Destacado Stephen Hawking predice lo peor para la Tierra y quiere huir

Tema en 'Noticias de Chile y el Mundo' iniciado por nidghood, 8 Nov 2017.

  1. nidghood

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    El físico británico asegura que la humanidad debería comenzar a buscar a las estrellas para evitar la destrucción.


    El famoso físico teórico Stephen Hawking ha vuelto a decir que la humanidad destruirá la Tierra y predice que convertirá nuestro planeta en una bola de fuego en los próximos 600 años.

    A su juicio, el aumento en el tamaño de la población y las crecientes demandas de energía llevarán a la catástrofe.


    Así, la humanidad debería comenzar a buscar a las estrellas para evitar este destino, argumenta, con nuestro vecino más cercano, Alpha Centauri, como el mejor candidato para escapar.


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    Hawking instó a posibles patrocinadores financieros a respaldar un proyecto que algún día podría conducir a vuelos tripulados al sistema vecino.

    Stephen Hawking hizo estos comentarios mientras hablaba a través de un enlace de video en la Cumbre Tencent WE celebrada en Pekín.

    El cosmólogo británico respalda el proyecto Breakthrough Starshot, que contempla el envío de una pequeña sonda a Alpha Centauri en poco más de 20 años, viajando a una fracción de la velocidad de la luz.

    "Tal sistema podría llegar a Marte en menos de una hora, o llegar a Plutón en días, pasar Voyager en menos de una semana y llegar a Alpha Centauri en poco más de 20 años", dijo Hawking, citado por Daily Mail. Con la nave espacial más veloz de hoy en día, se tardarían unos 30.000 años llegar allí.



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    ¿Qué es el Alpha Centauri?

    Es el sistema estelar más cercano al Sol que está a unos 4,37 años luz(41,3 billones de kilómetros) de distancia.

    Consiste en un sistema de 3 estrellas unidas gravitacionalmente. Un sistema binario de estrellas que orbitan un centro de masas, Alfa centauri A y Alfa centauri B, mas una tercera estrella enana roja, Proxima Centauri, la cual orbita alrededor de las 2 estrellas Alfa centauri A y B.

    Considerada desde la antigüedad como una única estrella y con gran importancia mitológica, la más brillante de la constelación del Centauro, lo que se observa sin ayuda de telescopio es, en realidad, la superposición de dos estrellas brillantes de un sistema de tres. Fue el astrónomo francés Nicolas Louis de Lacaille quien en 1752 descubrió que Alfa Centauri es una estrella binaria.

    Candidato a planeta

    Mediciones recientes indicaron la posible presencia de un exoplaneta en órbita de Alpha Centauri B, aunque todavía no se confirmó. El planeta se encontraría a unos 4,4 años luz de distancia de la tierra y no estaría en la zona habitable.

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    Se anunció por primera vez en 2013, y fue el segundo exoplaneta propuesto en el sistema, después de Alpha Centauri Bb. Tendría un período orbital de unos 12 días terrestres, mucho menor que el de Mercurio.

    El 25 de marzo de 2015, en un artículo científico de Demory y otros publicaron los resultados de tránsito para Alpha Centauri B usando el Telescopio Espacial Hubble durante un total de 40 horas.

    Se evidenció un caso de tránsito, posiblemente, que corresponde a un cuerpo planetario. Lo más probable es que este planeta orbite Alfa Centauri B con un período orbital de 20,4 días o menos, con sólo un 5 % de probabilidad de que tenga una órbita de más tiempo.

    El promedio de la mediana de las órbitas posibles es de 12,4 días con un parámetro de impacto de alrededor de 0-0,3 y es probable que su órbita tenga una excentricidad de 0,24 o menos. Estaría demasiado cerca de su estrella madre para albergar vida.


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9DawLK7F9+PQ+6CpLZ/dx+F5aasp349fWwujqoCdeh/nwzT0OY5nnPSMbCsUebiLrgViy8bfz0f9eKY6RI5qrKWRSPM3Pli7XXRrpXfgNHmiPU3S6MbKD60esvfgxuMWq3LzlK3VooTjDrTPD6VtSSNgea8fDT+7dOehjbh+noEY3IJcxIKk3FEy1sm/K7iOyWnwhcinJbHBQltO2Mb9K4dp6jVXiMaC63fNVGW3m37+vBmt+5tUiJyi5tFjhUuvNaD29+PchWFz0robLne+m3HtKSSCVsdwtyJhPc/wAuKSODF119b/k+XFiUM9EBW4c1sYo1y7xpcttlpVG+eFQiZvesU5uvL029OK9CbmMSNSozG3e8YU9arpvwMSKJHdqtsX3ZIcvdrqZ4qPOqYi2ZoKI1GSXbeW6ctGOi0rHKUU03lzntQHUw/wCpwgPW3L+dZPz37cM5ajZdtFHeuuKzkrfvVZJheoNdwPSvia+VvTqnfhkYRe0etpFuNK8pWVbB2wFnG721tdv7RV9Qrq/P0yicVTPejqfpm+/BTLUrOHFVhlY5q1xfbDVZ4KYtq3zc1uOtxJebfqnax3OC0tNkNth06U3HY+EV/Mxg4p+5BRSnEo5Ati1WLT6Y4iJAsLT4WgxlvDX93o35TFcDMvHYiRaveJEih6FVluzPFM9NxABXlxhW24xKC1ZP0xirdpTj92ylKpZYvKv3jJgMeZwAEmz9qr241JpbiPS0uYQDFtrWNms0tS2Dp1tON1oDyselbRjlqPMpVXdtN7mW74Pw8Sq2pq9zbre+ffHfNnGFSaTlML33pazmvffs1Arwvh4pnJTVd+h/G/lxuv4fkqPNF3UjSDs0uHFOMNm/T6D+juvpaerz60XUhttdtdei445/2yRlqzYx5I3QOKb63tWeMS3+sbs8SS8XqrppqzkxPKs54qPm5bV8tdCsX7C6024/eTjFFky1JVMBclgre2cyxfDTQ1NSXIRVDMXBBtZc1tRLyrWTpxTp+Kho193InME56aMVWl1djzPyDfjTBPiHX0+SUtaZP8MeaVkXbH4RTl5X9nqcDPS1Eu1OUsvLbJ2tXbKdAurtDSgvWnFqtqvMV3c/mZ4JzuW4XDZuo43dx2zW/GmbUmpB52vNlrD3XJWMZp/Tj2hpYkGXbALnGLLG8Wd3irU8OfES2sbOpKi+mwLX/nKwMsdBzjr0dzPrl7cDSNLSiYjd02PcLExfrtjBmsiQPxbVmqHtjD0ap+vDtIpJNxTlSqvy03VVezf63xsIJthBMeuEfXp8/nwXU2ouJSW2kWS7VH9IhX7vbHDtKVsRyW/jtXdz8zf12eC1fiaiOXKVlyWDv80E654HT097MbfhJXzBhp5XG8s0PoIvpMp3VvTPVLLJHtZL8vXjXwnNnmO2KNsfw4M1ZXdRUKyBeMXnF2vMZy5N+KNLWIgJqWYw4/J37+t8B8zDSvY279sZ7dTN39OHeH0q3Ha/V6Kf5+jw0jmKxJZtMRu5cvKMcmzXbodViB8I+aMq715hWsFA7VgNsnGHXSnw3m9MIXuJcP1N9rpp4YaD8+nTFPRy46HA+H1JMl5qHf50bFXQHQFOOkkmHPVQXlllucsyzbtZdh34sZ6uJ9SObpbS1A3DBRR1z67FZo8Losv2Y49thzlzk+qB2T5rcxOakbQ6u9Fb5zdVl68OhcutrZgVTMnLlqqv36bxCTTKkXFwHNy9G7rp2tcm5l4RPSQ6We15BH1Hfbi408drNs2j1OibYvpwcNExzR23tBRWt7xTvn9eKmoPCaUTe3uRs6bDyvX06cHLTfhTFnQvsb3WMYxkvirU0h+X7oMr7+xXR6b3wyreWOLQ2jQLdXlq69d74iuVLQSqc38VYs63Kq6bnHobqhXWqBT0xWL6denHT1NBLvGWxxdCmcO221/LjZaMhYt8w1SdTene76dSWxwTXP8AvkQR/FalXzHm9Vf0X9p4tZQRbVwDgz6B7n1lvh42Xh48oYxlv6BYXa0b7yPcLxGgFIS+GKJiwixUo+GxL60/IVNqFpsV1us1dlbXXbr04ZpaTZZhL36A875dq86u+Htx5dtsBVhlu26L3uuoV78V+FjGUsy5D1tq7lmnq0fJeNT1L4U6NuBtC8brIAjH8Ty1Ls56VayXLQoAnlads5zdYPr247Xhvs91KjE5gy13svFhsfw6HEPifD4AA2Hfv1vt+nGv5rP9JXUilXur06XXNipXt0rl4r+09OP32rLd51b6Ey49EbvYzh72BH7H1EiyOWLVSmkY7Vjmq3bBnHF/2pLSJR5lkunpiaZY3pQA55J2xUX1uq4x9aJ8b9qOppR0YQjpwh+yDKcpUstSfVsk4D5F3zNTS5bqRGikMXV9XH/jB14qnrwGLpwIUiyZc08bXtH6GfnwfitXU1V1J0yk2pWZNFtRoqlS+vfjWTGduufortdc1e2Ekeu5+nDdX9q0zb06Prul53/J4P7qSHW8ucv4aULS79H34yek56+l423ow0V9OIo9GBfmGR+Js3vqsUiq09mrcVwqWmVJbOmKrmK/DV016VfXhelFLy1s0tU+X0vf9duGQgv4VoDG/KYMXVrRVuXHTi6pkYCqyjRZgaaawVgbUwdOPcjRFPLdVbly7DWLf5Xg4xBI436l25qu93fz9uCgFRuzG7SAybowd5Zrf6kLZ8xyyxH2iZ5atYmQQacLG9+E6MM7Rx5vNy1cR6PxF9DLn146HifBKqse6c10XeGW1bI7Wm48Z4mGAze6N9fN1K9ax/FqOawsob2d/wBlbr+6nUqnO3G/dRd5yi7Vk2wO+6Z+fFciTkqqzdtXXmoNrpcPXHThf+xajszTbymMYapOIOASlW2fK7BQbJXq9P2fatjpeX4WrfN0urRbo8op1+XBwsPLS5jSWWtc9Jygt1dOaxYcZpso80FWN+csTDViiHbm631jxh1BUpS5pYVbeXlMVZUQydcfrw/R1wkOGkXGHbNYXbb65XibUiyuTlUFd7RvLtkcnZ7cNhFW59c9Dvfp8scFqjV8Th5QbTblSOFqKKFrLHodq49oeInvIvN70iXW11Tw+Xh+UCmMULwKnLGfcsrNX29OH6unEiNYq0pHLbd3jcEPrWTPj33jvftm7qtjt6lmK70eiqi36BvVdNtgd+3CI6FbFjs7Oac7h2ra034fpxlV+90XjdrY/PpxcTYZCsBY18xzYVsX3/zt0IVFszZTtvcmLfxY6Xfa9uF8xt+HCF7O4tYulM1vuGyNQ65kFfC42MKg7Xk3r14IZpxH0Mu13Su50q8Pr14dTyooYBA9dnv6mNzfibw8La7ZaSXRyl4dinp3rijRKM5Kds7YF7H8PlxGgy0WpWmwmy581o5/mvR3R8GS51lSGBG1vc/Jt/D32XzWRXLyhvKu+3xe+3z64R4cmyrlpa8oPXJUZNy3usry368VAS0x5d8xdz1lcTmlmhG8N/8AUu1jKctNZwnwvy3KtQuu+FOtq08zPcrmzTGIVW/ptYWbU8Tx+0oWnKiXUeUvrzDzC2Y3/ZTpGk8LNfWfZ3idbws5DQ5g3KKWDLe8XjO2Xrxz5faWrbGLy3S8salzf2ku8oU7PfjmP2rHleVxQV0PhW8XuX6Pvk9TxkFuEUFs9M0tBbaS3cZ+KxN3rYxOc9bqqvO5XdbV9b3cY37/ACZ4yN/dS6/dJe2SepAoprAbfXgtCZ8Tguhp3N2Mgq8B3b7F8XeKb09Ooxo+8jh6koyW+vxd+l8ZbxzPE+DdNpkSaGooxRLMnUF9qfXhGtIaoXCIo0MpVyqY3vbdvrxVqR3Ekl7VTi09LuzIV63XG6OlFlmUVyHNJeWuWAyzjdTNY9jiCTRW2zu7b3uudsm298VaunzZsPSisBWw5uum5d5xTr6EIlwGVHmbwVHJ7Mr37HHtMZGG266t2Zqyn50/Tiokj4aRsJVAfJsvbfPz4ZLwlddvnaKYwG516VxTp6DQsQi2ZvKFY2LLvfq5vd74aStRV8hgSrR6bYAM2754CH/ZDlk3RFuA0r5rRcJKhfXIb1xujo8pFkjRs4EjQCysqgq8YrqXdDwiBgL9eg22pe/fob1xOnTYby4bUGmvbttlp4oXPRuNKFJECWXFYKusucGd5bF/hfBc/PGAPleZLjRTY4qPlbTIdO7FyoNo18WcpT5RvHlvOW+zu7wcZvkOYo8o/vNEYgGVXJneWAxUM+2/AOgMrxIxyWnmY2c71EDJmxpquOJ/tUTZnW+GjOWjtfHZ19K8Sym+Lx8Ow5Kuhxnq4453NGPlEA2FL+dx4WxcfMxDZdq80UVdxF2MI701Ze5RKDsgl4JVKhOmwlW0ki7qoIabYbSWO7gEb9ymLfo1fML0PCatxqsWPLLJzKgmCiuUpZX1aaObdbHTuR6uKtq6M4O1FHR6Vw4JXEM3y1VX5igMl9sdnOOHfcF/FTnfFUDFWkbe17dOrIxR3YXdlJe95AvJ9T04uM6CE0bbVxcryG0JCxK2H8rxwqEiEpRacNNJfaWS/qdS+HeJhE2s33u6rayPv0zeejwq26u77Zur23uhc9Mh14qOp4YFpefcjnGclDaUt1s59Xj6Hxv9Hp6WkaqxbrGbFyda+vHzPhtZi82Nl2TK01RnJsWYeOh4j7W1Jw5GbyFGdiz26Y2z2OO3NmOPUu+I+Yd+58zIpRv+83v7pmpAxIlFVwZxvhvy5awPHpFdTI0kqfhLjdOfMWeiKcBOEiaJLmpve62yIIbfFT3rHHLp15MS40JZtgum3y1LOcnW35NUbjFKsDbDa8scOzhy+2OER8QRBN7zK7i7ZM5dvSq7iOdckZImG+Wi2Tb8Jhds4p6WcYbKNaQMWfMbyDeSTUsMmV3cc7V08Bq6JeY1yuYt1QACXYXu72uOnBasiUripL4QLvmsMBzORrL6CtgbJq2MxxzObyjdet0Wg80fW7pI5boyu1cdP2tiQAfso3v5V4g1vCsad9lvd6ZpE2XDdVnPHQ8Xhcl7PegGnHNV0F1+HBk4mbYgyvfYbNq81ZzZteHNN8TWpCoaThMRxtdVgcub/wA2scVaY80S7E9KFKSmKP54rI7Aa26uMEkA+Tj91fljF8MgQqZ5udQjdBvkl1u+3rnpwSr/AA/iUqujJRMrIiSjJAa5T9dnjuaM10I+WJIlONUX5oErCJvUXfudAD57wWrzSCJ5jtvWPXpbXset/Z6L4f8A2QiNaii+jn047c8+OPXWPl5wkS6+j5qli+lSqzp/49qxodl2S99xQ9+o77bVxbqgmel2FomcvrR3zjtmaTSYYgil3hC3asnTG9N1xixqGw8PhzZWz1M4pUxja+h34s0/DAKuM5q1k0ma3r5+nbW4JEzLHIxkbvVQHJk2c3Wa4zX16JRYt5C7hVd+7W5eb68KsDOW145m65l3o6Sr8s17cPj4gNObKUSciIbym025Hyo7krWvXifw/iI1ESpWcqSycseuN1Yltbe/EHjNBErAr3oS6boK22Dr7cDF9xvOwN25bbo8tmxuYt9QRPVj5gaTeryHlp8int8npI505sG5PKyD3z3uQPr/ABrgNXV87crc24lb8JmrOuzhaxVcRcdv7NZR1SSNFJMInxPLSSKI1fmzQJ24P7tm7u24VvVBIqsWdjlMbvHK+ytdZgWVmUY1G6zjOZOenbq8deHisCVjfJn0XN32fKHe8WGRuk/BXmkDsI1a2b4ojl/ZcY45Or4QvJKwDHoBx1ZTDIO99N4xw4cN3d5o3xXCnxUDDF9Mmzk+KF7VniK/Ovv6pcuLHZM4Tfr87duL/ui4jTuId7fxEpEnJSOROvmY9HSeeBKZHMS3IHxX5RujoW5qnbivweDd5mrOUAu12c9MlYHFPGWuvx3PsfwbPpa7AFWG/Ltn2t/6r7fjPsGcIilBVYC7XMne8116ZxxP/RfxcdPVJSrfa7fnx9j9s/b2nKHLDK8LfXOR8B4zSiBvn4jobViqb5VrD324kjCoojTBbOWTQoLnBdmdimtnjp+NgtV8i/cWt+na+3HP19OuU7X1cZVzgu7lhzfy4uhWnG/MMfLy4MJe2ZCb4y3thzVUxrk5Hy71TvnKbnxfXscD4fQK9au93aohjr1zWfbjdMZSDmCkDahbTmX9XtucNXDTTsDBVZyA4MNN1mWN6k1x6MS0iNW+TPa6FW8R33ePOqjLbPxWI1hL6Vab9sY3bpeG8wyBjK6979Hdpw274RLaYzW1I81hVh5Ty9eVjsA1275vPAfZ0LrNdTYJURL6W17Vvd8Fq6Ly8wdcb9MGW7vNPv2Ld4WQBaj16iYLtlZiz58S3Fjp6Pg46cWXK2PbFO25dXZ68S+JjG5FBdGGgq8rWe+Xo+xVq66eUvv7FlWV0fXqb8J8f4YZ1ZKIOQrctsXGaOvXjHro5f2l4a5DWKALMF5yEetuxvxA6HLISNoW/wAWQbbm9Zr5/RamiWWXexXZFqs9X6hTin6U9Pw7JnpQnrcvkH4dJrd3Jyp+FEKLVsKy+SZLsU98jT5hf8V0rV8IlFyt83Q93PTHX5vHah4Viyu7abrKiZkLjNd9vV4l8QMaeWnY2rYPKdPfcc754KVp/Zw+aVhb073W15v329OOrCiIFtFlJfU83W7p329+OMeIYlub3Htv0/nfjufZ+tGuawkhj94q3ODeW/d341z3WbzrYL92cpJS2TZW17BjBur8JtScA6jYcvLL4rb+VD0o9178O8RssfQp3lWcoZdwv07cRnjJjIjHE1bQ5rjkVrHyq6+XGr0zijWXdtrCpthC0Cm8vttjjIseVci0xMPVOrhx2cnvxJHxKwQjKpOLOoV2zW/+XC9aUiVSGEkwU3ksu3F2elPXbhKi7wfj4RtnfJgMov4XpSW9lCwevDPG/apqcpflgy5SrC1k4vbbsd+/HE14nVuusfqm1/8Anr0mfHSiZHIV0MKXh9z5vE103zFWvKxJJZ69K3K6YM7bPrwq6ErzW5VKKTlofnVdK7nCNTV+HYxW7T5pIyva+arMA8U6E2XNSoFN2FSciW/if48NZ/A6UTnjKRYbxJEb6UVd+u+/HV+zvGVEBCqbwZGsZzhHc7dr58omQUHenPV2vo12y8Kidpc29106Pz9O2KrHEV9LpfaHNGq2qutRGyk2pTYvON+Anqg/AS633vNlGD06ccSOqF2fXHUaK9bL2R6cV6eo1iM5fvRhqU+1VxqVmuBqeDDcx5kSzoAjWSwf9Xinw8aGUbEquZJYi4So4rlI717CcM0Ps/V1tfT0YRSckjGM3lynM2oUGXa6duFaekyjrcrRoxuRK7p1YaLgjuMztVO9cZb/AFZ9nFN3FK6XQri9vTG23Z4+g+1vFQdPw33cUlHTy2eZ+8m2eze/cxxw/BaUpycRhI056tIgmnCWrKq2kRuNbCV3OBj42MoxhOGoOnBGjOZsm7i0Au+znbDMZU+J8RjmTK+3bOMbV+rvxPY9N/43Xz9+zhq+H+D8HLU55RSMdMucnaLJCN1m12C+vZeB8V4KRtyyJDIYbEeZimYnU+l44obEjREvpZvvXlBErHXvtjPtQytEpDarnG/XOevpeKeA0GSmHlJRDlHPM3QJi6l03754PxWjOLMkSiikrtRvaVbdN+xw0JkSrNJW/l2Hunvj+HB6c1Krr/HftvXDNOLgY1kw3/Nh+XDY+DQjdMl5eSnmGyrxWbaLvHEqwWhLo3Sd9vy719NzgHWbat81/ND5jRVnauA1vds772tdfXgSQtbp879OuPm8BdpzWmBzUY8riqUtva4/9RnPDfEEpbxSqaY4poLaxd7HfvxJ9j6laumF1KcPhd/NDFBSXu/u9eO4eISXj+YlOJPEXmzfiY3XK3Tkw9OnENRP2gQLiy52uaaBXxURt3q/Nd1frc811GTTKQW1a5rL1xab9Hfjp/an2TDThrJCco82vDnJn9X93rVpRlbTzRIuTzc2E5TiG5S8JA0RWOtqOqQOaSMYGhNMrA8+95sxZwNSw1LK5ao+uFv577m68IloS1JpTqSRqjq56Z+eFL47HhfDRnGE9ZZc8tU1Zi3pfdwJaclGrrKt82ayK9L7O+yo6ep4fUIEZuvpc1KjGekTW3HxXmIAKZq+Lha+L1PCnNIqlvFVnF3zbKfTHfgvB+IdOKY8zvhpOht36enH0uh9jwmaUgubXPzMoq/d6sxglkxYmI1LmjVvMS4zxH2JA5p6emzo0mUGdckJ+HJy1B5lAnZbzVy11vhh/Tka3i3m5ZVHN1y48wGFbY1kVThU/EAV3rmrqCtfPrd5OOx/SHwoaUdWJz/1PhoajkYH3OmxE/FGSddmNY6/Lq72dqrbpZ3xn+99aghpOiZz6ZxvXX0xxuu4WsbXi7HOLv8Ak4WalWDis12s6X3riqWjBhbqXPHk5cGW7XGKPRusVwPxLqapKPapKpe0unLsbOVVvrV8Jnpo0YfkO7Wf5zwzSghtvjJ+lt8J8TE6Zt7Z9Lj/AK/pwAaswictCCYV5uYSW+3lUarY9XhMm2OHfD0aw18+Nsl0fXYMZwbetem/Xg4VyuMfn02a9AyO7jrwaUa9DZ5spyj+1fLTvIGr73XXgNFLxnBd57dzO9dPyvgLMVdSWlw0KY+WPTbvxsvESAds8xW+8Tvjbgy6MfDKRoq4ybqhIwWdW+ZoRrdD9quJpwL/ABPtX8L46f2V9tRjEjOPND7uWmVYDOVsivx7O2a9b45er9pi55Vx8WnBdu7l46WTHPm9W2IvC/bMNPTnKJeooRJc2I/HN54sW+aMPlzXvx2PF/amjqanitXTZRl4jR0ZEWHLWt9/o62tWW482nKQmfNjaz5DSfP5xcr5OXFp+6gFO2KDFbv8NUTmJYill5ktkpxG9sWVsRvfjm9GP0D7V/pGQ8R4rTnqzmw1/GMHkb0jU0tTQjCCuI87FUaqIg2037M+3dINPU1NTUutCE8EuZ0/DOlOT5hXmk1JsRepj4E0DlM2o7Jj4rJF4cY2sBzY8OhsnLtWHc/eXpk/P04MPo/snxunDS1vD6lkdX7tjMPMS02Vc0f2W2965jfPHR+xvtDT0yZ99OMlhLT1SBLMPvPKxfwqqW7xyA8fJafjaaci9Nr2s6Pv2OOp4zxhqS5+SMRQ5Y0RwChW34fe3hjNfQ/78hy8qza0dOHLXl+8jr/eqUhiOzX5cN1vtXQ//Y8+p/WPicMNvviLB+LFPlbvIVRfHyL4hoz6Ya96L6/w4dKY1gyyHMaUjzUAFUJ78wHXhivro/b+gS+959WnV05twwcvh9TSlEby+aL6nHE8T9qRnpaUZTnOcdTUlJd0lDSDzdzkdztxxDUa5jeN3IdhsOl3a5XNhxmnNVpp9MVj0/034C7T1w2vGd+/LTg33x+96ZTPVItVneygpdqR/hXHuWnLQtSatM36U1eLzyy9uABez64K3cKYPfuduAzU1d8uQ7OyVsAdOMjKObNr2o9G3dP9c5eE+I1fLRvau15aM1Z83dPXhelqdLqNjm6MVby+/vwWKyA/D+EzzICFvV39LzeNuDgCXAbvamo03uubv9d+J9Nxcrvy/XNN9euR68MlVtUXtm+zb63msOdqrgh1DG6wKNGKNqc781VfU78VS8MGnKbM5uY8rdy3VHtuetjxJzit2YXZc1zR3cXW+TPXgrGxX4SnN9PRx8WO7vjNjNHDVOWQRwpSvVWvYxWezwPh9aY3DDk5gAMSXL+KrawtcVanh4R0ydwZc0o8nmJdUklmFqj8uOc0tKHetmrTbd2Pn9V5w5603VnF5SAsn4mVVzXTT2TCr19B4X92NyeZP2m3Lg+a3jLwsFMo7Vv6u/5Ve6duHffSlFTaNNjkuTltc7H073xJGqHT0t6jkMvYOmS/XD34XqaWai2YZV0eoNrQtfIevHvvxxtXQ5ur7v8AAwfNL4hAAd1sb6Cm25m30+oUEmOYTvy58vcyHMdBq89a4llr3dxrPfBs79dx+fW+Am9Ou1VtlMfX8+nDNBvD22YrXdKtvfbqfQBiASCy7C8YKkFd7PfGOBYZVw3nb6h1Pa+KPFQBlRWWqemJD6lI75H0vhOrp8o3QuLy3fKnKnTN32rrwUic13RxjGCjmq/S6r+BxsVN3oV62mLu6+ufqeSjm9aqQVinPo/wdr4XBNutpfTquxnb+b4FVeF8TPTcSlHtV5oi3XV68ejDSS2ZF6iSw9TGm/rwmOUpx5Qe2L6tHV36dBrhcgMP8nTp241qYn0aOYS+aKVaV6tb5zyuFy9OC1dLnaaLfNjfmlul1jmxVFfPja8sXPLJl8kTmIu+IsG8jzG9SAIS3cexeMtV162Z6F3xldYxcl8y2/O5dfxWp22+lUp81qFtqypWzcXt/A9eFRmxyOKrs0iJ35UuL9OH6Td23RJPxZlgNs3tf717nA0WnomZcuzSPRRxy2NnSusc8Xz02IMRLvHSxSo72mH+8bY452nqBIxRThSmhOu3bGbMU0Dpa8pCXgzSSSOwFFxDlPXEA7DWfVGpNRbbq7vctG++aPffiZjbXNjNuaCr2LQ29qd9gZvLlv0vbZELG8NXjrw/W1U8vNHPLkAvFnmS7L659duIpcJMmvYAKOlbFb5+fD4EebOBWtpO+ztfo+vvxN98RMErity+WB6G0tj1zXBfeYTluOw1misXW+z+pngKbY07fEe+Dm9WySYuz24ycWrr3ydPKIAYwFm+95yjQ1lx8um6UblG/ptw3S1LSoi8tUF/FZYWXLOPXtXAbNu1SmWT4d7ljse2xXpwnShdRB5lttKqgPrnqG2XpkJW/OsZarNHoen148aaNtZjzU4skXZfzqv2bqnIOlSfmt9JU/8A2XYzx4iRytxuUbr4uXMqEuNxkbn0zQ6ekMLu2TQGc+UiNfiblR1BpboFkYa2BpzfM81GNs9c1LF9QYLnzbtLflUzl7Y3ztx6fiqrlwCZD5X77r8zbZTLCr5qjRJ6YjiiigHKY72cBzXlf2c043C6Ohn5Y4GKXxc276R3Pk5b9Nlxbwj7+WytWY9TG3tt8/XibVmpZmq3OlART0Cr605eNdbmiL6G/Q39337HTgYrgufMbRw1eQcDuFVZ89+D1NWyJFGi2zduqwZOu7RLHV4luKb+qu1pVVWM/l+RSmeZVpvFFuPL1qrenYe1FHrqGXe+o1VYTo/59OAjLuxxmn0FCy6cIF7p8i09RjzRGxzhkGIyCWQvlZP5+/E4dzfZbB2tux6j13N+obpTz7PX12/n9eD5x3z16RPft06cJ5rbqi2joYzh+XW/W+GaUqj13zb5aqwSsu6e3eqFM09XO9b9Keoxwdds1u3wejDsDy5XGS6UbP57W1Ppa1Xg2TNZvoC+/wBfbhstUjhza3XLbQFYPfI5v04IOUT8MvSlDorfmZVVfX2FWugBG4yM46SvudTy7bU7PGasUAeUvO2aQv4guxEy3y49VQ/FHN1bWdhkbXjbPq9+KGxcxeWNFBeC8O+zTIN9qvfORjJCtu519cVxkdNjUhBFpNvLFnhN7ByY74TheoA5Y3Q5Vcgltdvn3pxxRNpOapvc/JMOEq3ph7Y4bKNxa2DzNLm85re5dTZPS06UpSkBzs5SvDmTIjiIHxXzW3m+lPM7V1nbCCdFDEiNPxBu1dtehxMD0QlKRcoyqSr15msfial1y3hc8ZpRUqVEXNp15GW5luyj1NsvE0Z81Kxx0MbZ3CslhTinbq0glxXrsMZCfFY3TWLzgX14BllXSbdKC2R9K97T58at4p3Onm36dPy4zU+LOG6TrvXK0g1g6XtRXGxldmVc59t97tBK644gYt71hO19TZxQmzW5vfAyrLLdMWPWkSpdk+XS+FQk08uSqyRWs4vc23O4dafa6fESVXJy0F+t3haquBgtQRpx1+Gr2bqsHsVXBDlWRa3m1lbnO65bu17dQYwwVF2771TQfs1g9c+nGT82aWj1xHo271mw7b9jSocKMfLZ2w27JnqXvaG2yvvcEbW/VrKGO3W79e/Cn8PmK2bdqj0LeY3Cr2DFhxkhcFu6XvW7i6/8cEw3mklhtl/1MoYc4uz04UzusRKPXLWVvq17ebjJ2blgY3qqae+fzvj2pTgbVkqNDdViiMapcUec2rgp01urF7+9lZ/U9PfjNN322aLrETmff4OnU9uFw1LVTmea2O45yNIlrSmS+GR1Ph5pP4DoWROUXpRylvSrpdyK9PWhLTIGn/Wc989/hqJy8rtUnfD5q4Cb8XMSZRa8ykjGMJscpvW+37KYyAARUEX8Foh2Gt/esInAy1cpJTyjjP4ea0/l/PhDBQ8NzSgeU5tlkBnmLlKTUc12AqzvJqxCZe1oue6+nr2+vFJLzb1lBWuW2+ZIjgNyN7egKfExI+S4qPxxVxV0ZBOa81frVDfhN1oej15U5b33Q9nr+RwbPYWjOUznq74DaQZ+fC+b92rqqe0TNrdmX3xjbjJStXAd9ohmq3xk/nPEUwlltCrvG76EsGPmUfLJzpali7sAuihr2v8APvxhOJfzzj8V72dl6dONhHLVBIoZep8QoBtd4fz4ASZYp23t9Nsdacd+HxGSsc5+Jot8zn1aW/ThdRepnrg5Kk2Nly379Q6VwUdV8sC6U60Ml5Ruh2re/wAuCPeJ02MqskZppLtc1OI79z8zj2pzrVK43MogwetWctV0TKU8Dq8t1AQTC9fh81MSut9TunxLjIjVxfUGru/yzd1+vBWk6HraNXvSPuu53peHT1qk1UUsUq1uljcs4eXAFZqOXhOlqkd1kuYgINbNYwuO++2/GzknKMa7xkNSprbGMMbjmrzanADPCtUc0gxhSlBzsMe9WdzhsfDSkWMfnq6YtYtHPHvB+ClqMuUZEYLNImI1RKQbFplwczku0Mf/ANJfLb/3I/lxU8viHw3iE1CZLkk3mDysUMy8oJteM+V7nGaWpzuQVchEsMMkjGgKNivhdt+FeG+HV/5Uf+5ocTavw/T+HEax04yi8uVV8w1nICFdu7/C6NGDgWiRFciUuOar5S/wuchTdcc9/H7f5cXz31f+a/4dbjX1Lz4q+0IQ09RNPVNQj+MKjLHQkWBtSe3EfMxleSqwWOyPqXWffhfSHv8A5ca7R/nrLh1+s8zIphqRupHSs4q7p6dGy2srbzVwPK+bNVdjYtJu1+qNntxnh9/lH/CcAb/T/DxlY8zq7b3t/P0xdY/hwXMUXLDlPUoxir3enw73Vpfi/nvwWtu/z0jwU+WrYd7wBuYqgO+/ezG/AyS+YbvfG1uKB7Bj1rpxRP8A4Ev+Zp/9rW4drbP9vV/7JxBz2FYTNWGTm5sm525fRIve+Cg0vMoxvDZiNsov7LZVPrwvwfxH9o/x8V6fxv8AbP8AFLihEcSLDPvhzd0mQzXod+GXKg5Zb/EWnNIlRQbvlDr5FzdRGPxvt/8ATjD8PtL9eC16Tje/UyegdHGaar5VwcYxtzUb6VJ2mlIY+FtxjOzwv7R/4k/7Uv0nxkNv70P/AJcCt0pb7ctl+heaaQrYc08K2H94q0x0ZJ64M+/pT/H/AAaf/qf4niWPxz+fEpFJUU5h2biKVmRWRY1RZnbPAzXFiFFYdo+XmugXu97utuB+zP8AiaX9vS/WPCfGf8WX9r/LgYfqNRwXdu2Rpii16XV1nffgJzXNqGC8PKbNbYKKv8uN8Ztp/wBn/wCXDvsn4/7r/wBufFC5V7S83N0usgRoY+3amo0vGabgkfFFumkwb1I9Dfs36zw+H+f2eKNH4Y/2p/4TgNY46ZqI5CzL5pJXrubpVXwetg5m+bO5XKEYox81I3YmECt+F6PwantH/HDh3hN4f+p/i1OCBhygvKsWTuvSvxRwoSGwvcossKfMN813KFVdRlzN9Kuu7zUXx0tb/g+E/tP/AMeOVqbT/wCZr/4Ti2YnN0fNLF8yNKdER6jbZHLXM1ti+J+R7/8Auj8+v6Y7Y4Lx/X/m6/6aHCPEfF9P0OJrUj//2Q== 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
    fuente
     
    Cargando...
  2. El guaje

    El guaje Usuario Casual nvl. 2
    62/77

    Registrado:
    4 Sep 2014
    Mensajes:
    865
    Me Gusta recibidos:
    433
    Está bueno el tema, pero no entendí el último párrafo, ¿Qué idioma es?
     
    Treach, ap85, DaniSpecial y 2 otros les gusta esto.
  3. Felipe B.C.

    Felipe B.C. Usuario Nuevo nvl. 1
    17/39

    Registrado:
    18 Oct 2017
    Mensajes:
    69
    Me Gusta recibidos:
    43
    Mmmm, 600 años... se puede salvar a la Tierra en ese tiempo ¿ no ?
     
    A Agnostos Theos y DiegoVV_95 les gusta esto.
  4. Rory B. Bellows

    Rory B. Bellows Usuario Casual nvl. 2
    62/77

    Registrado:
    7 Ene 2017
    Mensajes:
    536
    Me Gusta recibidos:
    370
    Dos cositas:

    1° Primero no hay donde ir. Estamos lejos de todo.

    2° Todos se imaginan viajando en naves espaciales con familias y mascota incluida. Criogenizados tal vez, pero eso es lo menos probable para no decir imposible.

    De huir de la Tierra, solo serán embriones acompañados de androides y uteros artificiales que se encargarán de todo hasta la colonización del nuevo planeta. Si es que no ocurre algo terrible en el trayecto o aterrizaje.

    Por otra parte la Tierra si o si sobrevivira, junto con un puñado de humanos que comenzarán de cero.

    En 30 años más comenzará la caga.
     
    A Agnostos Theos y DiegoVV_95 les gusta esto.
  5. 13ikik13

    13ikik13 Usuario Casual nvl. 2
    27/39

    Registrado:
    7 May 2017
    Mensajes:
    122
    Me Gusta recibidos:
    28
    quiere salir corriendo que simpático este tipo
     
    A Treach, DaniSpecial y Rory B. Bellows les gusta esto.
  6. teator

    teator Usuario Avanzado nvl. 4
    262/305

    Registrado:
    10 May 2009
    Mensajes:
    16.748
    Me Gusta recibidos:
    764
    si andas buscando un lugar..donde el cielo se una con el mar....
    Vuelaaa vuela !




    con tu imaginacion ;)
     
  7. remesagon

    remesagon Usuario Casual nvl. 2
    27/39

    Registrado:
    31 Dic 2011
    Mensajes:
    156
    Me Gusta recibidos:
    66
    Que alarmista es Hawking, en los últimos años solo se ha encargado en predecir solo catástrofes. Es fácil hablar de cataclismos o guerras, pero lo más recomendable sería hablar de soluciones.
     
    A DiegoVV_95 y DejaNxc les gusta esto.
  8. normaly

    normaly Usuario Nuevo nvl. 1
    17/39

    Registrado:
    24 Ago 2008
    Mensajes:
    139
    Me Gusta recibidos:
    1
    8 mil millones igual no somos tantos

    Y el mundo es enorme lo que pasa es que esta mal repartido nomas pero así como hay lugares en desastre hay otros que son de lujo
     
    A DiegoVV_95 le gusta esto.
  9. krixtaker

    krixtaker Usuario Casual nvl. 2
    37/39

    Registrado:
    27 Dic 2009
    Mensajes:
    1.776
    Me Gusta recibidos:
    20
    Mejor que desaparezcamos todos no más. Nuestra existencia no tiene ningún sentido.
     
  10. egolein

    egolein Usuario Casual nvl. 2
    82/153

    Registrado:
    6 Oct 2013
    Mensajes:
    3.765
    Me Gusta recibidos:
    436
    aunque marte sea una mierda no es mala alternativa y la luna igual.
     
  11. Kaeleme

    Kaeleme Usuario Habitual nvl.3
    162/229

    Registrado:
    17 Dic 2009
    Mensajes:
    7.200
    Me Gusta recibidos:
    1.589
    Falta mucho, todavía no estaría ni jubilado para disfrutar mi vida de trabajo xD

    Apura la wea poh, "jopkins"

    Atte
    Klm
     
  12. diekone

    diekone Usuario Casual nvl. 2
    42/77

    Registrado:
    19 Jul 2008
    Mensajes:
    412
    Me Gusta recibidos:
    126
    en el ultimo parrafo se le pego el win de la silla a Stev???
    jajajja
    hablando enserio, se agradece el aporte!!
     
  13. 987l123l7654l

    987l123l7654l Usuario Casual nvl. 2
    62/77

    Registrado:
    21 Nov 2009
    Mensajes:
    2.561
    Me Gusta recibidos:
    141
    POR SI NO LO SABEN EN ESE SISTEMA VIVEN LOS HUEONES MAS MALOS DE TODOS ...
    ESTE VIEJITO ESTA CADA DIA DISPARANDO MAS LOCURAS UTOPICAS...
     
    #13 987l123l7654l, 8 Nov 2017
    Última edición: 8 Nov 2017
  14. ap85

    ap85 Usuario Leyenda nvl.7
    732/762

    Registrado:
    16 May 2009
    Mensajes:
    66.806
    Me Gusta recibidos:
    351
    habra que llamar a bruce willis, hombres de negro :lol:
     
  15. Frank_

    Frank_ Usuario Casual nvl. 2
    47/77

    Registrado:
    13 Feb 2011
    Mensajes:
    4.619
    Me Gusta recibidos:
    75
    Pero si solo son 4, 37 años luz, 43.1 billones de km, o 30.000 años para llegar a Alpha Centauri con la tecnologia de hoy en dia , casi nada, mas bien la nada misma... Mañana preparo el tocomocho y parto para alla.