVOSIEEydARWxVxSaDmlKUEbGYYXFgxIIZSROVlMq3yP8A1rvYu5hMEakEGJBBiDBIrNUFgLbl9lcjP5QA0AK5JIMkBV77LtrQSzXy/wCMLH8/xX7Xd/iNX1Ca+bvFCA43E/td3+K1WmlZX+euqrrCdp+JGRcmmfaGrcivcfoQvW1wLIXUMcU8KSAx6Lew3NeR8oV7J9DoUYNgSJ+svExPkTapepahN+zy/uEvO06LFvmeh0pSqBTFKV0dwNyB8aDvSsYuLEyI9ZEV3mg5pSlApSlArrIrtWtYrgtx3dotw15mXqPTmSyvNAy6XFNtoA/S8woL0YdM/MyjPly54GbLM5Z3idYqRWq4jC8RdrvKum0OceXnNvVOU0EAW2heYV0OsKdtje8Mt3VtgXmzMGbqBBkZjkmFXXLE6b0EzMKr8F9vf+Fr8prNieHWbhzXLVtzES6Kxj0kjaonC8Nbt3r620VB7MwihROU6wO9BbVq2L4Df5t+9Ye2j3fKxzdHRaAaANSTb1BkRHvnaaUGr3eGY1rjXFvsg1VbZYZQTkJuDRswkOFUgaPJEgCpN7g91uWS6sypaDMyhiDbcOz2w4YAvsZ1EKZkVf0oNVucI4gxM4kLq2XIxA1zZZBQ7ZvXYAdgR0bhHEQcy4oTmJyuxKqC7MoEICYGRdZkBu5mttpQcCuaUoFYr9pXUq6hlI1DCQfiKy0oIuHcmVMypiTllhGj6dj8BqDXzv4lcfXMV+13f4rV9D4hQpFzXpUggRqDB1+ET+PrXyp414jHEcXBkfW70EbEcxoIr3t1csrLTMunHuTVV7xssgw9a9h+iCwhwjMVUsMQ0MQCw6U2O4r51HFTXvn0F2rdzANda2hdcW4DlVLCEt7NEjc/jXvXXEwm6jqNu9Z5afvvD1GlVHGeLGxBNvMpDazGoUsBtH3fWdRAY6VG4T4kF0FmtlFC3WmSzexZVuymUMNWECM24KqRFcVA2Cq/jGA51ooCA0hkYgHK6kMrR8RUNfFOEJAzvrt7K9+k6/oaa23+Sk7VeUGq43gF8o9q06LZNsIqEmAAiowZQsEEAiO2bNuIrq/BsfAYYheYBcAJLBQGa0y9IEGDbbedGjY6bZSg4HvrmlKBSlKBUS5jFW5kYEezL5jGWAQD3kRI7d6l1EfCKX5nUH5ZQEEwASCenykyBrE6UEUeIMHAP1mxDLmU81IYGdQZ1HS2vuNWta/h/CuGW2tthcfLaFss1y5mYBSpLQwGYhiJA202Aq/AoIeKxboYWxcuaTKG0B8Ot1M/KovCb7PevFrbWz7MZXKE+U69DMI+dW9V2D+3v/C1+U0FjSo2NBNtgsk5DGUw0wYymRB981rWBu8QtW0R7eaVuF7tw5ltnl5rZjms7LmEMJJljlIAAoNupWscOxnESyc2ygR2kwuU20MEBpunM4BIOgAK6Ag6ZrlvEgXSq3DcLMM2YG3ka4chS3zFh1SJ8us6mg2Glau2N4nFuLFsE5s40YJ7S0q680T0NdbbXINpiuuExvEuXLWFVpMqQD3Y5geedzAyz0gzJjLQbVSoXCrl1rSm+oS4ZlV2HUcvc/djvU2gUpSg4IqlveFOHOxd8HhmZiSzNZtEknckldTV3Sgov9DeGf1HC/8AItf9tYuFeFMNZvXLiWLdv2oa2LUoqgWranoWFnMGO3etirqTA9aCNfwNp2zPbVjlKyygmDMjXtqfxrqnDbChgtpAGXKwCqMy+h9RVeviaxlDvmtoQpz3MoUZrfME9Rjp/fpU/wDlWxGbnWogGc6RBmDM7dLfgfSgx/yHhdfYWtd+hddCNdPRmH94+tWVVjcasQCHVpZBCMjEC5cFtHIB8hYjWstjill35a3EZsqmAwMhwxUj1kIx07CgnUpSgUpSgUpSgUpSgUpSgg4vB3HaVv3bYiMqCyQff122M/OsHCsK6Xbua49yckM/LB0U6QiqIHw70pQWtKUoFKUoFKUoFKUoFKUoFKUoFKUoKdvD1gqF6wASRDsI6MgHwC6Adq6J4Zw4IOVjFsJDOxBUOH1HfqUfv9TPFKDhvC2GKspDkM0kZ21OdHPfubafJRXNvwzhwUKhxyypWHYCUd3BI2Jl2k95rilBe0pSgUpSgUpSg//Z)
En una longitud de onda de unas pocas micras, la Tierra es el planeta más brillante del Sistema solar y destacaría como un objeto impactante si se utiliza cualquier telescopio de infrarrojos suficientemente sensible situado en nuestra proximidad estelar. El problema es que, dado que la radiación de infrarrojos es absorbida por los propios gases de la atmósfera terrestre, como el dióxido de carbono y el vapor de agua, que son lo que nos interesa descubrir, el telescopio que se utilice para buscar otros planetas como la Tierra tendrá que ser colocado en las profundidades del espacio, lejos de cualquier fuente potencial de contaminación. También tendrá que ser muy sensible, lo que significa muy grande. De ahí que estemos hablando de un proyecto internacional muy caro que tardará décadas en llevarse a buen puerto haciéndolo una realidad.
La sola presencia de gases como el dióxido de carbono y el vapor de agua no es suficiente como un signo de vida, pero sí de la existencia de planetas del tipo de la Tierra en el sentido de que tendrían una atmósfera como Venus y Marte, mientras que, en particular, la presencia de agua indicaría la probabilidad de que existiera un lugar adecuado para la vida.
![Podría el hombre vivir fuera de la Tierra? | Ciencia y Ecología | DW | 14.05.2017](data:image/jpeg;base64,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)
![PROYECTO GÉNESIS: SEMBRAR VIDA EN EL COSMOS - SISTEMA SOLAR | MISTERIOS DEL UNIVERSO | ASTRONOMÍA](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTaJN-7Wn0atgBw1ZncPSna_QZS53t1norHEoI4A2fHtQrzn-p6Dt8G3Ne_YOcPRjHIieE&usqp=CAU)
El Espacio ¡Ese sueño de la Humanidad!
En realidad, cuando se estudian de forma detenida y pormenorizada los mecanismos del Universo, podemos ver la profunda sencillez sobre la que este se asienta. Los objetos más complejos del Universo conocido son los seres vivos, como, por ejemplo, nosotros mismos.
Estos sistemas complejos están hechos de las materias primas más comunes que existen en Galaxias como la Vía Láctea. En forma de aminoácidos estas materias primas se ensamblan de manera natural, dando lugar a sistemas auto-organizadores donde unas causas subyacentes muy sencillas pueden producir complejidad en la superficie, como en el caso del tigre y sus manchas. Finalmente, con el fin de detectar la presencia de esta complejidad máxima de unos sistemas universales no necesitamos ninguna prueba sofisticada para distinguir la materia viva de la materia “inerte”, sino únicamente las técnicas más sencillas (aunque asistidas por tecnologías altamente avanzadas) para identificar la presencia de uno de los compuestos más simples del universo: El oxígeno.
![La fascinante historia de 'Eta Carinae', la estrella que explotó en 1838 y se convirtió en la segunda más brillante de la galaxia](data:image/jpeg;base64,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)
![Eta Carinae and the Keyhole Nebula | ESO 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2TdpG5x1/Uuhc4jHaufvJpidzVtvxFbb7zpIHzzrS4y1bu2luF0lyQFB9YiMlap3hNtMx+EssTv3kUe/CYMwZ6cz1oZLLWiTq9O+SeXb5P3rPu+MQT+I/3Q0ugUkls0bTLbJLcv35T2oh+KF06zqLGNUnmBpBjqBisW1xiPOskYMRG/KZ5TQycRpub7z+KX0gejp08V0AI41ESBOCJA+ev4rm+O4gEnVgk+nJOTVXiPFNcIbZhiRie/vQbDK3GhtJHpcSpHQis5/gjm70V3bRuK7qAVQAuZUEam0iATLZI2mstqt0xVbCpS2c822ac4kHMnGZG2emZP29qLscK5ttclAqzu6BjBQEKs6ifWp22noazgasVsb1h4s0DZdCmtY1qHXIMq0wcdYP2ot0DCen9x81l8Pf0MCAD1B2PY0VwTlpOIBjcdztvy3pdovCS4aXG8IqOURw6iIdQQpkAnBE4JI+KHs+HyCSpIGSYOBMZ6ZIFSbioPtn/n+86Y8c5JCmJ3jmAZ/ifinTX0eohFgBfpIyYAH1fbpmtS5fu2HKOjK2JVpBM5EjnWZ5jtc84sdZbWWwJaZBUAACtK74w17ifOvKLwWBpbA0iYBKx1mRuarGkhlKXw0OD48vn8du9aHA2DddX0QsH1KMHQQCzQZnIEmN65BOKNs+g/UIOkkSpyVP8AeVdb+mfEdRYHSDEmSFkdFjc52qkWpDeqLfHvAbN5kcsQ3+MDOoYPwMVylizc4J5d4Go+oT3we9dx4jwVyQ9vBkROxEGfnIrk/wBaX7bWypMuuY9+vU1LPjj5cvpSMq2U/wD5D5uknJAM6sAQY1HmeWK6pLlkopgMwHpI2968j8KdixABOJMAmAOZjYd63uE4oj6dSg4OnftXLjpN39BDN6VnqPg/FSShiOWc962OJuKiEaSSwzHtjPSuH4PipYXEVVXSvpUkmQACTOZO/wA11fA8fry+0c+nIV1xgiWRW7MK7wT3Fby1hiwGrYIJnUesRy7msrxvwlgzIp1JIP1GC0RIHQdelegaFVC0eknpXH8dx9sXHDnTE5ImTGFC+8CeU03lOwKfoxuD8AS0SbhQkg9TnvWFxtn/AOR/LMiTAXIA7GSa304vzSZ+3TvVnB8Lb3UwQemw/mlpcQXBNaOSveIXLgW3c0gABdRkY6scn7ViXT8dq9C8V8OtwWJUGNjgkz/jiuP8T8PO4pJpohODRn+ZrYkgLgYVQBgAYHeM95NJzphjvyqVvgnLaQCW2hfVkb7b/FR49SulDuBJHPNIhHpFTX9TAEwJEmJgTkwN46UmJJKKS4khYBlswIG+elBzmiUOk6gzBlypXcMIIMyI9/ahZNMrFwqZEhgdioIx79+RFUManf1AnWGBOTqBk53M95qDEcp7z17dqFiWFIwFTGZiBAJyQNhPPnjA57VTNOKI1jyf4/v2oyw5VZ7xy5zEZk7HPt1FCKaItANK4kiFLOEVSIJJJwZAIg/9XWKzGi62Wi/NXhwDEg45bZz/AD+KyVc71qWHs+Q+subxZQgWAqqPqLyMzMCDIIM8q1WPHIdEeGS5YS5bZdUlXtKGZlVc+Y52AMgGABt3rpuB/SPEFQfKgFSCCymSDv6dhB77H2rif0xxii56m0qQQ0YlTAIMRIwMV69+nv1HYtWSj6kKTCspDFN1JHLBHbpSuas6vUowuKtnmHjnhlyw5DR1ETy35fFB+F+JabgJMbV0P658bF6+2NIX0gEAHHM85OfxXIeIMSEQaCqAw9tYLaoY6yYZiCdORiDGKfFNx2LkfH9+o7zjPHvMhFPIZBx7n9ornv1EiEayZJWGjO3PfnWHwvEtbMMpEgETzB6djVfivHljE52jpHWmyz9Khllj5dgtlzbGpWZNQKtpJEqYlTG4MDB6V1X6YNu62nIIwSYO3fpXH8RgCGDAzEHoSuRusxMEAwQedbP6RvhLkknrGM9P5qcIq0Sx5KlSPSrHh308sb8qhxd10XYQOe0cq2PB+Nt3FggdqG8R4YFjqnTBgbZgwfvBrsS/C/u3Rm8P41cI0MZA6HY/3n7Vi8Twru5Zh/RWrw/hMS6k8pz16D4o66yKoOxFar6CkcotplaQCVGWI5DaT2kxPetizaAWVmZhgf2NLxXi7LMpVdIAUMFMkkHJzie3YVkcLchyAx0liRqOd8ExifalapgTDPFUJAkVz920QRqWVmYmJHvy966nDnSTtNZHH3kEiZ9v986DSaNNGJwyEH0kg9RiqPFOEQtqM6tMYIyYMcu4+BRg4nRJB0ggg+3T8Vk+IX2U+pWXUARqBU6WyCJ3BHPapNJIjJqtmVpOwH898faldvs+kMxIRdKzyWWaB2lmPzUbjTVIqbZyse45JliSepMn806kAGRJOxnbPTnTuROCY7/nn1mqzQFCkgHMx2McscusVJmmO2B+T/NQt3SJAJAIggGJEgweokAx1A6Ui9MOuF3D2wZm4qwGIkMZIBIA0g7nEnGcxTFBpENLGZWCIjbPOfxUApnSQQQdoz9v4q2/ZKwwDaGLeW7Lp1hTBIyRPUAmDiaxkSWzbLMPMaApIJTJfTOiA2AWkap2zHKqo5Ug2OW59+X+/wAGr+DsG5cS2kF3ZVWSFGpiAJJwKA1IJXjdclxLkgm5J1EKI0lZ0x9OYn0jvOi9xxb8xX1rpUXDkFGJgIwbJxp9Q9OQJoXwjjbnD3Ge2il1RwQyh4EFWOk9BPtBO01mXbi+kgyYyIiDJwDOcQZ7xymtSfSscjiult7iZqhuINX+J8TauXC1q15KQITWzwQMnUwnPSgGrcJym2alzxVntpbZVPl6iGI9ZBj0s0yVEYXlNZztzqNp9JmAffI7SDg55GrPrbLKkkkkghRudlBgcgAOlYRytFANFcLchpDaYBIMHcAkLgHcwOmc4qgEA4MgbSP4M1Lh7JYiiCN/D0vwTxFtCtcRk1LqWRhhtIJ5YORW9/7mGUatxj4xyrgrfE3NKB3LBVhAWkKsnAH+ImcVscPxSjSV29O5BzzJMCBP4qqyqj0scbWzo7HGkEiInGf7is7xx3QsJDCY1KZBiDg/bNBnxDO9DXuML4YCOVPHJYcirhRauDnUZ1fSec7DfbfeKlcRRB1LB5TneIPSrraAiAwgEmBAOQJyBzAH9mlkLDaItPWOtZV9Y9vf33o3ihE79qymu6RJoNqhMnQbxS+oRVG5yTgiOX5n8VjXbzOZdy0AAaiT6RgKJ5AbCpcZfLMfeqEtk1KTtnHOVskBP5P2EmpWrpWYjKlTKq2CIMagYPcZHI1c8hCkiCQxwJlQwGdx9Rxt9hQZocFYxNRNXpxDqrorQrgBhjIVgw/IBxULRAYFhIkEjOR0MEH7Ee9ARk05yJxHPB64/miuHCSupC2chX06gdgPSYMnfbAxzIQflVqmsUjQcsWvLuWrh8zJMKUNt1bADT6pEGR1igmO0zjbtWp4bx7WHS/agOmPXocFmDgkIc6dMcjB5iQKz3l2wJLHAAySeQA/aj8Ha0UTRNm7pAKu4cMCgXEb+oNMhgQkQPkQJhw1oG4qMDBZQw1KmJAPqf0pz9TYG5otuONy/wCbxBa5LLrhgrMqwsBgIB0qBMVhED2NL3ALlzQrN6nYM+md2IHqb4zQ4zV9vhjcuBEEF2CqGI/yMCWMDnvU/EuAexde08a0Yq2khhI6Eb1jOyFo6SGEEggwQCMZyDgjtVvF3y5d4QeYxJCqggzq9KgSi+rEQDEZg0OppGsMK/c1OW0qurOlRCj/ALQZgVDSd/jcc55bnb+yKTUQYkAEEADIWN8noTBJEnp0isKo2UInOtXyFR//AI31JAhgGWZAkQcjJI+Kzbgj3ra4A6QHZSUYOswM4g6SykSNQyMjEQYNYtjVMLtHTbLRMDap+HXJQAjJzucTyoeyGuApbUsYY4xhQWJz2BNN4YSdM4zvvj2qVtHdF7SNDWYJnMxE9Z/1+RWhwvD+gP6cnTpmWEKCWI/6TOPkcqAydxEzHTvRKX9AP3rohywS7sbirSzEDt7daA8MQo7gPsee8nfuQKtS9cLa1JkDBn9qzSjBmkkE5n/dZu3ZH3Ts6PjLVs2w3maWzKkNnEyD3OBP4rlfECB6Z5avycH7UZbck+ojn/z8UA1206NqusLil2GozbZYUBVCiQ5I3MLCitxC5ciZmOmSamiwKkW1K2DiI2jvq/FVsfTB9+kUpzUVm5J7UmWeVNbGaNtWhEbkmAN/juaHTRVmay0wWiL6RUYnfG+wG/tiBWoVx2VWzvjlnExkZ7chPeOdSVqZSYOd9+43g/IH2qw3jkgASIMAARAG3I4mepNASOizVRPh1m5cuolmfMZ1CaTpOufSQ0iDPPlQIBMkAwBJ7CQJPTJA+RU1vQF0iGBJ1AmTMQI5RByOvasU9GnxvBG3qt3VVLy3bguO1wsTCg6SiyY1A+vMloO1B2LWoxqC7mWmMAnkDvEe5FDOxJkySck7z1NWW3HP94rNhVFoWBqxG24mY6b/ADtT6l0MCgJMQ0n0xMgAYM432jFQtnGNzz5iM4PI4qVx5JJ3JJwABJzgDA9hWGCOC81bd65bwmlUuH0TpuNgAN6jJQZXIjlQlxCpKmJB5MGHwykg+4NMRjsf3H/P5pLO4phB9ZgdQSR0E6cjvj9qlcvs7s7mWYlmPUsZJx3qVy2omHBjTsGzIk7j/E4PfaRmpcLb1NHWZJBMCCS2ATgAnblWGS2W2+HTzFS45RCFJfQWKgqGkJPqGQBnIg1dwYZ1Cg7AmCwAECTEkCYXbcwAJMUd454fw1soLF5rrPbVmhY03CRKntE7ZmKyuHugtpEDA2HTme9ZqtFI1ZtWkVnItkomY1nU0RsxUQT8AVOynlsCCQQQQQYgjmDyqPnGFLQYUKICjAJ3gZO+Tmi/M1R3OSeZzkk7b1Gao7sdNDWm9UnM7n96t4ji0Uww5R8UM4086e/5ZtfS/mSQGlRb3U5ESTGrn0q8Fonkm06QM/G6SdO04G+D37UzljDD5nNDOhxMH/xV/DOYzRTI90LjLTMl24zyxBYscklsnJySSdzXP+G8a1i6txNJZTI1KGXYjKtg71o+JcdqDIuFGD0JqjxO5w5SyLNtkdVIuszSHafqUchE0s3vRHIl8+Gt4H4+3CW+Js+VbfzV0MTpaN8qVkMMnbGAeVc7cPOmtXNOYB3wRIyCNu0z7ih3as3oRy0EK8YqRv6SNOIyCN57ULNMWoWJ7LLlyf7/ADzqOrFMbhgCTAJIHIExJA7wPsKtt3wFdSiHVphjOpYM+iDAnYyDjpQsHoH1HHbH8/zU+Qz++P72qmpLRZOLL8gb4bGCNgRggHGQDnpNRFWCC58tDBwFJ1kTgZAEmTjG8U3EMS7EqFOoyoGkKZyAvIDaKA6YR4b5fmJ52o2ww1hTDFZEhZxMU/iDWvNfyAwtajoDwWCTjVHOlwLWta+Yr6NSTpYTpB9YyuSRtkR3o39R8Ctq83lo6WydSLdEOFb6dQO8jOJwROZo1oouWD8MU1p5hbRI1aY1aZ9WmcTExOJqHEldTaNWiTp1QW0zjVGJjeKHVwZmZjERvI37RPzFFWeHY6go1FQzNpyNK7tPTvQHi7KZnPwPbp+aQphFMD3opgYUCruNbKg0xKpj0p6fSu5YgAnqxJ50MpqOof6++/8AetSXb+59qILL+G4jS6uZ9LA4YqcGYDDKnuNqe0QHLAQCZA3gcgTzih4pFoohUjat8VbP1SRB2MZIIB2MgGDHOIkb1reBXbQuoLxPlyNUZOmuVt3s/wC870Ut0hZ5TEwcHln4OOxoR7stHIeh+OJbUs1i2DZfWqsUH1EqWKNEyCME7AnrXMaDpKkmAZA3GrAmJxjn2Ap0/U157C8OzehWJUQJk9T0yfvVN/iwn1erPI7+2P4qzkh1JNbFbtCGa48QV9IB1MCfVp5SB1I3oLjGFtNSupLaoAnUsEj1CIBMTgncVRf4ox2Ox/j3oG+ZORGAem4kH7Qfmp2icpfhQhJqDmrbywAZUys4/wARJWGA2OJ+QedDM1IyDYzGmNWEs5EkmFxJ2VQTAk+8D7UuHuAMCSwjmpAbtBPelJlb45zttPTbPTb4qBNMaasI2SFPGJqFWhjETiZicSOcdYNYNlQpwajTimEQT5ThVuQQpYhWn/JYJjnjUue4qDuSTPMyffPXPM1AD25cxSAoDJhPBsgcG4GKiZCkAzBjLAjeJkbTRfHeINfLPeZ3uQiqzMCAFEENImNoiIzM0ArECASAdxODBkSOdK2JwSBvkz07AnttzrX8HTaVBXhfCG9dS0rKpdgoZjCrP+THkBuTTcQmh2TUraWK6lOpTpJEqeYPI1Qb7Eg7EAAaQFwBpH0gZgZO55zStxI1GBOSADA7CQD7TWGjItcaQsNJIkiCIMkRnfABkf8AVHKlbthiBqVfSSSxMSAzRtgmAoHUjPSkjAPXaoisZsKRTqUuoUOJBYFV0yV1rpHIqRIBEg4ORUC28Agcpz9zGfxVZYmBnGB++Pz96tcpGJnSuDmGxqzI6SMH6o5TRMmRDU9QIHz0qSOQQQSCDIIwQRsR0pjDz0peZimdySSSSSZJO5J3NNK6Zk6piI5RvM9eUUA2WpdNHcPbuOr3AjsiCbhTEKTGTBCicZFAW7kArAzGSBIiY0ncTOY3xRHC8ZcQOiOVW4ArgEgMAZAaNwDmtY8WDazzqD3Kt4pACxRtSgxqjTMzB0kzmD7UEzULElKh2NSvKAYDBhAMgECSASMgHBJHxjFVE0hSkrsnUWqVsiQGnTOYiY5xPOozQD0apvECAQY9UmQTJyBGBECM5BM5gQpwKwKshSqRWmisaiNKlSqjJlkiO+faMR/P4qINJo/vXnU7TAGSAcHBmNiJwQcb/HPalQ1lnDsmoeYGKT6gpCsRz0kggH3BqsGm1nE8sDt7fc0wasMmG8ULMIbTPOhdYcL/APszq0Ff8NonO9DR1MY989KgpqxmEARkEyZOQYgRsIg//btQDYyHI9+eR8iKtKDTq1CZI0+qYAB1bRBmN5wcVRNWXLpIAgACYgd5OdzvzJo2ZMie9Pqp1K6hMlcTsDy1AHIHOD7Y5VWtE1hVsJpBklg2VIAUoBM6tUyTjSB88qqZs9O3SnUD1S0EDGJ1GQIkbYJM9u9MkSJ25xvHaiFMjqpDJ3jO5nHcxmpnYDO554gxAAjB355kdM1FaVm2WMIJAIIBIkTB7iQDB7gGol6aarJrA9UFcMdU29SIGyXcbaAxADBSyzMQNzpnag6U05FYW7JKskD/AMfk07PMDoIGBtJOeuSd6iBUxbwTIxG5yZ6DnQMQ5b/FKKmDvtnsOoOOm3L+akrQQRHyAR9jINAZIqpwaalWMKamykHIjY5xg5H4qApM1Y3whTUqVUIjmmpUqAR6elSoBFSpUqxh6ktKlQY6EKRpUqJh6mnOlSpkFDVJaVKlGRU1QpUqJOQ1SWlSoMC6Wtsvz+9RO9KlWY6Gp+VKlShQ1MaVKsAao01KshWf/9k=)
¿Estaremos seguros con Eta Carinae o Betelgeuse? Próximas supernovas
El caos y la complejidad se combinan para hacer del Universo un lugar muy ordenado que es justo el entorno adecuado para formas vivas como nosotros mismos. Como dijo Stuart Kauffman:
“En el universo estamos como en nuestra propia casa”.
![Evolución de las Estrellas](data:image/jpeg;base64,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)
![Origen y evolución del Universo](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQUcBDwa2UQUoTvHjtImxgdvxTp20c49DARdvyx1scslNXe2_-wU1mS-snr6AQf7D_DuHo&usqp=CAU)
Sin embargo, no es que el Universo se haya diseñado así para beneficiarnos a nosotros. Por el contrario, lo que sucede es que estamos hechos a imagen y semejanza del Universo que, valiéndose de las estrellas, fabricó los materiales necesarios para la vida.
Planteémonos una simple pregunta: Dadas las condiciones que imperaban en la Tierra hace cuatro mil millones de años, ¿qué probabilidades había de que surgiera la vida?
No basta con responder que “la vida era inevitable, puesto que nosotros estamos aquí “. Obviamente, la vida sí se inició: nuestra existencia lo demuestra. Pero ¿tenía que iniciarse? En otras palabras, ¿era inevitable que emergiera la vida a partir de un combinado químico y radiado por la energía interestelar y después de millones de años?
![Video] Galaxia más luminosa del universo está devorando estrellas vecinas | Sociedad | W Radio Mexico](https://wrmx00.epimg.net/radio/imagenes/2018/11/22/sociedad/1542909883_657964_1542910423_noticia_normal.jpg)
Posiblemente, en sitios como el de arriba, pudiera haber comenzado todo. De las Nubes moleculares gigantes surgen estrellas y mundos y, en éstos mundos la vida cuando están situados en la zona adecuada
Nadie conoce una respuesta exacta a esta pregunta. El origen de la vida, según todos los indicios y datos con los que hoy contamos, parece ser un accidente químico con una alta probabilidad de reproducirse en otros lugares del Universo que sean poseedores de las condiciones especiales o parecidas a las que están presentes en nuestro planeta.
![En busca del origen de la vida | Espacio Fundación Telefónica](data:image/jpeg;base64,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)
![La paradoja del origen de la vida | Bio (Ciencia+Tecnología)](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSm6iLt6eBeGN9cP5sxZC4BY80-el9KVdRonQ&usqp=CAU)
![Descubren etanolamina en el espacio, una molécula clave en el origen de la vida](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRpSWUYfE0VICnUdSeq8Bhb9SzUbaz9ZxxVvA&usqp=CAU)
Pero la vida, no consiste solo en ADN, genes y replicación. Es cierto que, en un sentido biológico estricto, la vida está simplemente ocupada en replicar genes. Pero el ADN es inútil por sí sólo. Debe construir una célula, con todas sus sustancias químicas especializadas, para llevar a cabo realmente el proceso de replicación. En las denominadas formas de vida superior debe construir un organismo completo para que tenga todos los requisitos exigidos para que pueda replicarse. Desde la perspectiva de un genoma, un organismo es una manera indirecta de copiar ADN.
![Seguir soñando? Sí, pero, sin dejar de avanzar : Blog de Emilio Silvera 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)
![Seguir soñando? Sí, pero, sin dejar de avanzar : Blog de Emilio Silvera V.](data:image/jpeg;base64,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)
Código genético de una célula viva. ¿Seguir soñando? Sí, pero sin dejar de avanzar
Sería muy laborioso y complejo explicar aquí de manera completa todos y cada uno de los pasos necesarios y códigos que deben estar presentes para formar cualquier clase de vida. Sin embargo, es necesario dejar constancia aquí de que los elementos necesarios para el surgir de la vida sólo se pueden fabricar en el núcleo de las estrellas y en las explosiones de supernovas que pueblan el universo para formar nebulosas que son los semilleros de nuevas estrellas y planetas y también de la vida.
El surgir de la vida en nuestro Universo puede ser menos especial de lo que nosotros pensamos, y, en cualquier lugar o región del Cosmos pueden estar presentes formas de vida en condiciones que para nosotros podría ser como las del infierno.
Hace varias décadas, los biólogos quedaron sorprendidos al descubrir bacterias que vivían confortablemente a temperaturas de setenta grados Celsius. Estos microbios peculiares se encontraban en pilas de abonos orgánicos, silos e inclusos en sistemas domésticos de agua caliente y fueron bautizados como termófilos.
![](http://4.bp.blogspot.com/-VJoYV58XGUc/TVRWch4_tlI/AAAAAAAAGf4/x5C_Piy_EZk/s1600/image006.jpg)
Centro de operaciones de la nave sumergible Alvin
![El DSV (Deep-Sumergence Vehicle) Alvin de la US Navy | VA DE BARCOS](data:image/jpeg;base64,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)
![Las profundidades esperan a un explorador renovado - BBC News Mundo](data:image/jpeg;base64,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)
Resultó que esto era sólo el principio. A finales de los años setenta la nave sumergible Alvin, perteneciente al Woods Hole Océano Graphic Institute, fue utilizada para explorar el fondo del mar a lo largo de la Grieta de las Galápagos en el océano Pacífico. Este accidente geológico, a unos dos kilómetros y medio bajo la superficie, tiene interés para los geólogos como un ejemplo primordial de las chimeneas volcánicas submarinas conocidas como “húmeros negros “. Cerca de un humero negro, el agua del mar puede alcanzar temperaturas tan altas como trescientos cincuenta grados Celsius, muy por encima del punto de ebullición normal. Esto es posible debido a la inmensa presión que hay en dicha profundidad.
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)
Para asombro de los científicos implicados en el proyecto Alvin la región en torno a los húmeros negros de las Galápagos y otros lugares de las profundidades marinas resultó estar rebosante de vida. Entre los moradores más exóticos de las profundidades había cangrejos y gusanos tubulares gigantes. También había bacterias termófilas ya familiares en la periferia de los húmeros negros. Lo más notable de todo, sin embargo, eran algunos microbios hasta entonces desconocidos que vivían muy cerca de las aguas abrasadoras a temperaturas de hasta ciento diez grados Celsius. Ningún científico había imaginado nunca seriamente que una forma de vida pudiera soportar calor tan extremo.
![El río Tinto, el caudal marciano de España | Fundación Aquae](data:image/jpeg;base64,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)
![Paisaje de Riotinto, Huelva, Andalucía, España Fotografía de stock - Alamy](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTcTOSDgarofvw5LOwb-FRlTNw5iqP6lAq6uEm7QyEyjHb-NJHPjvyzgWdl9LPkHHPvSeo&usqp=CAU)
El Río Tinto en la sierra de Huelva
Igualmente se han encontrado formas de vida en lugares de gélidas temperaturas y en las profundidades de la tierra. Así mismo, la NASA ha estado en un pueblo de Huelva para estudiar aguas con un PH imposible para la vida y cargada de metales pesados que, sin embargo, estaba rebosante de vida. El proyecto de estos estudios se denomina P-TINTO, ya que, las aguas a las que nos referimos son precisamente las del Río Tinto, llenas de extremófilos.
![Paco Ragageles on Twitter: "El universo está lleno de vida esperando a que la encontremos https://t.co/xjVVLQgSxY"](data:image/jpeg;base64,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)
![Demuestran que los ingredientes de la vida son más antiguos que las estrellas y los planetas – Foro CILAC](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSqN8JNJApOLM1kbc87RxhaxbFTDkvKaHEHTw&usqp=CAU)
El Universo, amigos míos, está lleno de vida
La anterior reseña viene a confirmarla enorme posibilidad de la existencia de vida en cualquier parte del universo que está regido por mecanismos iguales en cualquiera de sus regiones, por muchos años luz que nos separen de ellas. En comentarios anteriores dejamos claro que las Galaxias son lugares de autorregulación, y, podríamos considerarlos como organismos vivos que se regeneran así mismos de manera automática luchando contra la entropía del caos de donde vuelve a resurgir los materiales básicos para el nacimiento de nuevas estrellas y planetas donde surgirá alguna clase de vida.
![http://apod.nasa.gov/apod/image/1102/rosette_lula_900.jpg](http://apod.nasa.gov/apod/image/1102/rosette_lula_900.jpg)
¿Qué no habrá aquí? Todos los materiales primarios para la vida andan sueltos por ahí arriba, esperando que se forme un planeta para surgir a la luz de las estrellas que, con su calor, hará posible la evolución de seres que, incluso llegarán a ser inteligentes.
La idea de que la vida puede tener una historia se remonta a poco más de dos siglos. Anteriormente, se consideraba que las especies habían sido creadas de una vez para siempre. La vida no tenía más historia que el Universo. Sólo nosotros, los seres humanos, teníamos una historia. Todo lo demás, el Sol y las estrellas, continentes y océanos, plantas y animales, formaban la infraestructura inmutable creada para servir como fondo y soporte de la aventura humana. Los fósiles fueron los primeros en sugerir que esta idea podía estar equivocada.
Durante cerca de tres mil millones de años, la vida habría sido visible sólo a través de sus efectos en el ambiente y, a veces , por la presencia de colonias, tales como los extremófilos que asociaban billones de individuos microscópicos en formaciones que podrían haber pasado por rocas si no fuera por su superficie pegajosa y por sus colores cambiantes.
![](http://recursostic.educacion.es/ciencias/biosfera/web/alumno/1ESO/clasica/imagenes/liquen1.jpg)
![](http://pcdn.500px.net/15668165/5d54776f288a70c6be02c071161955901a87f773/3.jpg)
Los hongos, como nosotros, también son eucariotas. ¿Cuántos no habrán en los subterráneos de Marte?
Toda la panoplia de plantas, hongos y animales que en la actualidad cubre el globo terrestre con su esplendor no existía. Sólo había organismos unicelulares, que empezaron con casi toda seguridad con bacterias. Esa palabra, “bacteria”, para la mayoría de nosotros evoca espectros de peste, enfermedades, difteria y tuberculosis, además de todos los azotes del pasado hasta que llegó Pasteur. Sin embargo, las bacterias patógenas son sólo una pequeña minoría, el resto, colabora con nosotros en llevar la vida hacia delante, y, de hecho, sin ellas, no podríamos vivir. Ellas, reciclan el mundo de las plantas y animales muertos y aseguran que se renueve el carbono, el nitrógeno y otros elementos bioquímicos.
Por todas estas razones, podemos esperar que, en mundos que creemos muertos y carentes de vida, ellas (las bacterias) estén allí. Están relacionadas con las primeras formas de vida, las bacterias han estado ahí desde hace cerca de 4.000 millones de años, y, durante gran parte de ese tiempo, no fueron acompañadas por ninguna otra forma de vida.
![Bacterias Bacterias](http://www.batiburrillo.net/wp-content/uploads/2009/07/bacterias.jpg?cda6c1)
Pero, ¿No estamos hablando del Universo? ¡Claro que sí! Hablamos del Universo y, ahora, de la forma más evolucionada que en él existe: Los seres pensantes y conscientes de SER, nosotros los humanos que, de momento, somos los únicos seres inteligentes conocidos del Inmenso Universo. Sin embargo, pensar que estamos solos, sería un terrible y lamentable error que, seguramente, nos traería consecuencias de difícil solución.
![http://mivozcolombia.files.wordpress.com/2011/09/indiferencia-1.jpg](http://mivozcolombia.files.wordpress.com/2011/09/indiferencia-1.jpg)
A veces, sería mejor estar así, para no ver ni oír, ni tampoco pensar sobre lo que pasa en el Mundo. Ya sabéis… ¡Ojos que no ven…!
Hay que pensar seriamente en la posibilidad de la vida extraterrestre que, incluso en nuestra propia Galaxia, podría ser muy abundante. Lo único que necesitamos es ¡Tiempo!
![Podría una civilización extraterrestre extinta salvar la humanidad?](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAoHCBYWFRgWFhcZGRgaHB4dHRocHR4aHB4eGiEcHh8eIRoeIS4lHB4rHx4cJzgnKy8xNTU1HCQ7QDs0Py40NTEBDAwMEA8QHhISHzEkJCE0MTQ0MTQxMTQxNDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQxNDQ0NDQ0NDQ0NDQ0NDQ0NP/AABEIAKgBKwMBIgACEQEDEQH/xAAbAAACAgMBAAAAAAAAAAAAAAAEBQIDAAEGB//EADgQAAECBAQEBAUEAgICAwAAAAECEQADITEEEkFRBSJhcYGRofAGMrHB0RNC4fEUUhViI4IHcrL/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMABAX/xAAhEQADAQADAAIDAQEAAAAAAAAAAQIRAyExEkEiMlETQv/aAAwDAQACEQMRAD8A8kSrrBSEv1isAQZhkt78fxDpAZuRh1Xa0HolFs2jUp+I1h3NG8oOkIB5aj19IokkYSrlmxHYbPFJkx1nHMBJSmWZa85KHUGbKXLwpwXDlTFhCASSWAFbxIIo/wAbWKFIYw9xOCUgqSoMQ77/ANwpn08YOdAA8sOuA8MVOmJQnU32GphZJl5jHqPwdwr9OXnI5l+g0/PlFeKNekeW8WI6DB4RKEJSKJSGA1P8kxdhpbqzGunjby08DFq0co939mNLQQlQDgig8CD2q0VqsJSivHzOYtez7kXPZ6RXInJRymxLrL3fc6mJS8AtZdyTvt47vDJPBkhICjVNafeJr3SoFNllZBSAwowdiKN5QBNwy0qUEnKGdR0A7XMdOmUlICUli7007vA8xAOdJLOGcG7neGMc4hCSkhTsDe5PvpvG52FY0D9W/EMZyMrjKCw3v5QvIVcA7AfeAbUjU5JKWZhAmHQQrShtB+VfeCcLh9xDJCXSwhIQhKQCl31MI+K4ZL8sdknhjim0JOIcNVt47/iK/LVhypJVunILQRUUaMlJoT4+NPtHQ/8ACTC6Qk16RfL+HF5QClvB/wC4RwdE3P8ATlVJIs2bbcD2IAnz2LAu2tqx1eI+HFO7KYBhTaOax+AKT9oVw0Orn+i9WLq5r4+2i/8A5FNAXIBB6t3gZcgwOvDnaFxjfIOTxFBVUEVDEitHcFt6esaXiUn5W8fDpCtUsxJCewIGpv5wOxtDTMDsFA3qP4jUzEJ1IJBun8d4WYgMp0hjVxp4RCUspegLhi9esY2jJeJFjfQixer9P4ivGzjdKC+7W/iA5s1JILFgLOw1oDe5N40qekBgl6am1X8aU8YdG0sVictwRYBQL0/1bVqdKRSpeVWYFnrQejPFahmBJI7Pua0sIxWIISUqqkihIqlnYgi9zeGwGm5+IzWtr7MCKfeI13vFeWCEvQk2Z3hngEsz2HWAmbrBElUcc9FGdr8NcKTOVRaEslRqbsCYFxeHCCpiGcsUmhjnsNxBSCQDoemjNGxxAm8MqQGgnETCTaCuGcQXJmJUg1SQxFCPztC+YsK5n7iKBOIPvtGaWhGuPxqpiytSiXr1LwoxsoGo6axIOavb6ad6xdhilT5nfTbq/SGS3oVsJ+GeF/qTUp0dz2Ees4ZA0sKAdvYjmfhLABCCtmKqDsI6qUcqTuwjpmfjJy0/lRqasA0NlAN/6/mLpBzlmsR1HfofxC5S8ywTqA+nu8PJCiUOAUpSxDal6nvHNT1lpnosw2LClrlgFORiSQzuNFantEs4QwF7kCpPeAP89KlsgElySSeXy+8MJKEAblQJfvVu2kFNfQxTipnLnsWFPfSFmJWtbFxlIcdSxp9IJxCSAyjqB50PhFeElFfKoUSQwvaofxMHQNFEslaQpiD+I0rCKfUNoamG6JQLjf7RRNJ8oY2ICDioFYoCy5q1j4QW9YqKHPyvlDk9NX2tBTxi1KYQeLCWlKS5K1BIqGGp1fbTWF+MxZL1b3rGcX4jK/x0mUEryzEPoQogljqLX6GKkcQRORnQgAFw2xF4fUlpP/NNlEziUxLkKPSsQVx6YmpUSYzEzEkNlELZiRXa/iIR2/oZRP8AAuf8QLZ6hzv7eEuInlRBILFzXXp4xbiV2cXHr02MB4hCiADUA2Fx32v7aA7bGUSgbESwCSkEjT7h/WAVzVKcsAPpDbE8iQAQT62eE+JDkkBunu9oXWNiK5stWUKIDbihPU/SAVK6QwTN5ShTlJHZiWNDo7QAs07QG2bEW5gtLEBKnAChqS/zd2vC9RIoaHb3pFkTxK82U7BqUFI2hwGVaIEmLVJiKkRSWK0DqVG/m19Px4ecSPv+4rUnaKIyJmS4p6j7j77RS/aLJSyPpu/8RP8AUHsJMYYuSWoRF0yWABzBi/oKAjQwGVG8XoXStae7Rx79FCtU1j+ImlYKesULIAtV7v8AaIFcL4YMlzwL2iQVzAi2nvSBZOJKDmS4ULG48jeNonbwVRsGyJuZkgNB2BlOsISmpIAoRUwlw2IYgg6t/Mdj8I4crm5z+1z4mkXjtkeR4jtZEsIQlIsAAIniV0AdqgnqAxbtGKT6RrGooD4fSLV2SlYUZ+YEgbgb3/MMjj1FJ6lNqBrBI6AHzhLOqS3h2/t4KlkNWgLV7Mb+EcnN+PaLx2Vy52QnetPQe+8OsFMICQ9aOeuo7WjlMUGWQd3+pHo0dDwpfKkklWYliaPQC2kLwvtoahjORmV4Guxa49IihkEEi4A7sOsVrmkJO7lj0taNLVmUXLh6VrSpPnFWxRgnGpCaD5mrekATp1SBURFmAexakRWWH/b3/EbTFK1V6taKcTKQJS84UvOAkIQvIokm7iwArWneLGe9D11gLiXD/wBVBQVKQ9Dl1BoxGoaNoGcZicOJK5ssLUZYWlCgbnK/M7DLVSgDa9SCHZ/D8lSFzQlaygaFOUElj8pqD20hFxThq0SRNzKWhTICisnLlKhlIrSlA9G8I7SSVZE5mzMHyuAfDyh6bSAkUTk726QJOoSPLqDBcysDksYTTAaiKiz1EBTH/MMJ6Nheu3TxgVadNQfOAEAm1LmsUTDToLHXzg5cot4wJOlsIwQGdKr7rAa01pDJZoOn5ihSRmBIetjY994xgOVJSq6modO0Ct5QepDm7dS+m1IhLk1JUzBqGgU+jiw6xjAhl09v/USMujkta967RejmUbNoLD8WiMxZV8xenk/3GkVQAUSsw26b/wAxX/jkXtBiEiwBPeCVSCdAOmr99YdGwQzAxjP1ekGY2UQTt7rAeWMYmFb+EESpoTQh/Y9+MBKXV4koV1D767+EcSrCuFk1YNm7DSKRGZQwrWr6DpXWM6RvQmRZKD3ipvpFutA1dIxgrDXA8Pe0em/BkjLKKv8AYt4CPNsEklQePW+CyskhCf8Aq/nHVwr7OXmf0GLBoUnLzJKiz5gnSCMcoZaafevvtAwu0MsZJTlQqp0PR3YttfzEG2pDOtCVMkqXlSCXP1t6xoyioAM4JNdAzVPpDnByQnMqwIAPZiH3owizE4QNkSRlOdiL8oD0to8QqppdlZlyc8jBBa3UFasHrf8AEOMMkIZIGlPQfWFnCZpUFZjzpWQe248oPXMKA4QpZzAMm486M32gz8UuhXrfYUaF31d+pvX06wPiOHJWpCypQKTRINDVzavTtBk1DKGv9RIuPlqetA1H9ILNuFkysUGX5QQkUiCh0hTAq5bVI10hdP4rJQogqPKWLJN7XZobtce6wDisEFoyKLPULYFi4LsaEgjWCs3s3p53xXHHIuQVH5wtKakWU5qKXTQUqalgY6vAYoTBypWGSKqDA9iCXtHNcZweRBmEFR/Uy5wKAAAMx1VerBk0FYN+DuKqUhcpZHLzJJ0FE5ejMPAw9oCHS4GmCDZogSYImEDXWh8OkDqVo7wTNTAcyCEngVpQ+cZ6WexOvmYDxOU1GvkI2te1IHLkwdMCzU0d3v4eHvWBFGGM6WwVV/vavgaQAEPasAJTNewdtovxssZEh2LP0O/Y/wACM/xjuzGr6DftF0rDuk5nyj5QzWdy5qLQcDgsShg7U393iOUOdvrDElLBNgA3bWhinDyhmrFEK0W4GTR2ixYrBDBIpEFhorJhfipTj0hQrCmHy01paKP0/fsRmbDm6V30+9I3cdoikxIGltq+/dI88qbIDXiMSUokj7eUR+0ExjRYmI5Cz6RalPlGQGMuES8y0jcj1j2JCGSBsAI8t+GpOacgf9h9RHq6k0jr4upOTk7oqTeL5ALu9WZt6i3vSMEunvR42m8R5aLROINROZBLsUuLUs5+lukQlLAlImCi0zCtn/2y5+17DZu0hK58pLBZFf8AsQxA+oirCKKVCWw5nrsohQJ6kH7bxzaXw57iNJy1AZcyiqlOY3A+rdTDTh2IzpBPzJLK66g+TQNxRAJUkn9qcp3LZn7nfrFfAFZVLQr56HuANOzxTj6ona6OgTaJoFGNX9fxFRmBIc2ce+0amTghJK6ZXOpYblvrFmSQSCHZw7O2pAo7dKRFajsYGRJQpYmlCSpNEKcktV6WFXi/EzwlKlH9qSo+AJhRhPxzjAkoLVUz6ltqakmw1hNM+IBhSiVOC1zF5VzFAghGc1DEvyp0Aq3WADP/AFZwW7pl8xNDmmGxbZDggf7KQLORGX8PrKlrEsrBAIJXWu5VUnrV3B6RSJ14JdKV2OOLgIliTkStE1CyVAt8uUpWAAyql7va8cAOILkzQtDODYgEEbdO4rHXyMOrIVLUWQlSEJOiFMWGgI/EcDjlgrLWivJq9Nx0q8PSOG8RRiEBaKaKSbpVtGYGf+qooCS7+Dbk6GOM+EMSUT8r8q0kEdRUeLuPGO5Woito587LA+Kl5TCudDDErrWAJojCgkwt1+kVJWfHSLlpgZZY0jGLZ6AgWpSlPrrUesCugEhL1ap1a9NO0ZPnklzXppAoLGCxkHKTUAFIZy9NOnu4hojhalyipIcC9iwelAabPCNc0E6k9a/ekOMDxFSJSgCakP1BGvRxBkLYpVIAJBcRtEtBqHYFgPvGTVu73isrADVs77Q6FZJamVW1/L+ornYgA71r5JgaatRNSYpW5hkwBEzEDK/nFQxQ2gZcpRpp5CLP0QNFHrT8QdMI6uRbQ6xixs7dYjm9I2Fee/1jiKmyR2PpEkj3eNOTG0mMYtRLJproKwarBFISa1D1Ful694s4SE58xygJYXrXViXNo7vhHC0YjMkqSl0uOZLFu56Q8zoH4JfhCV/5kUsfzHpjMPEfc/aOJ+HsLkxCU0oTYg77R3KUvTUMTQsxcXjonqTmpbRXNQqgSoJ5gSSHoakDzi1YGkQeBsfjUS0Fa1MPU9ANTHNa3wvIYCeXcKcd2aKcRNQk1WgKBLOtIILbPegpHOYT4rXncISA+tS2j7xk/wDSWSsYeSVlWckozEq8TQatZ6tC/wCeL8mVW1+ow41jZWRJzoUoqFljYhiA7CmtoTpJUlMxKrgFJHzdnhZjsKVHklJoXIloA7OQCWrvASuIz5JQjIGSKIUlSVse/wBWgVH3Jtzqjs0cYIJTNAUghnSDmJ7RanjiM2YIVyjK5IsWuCaC0c6cSpZQpKCHqxOvg/n9IPRiwA36YBNyCCXFdw3rFJbz8iVSt6Gw4rOIKky5YJVlSVKVbUFk1LvQFoW8V4ji0UP6bMArKkm7uOc1YdrxMcSlpSkGStk0Sygbu49BC7GcTlkMlExupTT6w26D4pCaahaMjHKAAxZILZiagEvUqvfMYLm/FmJCAgLSQnTIAT1JBqbnxhfiMxKiErALattX5e/lC5csgjKlb62DDuzmKT14xKlP1aMP+UmEqX+ooPcZRlcACgehYCogGflmKdScqtShDA9TVn8IhOln/VXjl73irKvan29tBp702aZSepFsuWEKdKjQirA1FQG8oZHjk8kJzBSdyj8EbwnXMNqn33gvAS1FJU16B2tqziJtIotGsrjqlMFoFNUuNtD+YsPEQQ+RTbxZwvDELSVoSU01Dt3GrQRxIISrkSQgEgZiDfflh1KA0By56V0FDsYrno0hlwvEykJUVoBLHKU0IPWloCxOKQpQDs5uXYeIgOTYLZiYoUmGpkJJISoKAJDg0Lah+0RxnC1pAURRQoRb+4XA4K0kAPEl4ijA3iK0MWO8EYaUPm8R6wyRgdia/eNhQdiDY666QZMQwf8AEBmuhv7EMgE5UnMWpX0hhK4MSCpiQKBhmzEO9jZgTrC4KUCH9Gq/vWHeH4gooCEkAAlv9ubTNr/cB+jLMBkcKUTlCFP1SfpBX/FrTTIim4r9YccK44uSQrOsl65lEgsagg+FYcTOPIWSrIivTakOhWeDtGwaG2hfXb32jagNKjQ2jMvv30jjKGCljG0M9bdI0axsCkYxbKVDbCYxSbE+cKJaYZJwxSASKHpXW8NIGdZ8K4gmeh949FC2EeW/DC2mo/8AsPrHp5jpn9Tmr9jS6Dw06R5nxLGzJy1KU5SkkAAUAennHY/EnGTJZASOYPmVZnsAL6v3G8eezpzqKgqpUTqLntCTL9KpjTBIXmHKfENHpfAcJJ/xFKWkZubmIfszX8I8nVx/EpTlTNXR2q963NYN4d8XY0jIVJWlKVOcnysCQSUht73epiXJLb0tN4sR6PgZaygAghBYsKPYO9iaQ6x/AJE1lFJSpspWGKimlCSDHEcE4vPWlSitRayUICHcZ2zEnl8HJjpEcTxK1JVL/TMvKcysxNtg1TVj2EM43tIn8gjDfCchTAlXK7/7Kexd2DbNG5vwvLEwEhATlUnKAUuS+VRr8wBY70tFP/LYlIBEsAFbKUtSAlKaMo5XPptCLGfGC0rUHSpj8wHKSNAYHw77D8uiWP4IEEVShlEEhZVy8rMGvfWOeOBSVElZA0LBR6UdhTrBcv4rTNBTNyocU6HqdoWLx0sSROUVAKUyRlNcp5gTYesOplCNsgiRJyzHUTyjKF5gczpNMpbcV0fVoVTJiQv5AAGFCakAOa6u59tFczjKK5UknR6DzhpwzBonJBzIBUVD50ByBmIZTMANdTDuZQqbFYnIdmCRS9QdSbPrFuO/TABQvMk/sokigJJBSzO9jtFeIRIZB/UIUSQoZXCRRmrzUfyijCokKJC5pRZiE5g1XdqvZgLv0gOUMmVDDrWvKgZgVZQ5SKPSrjztHR8H4NPWsSCllihSCDlFC5yuAG6wuwwkoRnlzQspDqQrlVpZ6KqdK9I6b4Z+MEIBWtQQygMlVKLvWzNb2I57ql+q0vKlrt9h54FMlcivmS1dCN4S4uXUpMMeO/F5GVSlIUqYHDElCUhwzgOSSLN5QkmcSlLylC+c3SQzWaurwON1uspbhws9FyyUkg6fTeApl4u4islbA6QCly/Qfx94vpAY4bFqSwDEPqAdX1gzEccWZeRVUJJIYCjtrt0hVLBDFs1WY+9YJyIKpoWjKUnlS5DHNUVBdhvG0UqTikLLAEqLNykk9GDuYL4chcxRQhBUwJYXag8T0gOTNKVAoCQzFwlII1cEC8GK4zMC1TUrOcu5Ba+oAb2Y3ZijHTFA5GIIoQb03GkVIWQBSxJfy/Ebnz5k1ZWslSlFyTcncxahBGlD021rDJ/0wMuYS1f7jSJ5QpxcP60i9chg7doCmuH0/mHwAVOxTEEEkEC/kfUNbSMTjSKV8zA0mZkJcVFUvUDehv8A3A8yaQSxHrGMKcl20+1zEgmNIEOuCcIViF5EM+VRqQPlBOp6RxFBKUxoQViZJSSDv3gZQ+toxgvAgBSSo0vu+w8Y7zAYWViELdaEFKCQDR20rr2jzqVMbR+8McJiSNYeXgGdNw2RkWCGoR9Y9KKXEeecExaFZUKLJJqe949FQE5U5VZgwZQ1bWLz4RtLdBMdw+XORkmICxpoQdwRUHtHPr+C8MTQzANgoN6peOpeKAfrErpz4PHYilfC2FQfkzn/ALkq9LekEY7CPImIlJAZCilKQ1gTRI16QwWdYgiaUqdJIOhBYxyOm3rZbOhCOIiUKCuYJag6jwYxX8JYhYnrKXIyrDPRwpD03tFiOCoXmJWslCwkEkF8gTU0ua+cMcBh0S1ZgnKSlizkZlFLqap/bp5R2f7S3jJfBpD/AA3ECpwpg9CI8/47gpYK1yFpUEKIWjVBBYt0fTy6NsXMxH+dLQhzJWEuSkAZiFn5zY09DFOCkmQZikqU80qzHNynmU4awufBobk5JS/oJls5XC8PXMl5gjmLEHMByttsSbwqxkpaP/Go2qzuOYAuPBo7yWtKdgAGpTsAGjlPimQROK/2qZv/AFABgcdKlpnqrBOcOoAEpIBsSGBiyWiLpUuZMyJ5iCcibtRnAfZ/AQ+4Fw6fIxSFJS6QiYsKZLFCEqdTHZQAbpFdSA+hAjCKXmyh8rP42iIlrSTKKBmWUhikFXRjcP0vHdcW4JPkYiTiCUFBShJKAxzJlqCjlZkJJzMx2jocd8NfqY9GO/UYIWg5MjuUKSls2aju9oVvRHaX2eRY2StC1BdFHKSGysSASGYMztFaUR03/wAlLB4hNO6Uf/mEacKrIhf7VKy0qQdyNBA6wpL1IpxBWoICiogBkgvqTQeJ9YM4ZiVpPMMybVIzBu/0h0jBZ5SEFTmWoqHVzmo5po8UYjAJIZPKXJBNw5cudQ5tCpDeAOJBXMSpLC1VEBq61jJckBah+0FQuLVtpEZ3D1uySFVYaVgTDy1rCilmTQklgIOI2ha1MCC3gRf+n84HkrdStbfWK1YdZcPUNSoBdtfGC8MgICgSCSB1rp4QejNm53KKj5trde2nrEEEekSnTc6S9xSnoG2pfrG8NLAAJ8rn+IwpORLZjpf+IdSsRLUpiOXSrMPCkc/jJhdhYbW92jWGxOUv9YMrvQ71h2/GMHhwlH6SycwDhX7SeovHJrlo5lFXytTU1v0HhFa8apQ7WgOYvMknb7t/PnFRTc6bVRsUhgzXDBtHFICUg7ddNawSlDh3Pp4wRISrKGA+v1gBSOeSqDMLiVJPKSDanWkAqSze/MaRYqbQDYEdKl44ShZOWSamsUrWCfx/MaeImCYukJcwUtJTemrQLh1sXjJ80k3gppIDGWDxTGhj1X4YxefDprVJKfvHjElbGPRPgTG/MjdlDuL+kX4XrwhyrOzuc0VqFXieV1BtR7+8aQASxofbQOWTcdFWKBCXgJS4fIlZkEmyaEb6mFWKwikKI/bmYE20845Lh+o6ppAiFgAsGJU56vc96CK1L5u0FKwC+YgVQCVJ1AGw7VhahKM+c5jysKsCNKesScv7KLPo3PW9w6qEFyGIfTciBRMI6guSnvF2cKJ0+kQxsoMwOxt3srVtoaZA2iiUtCn0u4uNPHeM4jkWjKxVkJUgKAKXLAmoq7DpSAikivgw16naJGZYaN6C48/rF+GmnhHkSzQzEBAQgJAGQnKAAAl7kAWJq7RYrElMijBRlzw7B2KHZyHZ9IEKnXlFQ1fEaP0hXxLFHIEvVl9LpMdcnNa3BxxKf+olC1q50yJajQOpSitJrpRT02EN18aOeYkjlQkKCgqpzEG1GIIu8cHj54K5HRAHoqC5GIUpS0pJUpYSkC5+Vxfq3nDppMi+NtYG8bxGechawPnS5u/I1XfaJT8QcgSWoAkCg5a6DwrfrFsiUrKSoVsQRplSR6vaFi1BJcjkLsLVqPQ/SI0tZ1SvjKQZh1pBzF6nerdrQXxTFIWHQhiwB2Ja/QvWE08sAEkFw5PbQCK5E2oqWcePSCvAhRkFLnaoAu/4v6Rk52KdMrgdXJIjSk5iopCnGvTT7wOJhJLjQ1dvENGCBYpKqhINDU3tbsIERLWS7HqT/MNlyQyWLuMx3Lv6AtXaA5kkrZj3Gzk+btACVCalFfmPkP5iaJla1e3b+mi9MgAVFfbwErD15Xa7k+gNn/EYBqbMIUQmx39fKMxC3Pbq8b/x1KWmhrvXrq2jmLk4IcrKyuz5qGpYkAO8NIrBArcaesD5g9bQdjsIBVChlNnLmhZnYZqg2heE1r78IoYNM1JSlAKqCpZn6Xcig8zFqkjoe0D4aW6VEH9wAibHp6RG32UnwRPGPGtOsZHOMbeMeNRtRNIxjQMYDGRoRjFiDHS/C2NyTkEmjsexpHMJPrBuEmZVeMPFYydzqPeMGoPWK5zFatt/p6UhV8PY39WQhdyOVXdP5DecNUgOx29NDHVa1HPDxjfhQYlJLlTGvavp9oZqwSVpUhQcPS1CH1jllzCQK8wLE9AKU0Dkw/wGOzoJfnFFP11Ec1L6OlMHxGBUhSVuVKIIUKv+0kZhQamvhHI4/CHmWP3LLuRcmyWuP76R2GP4nkStYBISoVNQXoW8/COVxaws5mCXVUJflOii9ne3SJuV4Vl4yvBYJSFBS0jlLlCmIINC4uIOx2ClqSSOTMCLE6UHamr0itSliWywMw9Upe3WloA4XNzsFLJClOBv0rYM9IySnoWnrEOI5WUDUvX5bFqV8HLXjCsKqRp2rvSlQwi7HSSQSByuoBL0SHoCT4FzAyJgBCRWpHR7U3EU4p+ydV9GTpgoE0rXcdOkKfiBSeUjVLHuxc94MmKY8takF61/ELeLupAP+rv78fSLk0AYlfMg/wDUfeGXBZoStSjoR3fLSFc5POj/ANffrBUhTFZAsfRoDCdlLnpNHHT8Qp4iAonMoAJDp7600MLkLNwXNz23HaJ8SPPVQVmAYigO3o194A29ApVmcgav5/SJyVEEVYPeN4ZCuahKDci3u8EKmo/1JIswuW8fZjAQfLWAihBNj0v9Yrm8oYChBY6ipZ+l/ZgbCywOZNFbEWBp51iieqbmcWO1nGjdhGGCCaM57m/v8wAmW7g61fUlVvLaJLxasrhqVez1s28BrxalfKwS3j7/ABACXy1Mpit0l6dQLPEMRMCC4CXHk46W0gGeCOa7xX/kFiN9e2kYA1l4pWRLMNCS5Lkklm1NLxStCQAgKzKJFWoNy+ob6QrVMJSE6D+T9zG5agDqexb1aHkVsZTc+UKYqBNyA13oO/1MLlrJJJv2EMRinQElwk6mu7AClG+nhAS1BmTzE66dhDgL5MzlAv8Ab3SJ5ukBs12jf6/U+cc9elp8Fylkt0DCMeMjIiEyNRkZGMZG3jIyMY2lZBcUvbrEkKaMjIwGd5/8fcWyzDKUeVdB0ULedvKPRZwBUD4U6RkZHZP6nK/2J4Y5VgliHbt1+tIJny+dkKyksCNCLxkZEWWkX4mWoBSVB05QwUSAN9WYwJJwKlAlZbqdWt4RqMiP/RUvnqBJHTy611gJWDCQ4LZdBqe5+8ZGRRoViriqF5MoZnFmZxUPvWh8IWzghKRSpIYu9DoTofYjcZFI8J16LVKZ6kuSHtr9wXi3E4U/pqU7GqSnqxHnGRkOKhdMwZKUKYg0I3YEP4fxvEpm9SDrr49RvGRkAJSlZSdvr3iZW5rVr6u0ZGQDDDAlLqqyi5AOj9LbUia8jMohJTQNy0GvjGRkYYGxGIKEukuCaE6t1ileOZIzMC7HYkdTaMjIDMLVzishg2/fcDWNY1KknNRPQbNGRkAILMmOGMUJVGRkZAZhjJZrUONoyMikisIk4cqU7HK7+EErGa+9AWDPr0oI3GQttjT4VYkAg5QSlLJDam5J1MUf4q/9Y3GRJlEf/9k=)
![Cómo reaccionaría la humanidad si descubriese vida extraterrestre?](data:image/jpeg;base64,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)
¿Por qué no? Podría ser así, mundos llenos de vida que tienen formadas sus propias sociedades. Creer que en tan inmenso Universo estamos solos.. ¡Es pretencioso hasta los límites de la tontería!
Tiempo para poder avanzar en el conocimiento que nos lleve, por ejemplo, a poder aprovechar la energía presente en los horizontes de sucesos de los Agujeros Negros (por imaginar exagerando). Cuando eso llegue, estaremos preparados para dar el salto hacia las estrellas, y, allí, nos esperan sorpresas que ahora, ni podemos sospechar.
Pero, por otra parte, nuestra imaginación, es casi tan grande como el Universo mismo, y, ¡cuando de verdad, nos ponemos a pensar! Cualquier cosa será posible, dentro de los límites impuestos por el propio Universo.
En todo el Universo siempre es lo mismo, rigen las mismas leyes, las mismas fuerzas que ayer mismo quedaron explicadas aquí, e, igualmente, en todas partes está presente la misma Materia.
El Universo está hecho de Quarks… ¡Y Leptones! Es decir, que todo lo grande está hecho de cosas pequeñas.
![](https://astrofisicaconsalypimienta.files.wordpress.com/2013/03/escala_cosmologica.jpg)
- Núcleos
- Átomos
- Moléculas
- Sustancias
- Cuerpos
- Planetas (vida)
- Estrellas
- Galaxias
- Cúmulos de galaxias… ¿universos?
emilio silvera