{"id":2700,"date":"2025-05-31T12:28:08","date_gmt":"2025-05-31T11:28:08","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2700"},"modified":"2025-05-31T12:28:50","modified_gmt":"2025-05-31T11:28:50","slug":"%c2%a1la-astronomia-que-nos-habla-del-universo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/05\/31\/%c2%a1la-astronomia-que-nos-habla-del-universo\/","title":{"rendered":"\u00a1La Astronom\u00eda! Que nos habla del Universo"},"content":{"rendered":"<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Curiosidades sobre agujeros negros - Nada puede escapar de la singularidad\" width=\"330\" height=\"185\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mensajes desde la cuna que vio nacer a los agujeros negros\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMVFhUXFxkaGBYYFx4aIBoXGB0gHRodHRgYHykgGiAlGxsaITEhJSkrLi4uGCAzODMsNyguLi0BCgoKDg0OGxAQGi0lICUvLS0tLS0tLS0tLS0tLS0tLTUvLS0tNS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAADBAIFAAEGB\/\/EADsQAAIBAgUCBAMGBAYDAQEAAAECEQMhAAQSMUEiUQUTYXEygZEGQlKhsfAjwdHhBxQVM2LxcoKSJLL\/xAAaAQADAQEBAQAAAAAAAAAAAAABAgMEAAUG\/8QALBEAAgICAgEDAQcFAAAAAAAAAAECEQMhEjFBBBNRYQUUQnGx4fAVIjKhwf\/aAAwDAQACEQMRAD8A8kqU409StKg2npN+kyBcRxIuL4iMYpj\/AKn9f1xKoBJ0klZMEiCRwSASAY4k4sQI4JTZo0gmGIkTAJG0jYxP54Hgqgq11uCJDD5wR69sEA34l4VVy9Y0ai\/xBpspDfEJEFZmxwpF9\/n3+uC5XMsj+YrsjrdWWQdXaQQVtN8P+K+KpVo0Ka0KdNqSkNUXeoSZlvbDIWT3oifGcw5ca2mqeoL0hidulQB9Bitw5mqKin0lWC1GUOtNhrBAMlmA24UgEAnCwCxuZvaLcabzeTINrQN5syQGyIw7l8wgplGU6tYZXBMgRBG8C8Ha8RbfCgQxPHJ7EzAJ9YOC0qOoWMtIASDJmZIItAgbkHq2scOkIzZogR1TIkQpN5gAzAvvadxzIB8y7MtJdCDTTMGmBLCWYmppO4vvBCgcYWQ8bg\/u2DBDTqQSQVJ2EwRwVMc2IPrvy9CWQQlZAO6wSL2MGPTsfmMZogBoO5Exa0bHve49RhnLIwqKGlRUjV1eXqRoMaogA2uQQLHYYiXYqKQBI1kgBiZYgLYA6TtuBJnciMMkK2TFcaUC001ISzP1EvJBAZWOmF2sBuZnA81V8yoWCIgY\/AnSq+gk2HucOUV06Sh01Y+EQQREyTPxFreWV2iZJupVIkwukE7bwO0m\/wA98OoiOWyCSpsBKmZ32+oIn9ecWdCaSLf+Izo4UiRCz8QNvfuML+H0NRgjpkEm33QT8RHIm0iTG8YLmpdmqbCdK+sQIHcwRh1EnKbukK0s46MGpuy6WDLpJEMNiPW5v64AqEztYSZIE\/Xc+mCvTgkfv8sa0\/njuAykRAHwHSDJ67njbpkRPYc7xhqp4c6UqdaojBHJCGBDhGIeTMggwLjAmoEmAt4FlM8AzYni5HBnaIxOo5sxlxM9f47FuTPEzuDgcQ8gvjWYpVKrNSRqVMqulNWuNIAEm3r6jCqKqnrVvukL3UkHnaV5v7XkRKEyTJ7kybn177n5HG1rOp3uJsRMEiDY2mLfIdsBxGUgFRQNQIM7A7RG8g3viNepqJbSASSYUQBPAXgDD+aV6itmXbUXqFbtqbVZpOpi0aTAYztHqFcvRDsiyQWaD0yADFxBk82jgd7SaHsCsrpZWhgZESCpEEGffaDxxbGVWXSoCkMJ1MWnVJtaOmB7zvidRCsidwNjuphhMH2MHYjuMWGX8M108w9Ooop0wpioQrOJjpW8kE3APbCtDcqEstX0AHUGDSGS8gCN5EX4gnbjF3m63kUpoPrp1Vi4AKEzqU2uRwwPE8EDn8sBqBYKVBEhiQCDb7p1Hv03xPJ5grquNMfCZvJiB2MXk9sA5rygZQspYAdEB21b6iYOk39LD33wxlfGKtOhVy6sRTq6SyiLsptJImInaLxgWYphQYUEMQVeTKgTIsYvImRwIwpH79sTaoommjR2\/fzv9Pri1bIp51Gm9ZRSZaZLq5qBA8a\/ujSZk6ItIBJ3xX5pEDEIxdRsxGmf\/XjtvxgTH9P37WjCjlj49kaVPMVKeXq+bTDQlSIkYsftX9kquTWlUaNFYakGsMQOAxAAJiLgDFD0Bm+JhfSw6b\/dJBBt6b+uGM3mXqQGqlgiAjWY7Sqgm8E2jcCbYSV2NGq2IHGxTJ4P0xKgF1DXq086Yn5TbfElzVT8bcfePAAH0AA9gMAKIKAdzEC1tz2t+pxiMQQRuCCPcYZc0RSXTraqdQfUIVRI0FCpkmNQOoRf54WVZsLkmIHf2wUBhvLqVNdSC15dotqck+0m5j0PAONtTlPMNRSxfToJJfadW0aeN5njGM5NMfAACRaAzE3luWAiATYTA3OBFzM22jYdo29v64ZCsnVZSF0qQQsMdU6mk3AgabECL7TziGJqFGrVO3Tpg9VomeInbGqZggxPp\/1hkKzFPrhk5NgoZiFDIWQm+uG0kDTMNM2Mbeomzz9AvV\/\/AEk5dfJ10EANQCmQXpU1vIUkm5NpviWVpK1KmtSkYTzGDUwdTyNXXJgARuIgSY5LpWJKVFStX+GUA3YMT\/4ghQP\/AKaflgz5JhTDaWmSHsYWfhBlYBIDmxNo2jB6maTTKKyVNVgoGnRG+o9RaflidbxbM1HNR6jsx3YtEwO9uBiiRJyYg4E9MxAme8X+UzHpGC0lPaQoDEEAbx3mbkd5HFzhzLCsx\/2xU6WYgielBLHuIF8aoGm8rPlaok3ZSRtPKieb4okK212hSuGBKsCsE9BkaTyIOx\/PBs0G1aXQKyhVjTpI0iLjudyTcnG6lKNUnVJswMg7yZN5239cYvxAtLDm8SNt+CP3OKKJNzJU6jMxLNJkHqJOoi0FtxYnkfpgq5ZtWkEHST1SNPF5NgCY37jG68OSwGmwtvJAAJsOTJ\/rghBiJtvHrt+\/YYqoEpZB37NZWg1ZRmXKUmI1OJkC\/odyImDGEsyi69KkmmrGCN9JO\/uRH5YYal2i7HaY24m\/PN8Y1AAxOra6z+hH7th+G7Je6hTyVMxIsSNrkH1Nun3JIjnDPh\/hBqvpLpTEMddQ6VOkTvHPHviwo5QqQyp16jpkdIgC3UYLCRbieZxvP0D8VaprqyQUMnSBtJ2\/9RtGO4i+8rEsnl5YEV2Diw0BiYjTEiItAjth+v8AZ4BRS8xAxbVFRSjr07GfumR62mNsQ8t9GstpQ2nTvYiFkXtN\/QcxhSoSs6RG4mxPzP1x3BCrLL5LTL\/ZHMUuv+E62JVWDkgbiF6oIsYIkEjFX434ZRopTYFndwxdCpTyyDYQBF\/TbC9LMuhs7DnpJHUAdOxB539cEPjVbTpZywO4YAj3vYn1jE3B2XU20I+Htrqogpr1MBGgtv6Ayfkcb\/1ZtITy6BG96KzPbUBJww2VR94pk7GOknseVwr4l4a1J9BDCVBXUPiJA20kyCZAI3ttxOUWi0JRlqjo\/sV4TSzrulQ0KUIwFiDG8iemQeZkR2xrwz7KFxmjl6lCqUR1dKguASIdGNtVrHj545OGQsLqwlSDIM7ERwd9+2D0a1WCtJ6pXQXcLIAkQ5IB2iAW7Yg4u7NNriklsXoDy3dGpCoxDIAS1nJgMNJEkcDa+A5+gyVGV6ZpsCZpkEaD2hiW+pnFjlqq1BoZmFWR5dTYQLhXi8zEGbYQzju9RjVYly3UzkkzySbk4Vo6Mr0yw+zqU6rf5eqwQVPhc7K\/BPpwf7YU8UyPkMEZtRg60uNDgsok7HYNbgx64UNTq1ABTaI4jFh4nU81BUklgAGJETIsfkemeYwr2gr+1\/RlYKlgpJK3OkGIYiJuD+FZtcCMTzGXgF0Dmlq0q7LEkCYMEgGLxJxgUC5VgpQ3gG45BIgDzBFrgSJPJKubcIaJVVXUG06YIYCPiI1bSIJi873xNosmJnGOZ7z3J44\/T9O2J0n0sCVVgPutMH3gg\/ngjBBTEEM7G40noAsOuQCTuRBEabzICDIjWpaDBIYwjAqQywwDX9RMEcEEHC+LHwTwatmqnlUE1vDGJAsok3NsIshBIIvgBC52qHqMyyAxJhmLGSZMsbt7mCcDZyTJJJAAmdgogfQAAe2N1FANmDCAbSBJEkXgyCSO1rSMbphdLEk6hGkASD3kyNMC4sZ9MFAbIDB6ThRemGuLnVxMjpIsZHr0iIk42uWcrrCkqLTFh8\/rizPjdarToZZzTNKkYRWRQBqMEs4GrYm82wyFbK7KFROsGIaCG0wxEAmxkA3IAk9xhhnpCkqLd2Yl2KAadMhAj6p0kHqBjYG8YYzOS8qs+VbyajatC1VLMFLFeoFLsAAREH4msTiuoopDam0kAFRE6mkCJnpsSZ9I5w6Esf8ADMg7ipUEaaQljI4MWPPy4wKvWVySWNlJEpuxIGmzGwFwe82w5SXRlzJQgsC1MtBfdRp0mTF5IO0YSrZUKg6j5utleloIKaYg6tjJkRxp9cU+hJbbYbw2pRBIr02ZdLRoOltZUaSSZ6QRMepwHL7kKGYlSBFoMXMQZAGrt3kYhVAOmPwiQJMECDOrvE2kAMO0YZyJhm1eWdaOCakGOSReQ9rc39cOkc2nojQltRhiVW+kTYQJb0AtPqMSoVFAaUViwIvI03BDCDvYi4i\/0EAJMECeL\/TDFGnOzKqzFzfqneBLCB2j2nFoxIykHWjEGm8yII5+EFpHKiSJNrHE6WXJi1ybTsfYn93xrKUSxCyAL3gmBEknSCxAA9Yvg1JYMbie24+e2NEYmWcvgm1AbaSukQ2ozLE8QBpHMHs1ztiRpg3Agdt\/1w7TBcwTJFlYAzba8SfncAfLFiDKEMAamtSCwloVY+IiCv8Ax9t8OkZp5V5E6OV\/24IMsQZNpEfQQRv2OH6UO9Sv5VNd9KICArQBIXmN\/e+MpZMgBoPxETEX\/lizbw8hlThF1NzcjUfc3jBaRkeftfzz+5RpS21GB6CWUTPpJ\/dsCXLTc6eSAfbvudrA84u\/I1Es37Pb2\/rgL5bD0R+8lJXQsZYkwI32gQAOIGA1FgQBF59f\/qJxeVaUkmBcz\/aNo\/phatT6WHc7DiOfa+39sdReGdPVlK1I7AAkgkkCTAud9o0zI4m+AVKCyAoa6jcj4vvHb4d\/bk4timkFSimSDJBnpkQIIsZv7DC2WqqjKWXWs9SGQGERuDOxItibRshkIeAZijTqk5ikatNlYaA2mWNgRbg9sRFXUOoM2XBjUVnymebW+ZA5j6ROVsSTaDIH4N1gmwGoRvIPBvhcOVDLqPlPGpdRiYJXUBuyzO3fEZI1LasW8W8Nei0MVbUNSsGB1KSQG73g7ibjuMIqxUyJB7i0fTFmqlx5UEkCU+fA9Da3f3woc3UCPS1HQ7BmXeWWYJPzP1xGSL45X2By+XVomoikkiDqnaQZjSATCyTYmTa+D+J0TpV2K6vhYAyZABVrbhlIg8wcLNR6isgxytwfb5Yufs9kGreZll0K1XyyjuYAAbveNU\/UAe8mVS2ihFCSoBUltMCYu3BJgD1vzgmVqmdLE6biJsATeB73xOv0O4dYdYAAVQNSwDqUiDYH3JkzfBqwo0WAC+dNNS3mBk0VGWSF0P1RIMneNsTKP4EamXIZlkWBJvAgCSOqJ225ItNsDpU9RIG8WFrkbySRFpM32A5kWvidFSlOrBIZSpgx1qLbg\/8AEn57Yrc7SCtAqLUELDKCB8ItDAEEbH2wklQYO0ADc2+Yn8jviMYZdGQ03izdSauoEKxWDIg3WCO2BV2BMjcySAoUAkmygHaI7bxFsTKj2WzQoBHo1ZqurrUGhlFPqEQ0\/wASVEmREGIOJU8+qKvmZWi5aWDtrBYFiNkcAQQREDbCFGppnpU2I6rgeoFriPX2xPxDJVKD6KihWKq0SrdLgMplSRsRbACLxgtQkmCoUgQQFC7byO+JZGmrOoep5a8vpLaY2MLfeBbvjeZcOQQXd2u7P8RqHeDJ1DmTcknBQGdD4d9rqmXy2YytJVNKuI6wCw4JlYv7jFZXNNINLWzFaZDsAuiosFgFvqGwBnieYw4\/2ezGmpXK+dSpsVasrEqTeGDbnjHV+N\/ajIVMhRo08uiVQVDEjp6Ykkr1MDv398GKT6Ola7OS8G8BzOar1EQKaqa3cMViVMtY9JvxtiroVWQsBpuChlVax3jUDBsIYQR3xgrlCNB0kKVJU7zPIN7GOLAW7wCEGCCDvBHe4\/IziiJMdzxiFt8I7H1sePliGVQgwo1PaFCB7DqO83ECQBcapMSDZ18w9OtTeis1EAqfAGXSFDA6I2Ak3tEbRiqp1Czs5\/5MYld940i2\/tivklHoizzz+\/7bYki\/v9MSFQAkxH4QQDHVImwBtba84jTMfv8AcYrESRd1fs\/UpUqdeshFOqr6CD94LKyYIgki3oR041TyGYqp5gpsy9K6wluhYAkDhd\/aThnxLxR8wpJGmirjy0XpRJBsqSYJgHe0HecT\/wBbqtlxljUby9VlnpUd7XP8hNjNrQi6IZZq6j\/GJplIiXW\/AMke8Yt8r5aIQrBi2+pDYQQeY3MgxI0j1xVUqeLvw\/LaVFVgpuQqnkgSSR2uPni9GDJNoLlcgxMoRIPDcjsf0g4vkyzStOqtio0GLqew7ieP+8V+TqvM62B4CmAPkLAe2O78By5emBUJYgk3vIPv6\/zwuWXBWzLiXvT4J7\/0JeE\/Z4k6WsAZBGxEyP1OLbNeAA6zF3I\/f6Y6GmFRR+QwN6pP9seY\/UzlK0ezH0GGEOL2zkK\/ggmALDAKngpI2t6\/njsyuIMgPGKr1UjLL7Nxs4LM+FAbnbsv98V1TLobaoAEQUiRPJQyY3v2x6Dm8grDHN+I+GRxjXizqemzz8\/pZYXcV+pxucyBRukgibMDAsbXmx5ibYqGoAkydNjwTJiw+ZgX746itqQmBHBHeOb88yNuMVWdyoUqwJ0mCCLEXuJ4IP8AXGgTDlTZz70zEG34Z\/OMBr0BphdRZdRcyNMTA02nkXO5IGLLMFnaTLGSx1GZO7Ek94k4rszTsD39t\/Xt\/fE5I9PFML4OtJ6qCsXFNCJ0XbRN4nc6jPzNsJ\/aCnTFTVRLGm\/UNSgEHYixI3xJNVKoNQZYIkEEHsd\/niOcQgGmBJVrbEmY2tNyJgd+cRkjRHUhGj5UEOGPIKnmPhg2An719tr4by2UZaLV6bjUCOlC2umAZ1MVEKLfikQLXwlRpljpVZJFvSLn8hhwEpRCDXqqdbaSRNOCII5Ex6b72OM7NXwVtNyoBVgDrBETqBXYgja595GI1qLoIZCsk\/EsXUkEAkSIIIIHIvtiJwxl846VFqHTUhgxFQa1Y2JDBt5Ag823xFosmO5QmplnphSSsOIBOxhj6WI+mKmqzQoYeoYzJWygSd1GmB2viw8PrTUfSNIYNCgnpBBgSb22wPwfJeZWRQVBLCzNokA36iQBAHcHtgS6s6C20I+VEFpAZSVIAMxIHO2oQTxexwI4c8QpUlqOtJ2dQ8K5XTqXuRJIO2FX\/Pnb9ALYkyqNFSONx+Ux+oOIHBswiAjQxYFVJJXTDEdSxJmDaeYxA1LAQLCNze5PeOYtG3eSQFBK2mSyAhbABiGM6eoyAOZ4tI5vidWmA58tmZRpIbTpNwDtNoYxM8TzgTsDFgIEWtPqfXHUfYnwb\/M1RTITq0wxa4g8DVF\/UHYRGClYG6F0+0WYFGpQerUNOpLMJks5BgsWuQWgnnFBx6zj2j7c\/wCH1Gjl1qKwEQGuLjkgEiY7TeeMeOVaZB4+o\/rhkl2gOTemRVgZBmODuRAMDcCCSJPG47E1bNu51O5Y6VWWMnSoAUSewAHtgTjpBhYFrESeZImeYna3phrKZJ6zQHQuWNmcAmAWJ1NaLbzuR3w6EY1na7KigQdSr1feULqGlW3VTJkbG2F8knm1VVmjUQCxYLAsLk2thqpT1ZdGtYsJ9hIFu5tisBxWiMZWhvP0ytV1NRauliutWLBotIY3Iwz4DW0VlMUzxNRdQX\/lAO43HthBqhaJJMCBJ2A2A9MWGSRRTZyDuF3AtaYkWP1+La2KxROcqQ9\/q3Uo8tYSpquJZo2DaptOqe+ozMCN5zNGrVeq6hC8tpRQBfaBwMIU67aNFtO4ECxO5BiQTAnvAHGHUpBYgTY9V4MGNS7Ec7\/2GmKM0w2Xx0NSg38NeBTVvQa7\/LcYq8vlhpDlgFM2A2b8N\/YHkAEcmMXFRg2gj8CgjsRbFV2eX6iWmW3g2SRmuxt2FvmT\/THbeEqBECB7zjlvAMvYHaT9Y2gfX6Y7bLUwFtjH6ufgv9nY\/wAQw4v3xJRiKXt2wVRjzWe7FXszRiLLgpGMjC2U4oVZcJ5qiGG2LFhhZhi0JGXLBPRxXjWUAk45zMpNJh+FgR8wQf0GO28bp745HMoAjerAR6CSf5Y9fDLlA+ZzR4ZtHMZgemE2QEMBJtO0Rp5F79M4tM2oxXCNY3gmLCTBsbc2OKSRtwStCedVASELERMsqyTuIgnSII5O3yEs9TYAs6EEQpDLHVBBDbEEQLf0wJ1NxABXebH2g739Jw54v4hUzALuNVR9I+ESSOQFAHHbnnfGeSPQvaKmjTLu2kKshjuQEUXOmTe0iDMg8nAvEc2ar6jsAFUdkUQo+QAwxVq1UpKOsLqIDGYBEEqp2kEgkD0nCi0JQta3ANwOWjYi8b4zyNUdsCj6SGU39tvrvb9cbr5hnd6jAFmJJgaQC3MJAW5sNsFqqyFiQWViyyZhoImSpgkEq0SRMb4Wj8IO1+bxJ29sRZZFn9mWQVkFQAqWE8GBIMHjfaLwO2KzMqByPiNovxcmIIPAn7p2m7Ph7jzaWlYIIm5OozM+loEDtgDv8UiVNhZZkGReJ5vETtMCMI+jl\/kG8KNGW85GcaH2cJDGAjcloJJKgEx7HCVOoVIIgwRxIMGdj7YsBmcuaNNDRYVFdy9VakF1I6VAYFVg8wecIuy8Luo+K5DWJIiIuCLzYn3xNlUb8QzLVaj1G0hnJYhQAAWvYLYe3GNU8ozAEaYPeogPbYtIwTKILMOt1YHytBIamoLuSw4AW4jYk8YWqNJk\/Idh2HoMKxkSoUyxCqJYm37Nv+sdF9iPGFymao1qnwDqs3Am1pgkiIMbjYGcc0Ygb+v14+UYKjlCwBFwVJFwRN4Pa2+OOPSv8R\/tqc1pNIxl3sgJGoFQNepFJIudzvxjzRmnBq7UylPQHDwfMJIIJnp0gCR07zN8aylDzG06kSzHU50jpBMT3MQPUjDrqhX3YOf37YwY29Qnck7m55O59z\/LDFSo9dyzEFzE2C6iIAgCNTG21yZNzh0Iyw8OOqjUXncD2\/tOK9FGqDtN4I25jiYw34IxWsFMrJKtwQD0sD8iQRhnx2g1Ct5RUDSAGAWNRu0nVI1AMRqjb5zXwQWpMr1qLo06Bq1A65MxHwxMRztNt8Nt\/tUx3LH9B\/LCCHFnm86KmgsAYp6ZVQnWSWJMTqOoxPI7YtASasgKZG\/YHfgwR+Rw\/k6eogLY3J4ACiSZJubEx9N4wrUM8KgIEiR8SiCYF0kyYMC+LOkoh3RiVhVuAhIAUEQsjt7i+5xoizLlHvMDKG8sgazNW5kkC34Z3bvc3iMW2QQaVYibxHodifzxSeF0i0yelRqIn5CBySSBbvi98LMmXAIYjpmCY2jkC0SO+KrSPLzq2dL4MZg+\/wCR\/vjsqB6RjhfAqkW7Gf5H+WO2yDyuMPrFs1fZk7iM0rHDFp9MLnDCdsedI9zG\/AQHGjjBiDYSizeiFQYXjDFQ4AcViZshR+N05MDc44zPaZiekTcCZPfcWmB7Y7HxfMC\/tfHGV6yDXqXVIIXqjSeGtv7euPX9NfE+Z9dTy6KHNje49sVlSzAchgJEERN\/\/LFjnXnj6YVy6QwqMIAuupQVaODq3ExaD8sXkX9PpFVpJIULJJta5JsNr\/LFr4\/UWnpV1C1hTJKqgAV2b4SttMIOLgx6nAsjTvIGym8xJ+c2vBiPfnFbn86WZjEkndgD0wIswseZB5xCaN+N8nQnlnOsAKzzqCoDuziALC8kiQBfa2+ANUtpUkLcwTN4E3A50j93xsKDzECTPN+PWOPQ4g5iIY7GbRFzYXuIg8bkYyyN0SeZzOvSNKKVVU6QFBAm7d2MiW9MDTMQRDEFVhWSFIDXabAtZmW5HaYtiGk+nfce+NVKjXUk77HuBH5C0YlIpEtvstSp+exedCU6jDgkhTp7xeMVaIDqDOEADssqTqaw0gqOY3NhB74YywC0XczJhFv82kbm0YRLEcDg7Dm4\/XCS6DHtst8h4Ya2hKYRrg6wIbU4upEyQCpi3rbUMX32s+yOYpA1qqL1qCSFCwZ+6FgA2jbk++Kz7GeOf5autSFt\/wAFP6jHpP22+29LMZdURqahiAWeDBgmdEFtNtwMCkNb+TxCotz74hjrfsh4J\/n81od1QRqZoCwsgWAAG5Ati9qf4VM7v5Way+hWKjU8G3pGM8ppOmaY45NWjganhjrSpViU0VWdV6xMpAOpZlRcXOLXIZXKjNNSzLslFA4DUtFQlgLfxEADjVMGNoGOewSk3HBifb3wwi0y58Q8BqBa1dKT06KMkLVI16KoOhosSDG4Xn0xTA4nVzDPJdmYwAJM7WAvwBMfLFhWoU6Yqg1g1QrT0+VBQipeorNaCsgQoIkHth0IV9QgkkCBJgTMDgTzHfGDEcTTtH7\/AH\/LFEIxnJ1VXUSGLW0nVABm8iOqRI3HfHQ\/a3MmuKeZ5ZdLEdwIj6Y5dXMRJgxI7kTFuYk\/U4vfBczqSpTJ+JTHvEHfuJ+uKwM+XVSK8oTCjqJjSqhfjOkQAu9o9z88Tpjons36j+xwXxfMocwz09YuCTrBPmAdTBlUQC3ULYzL1gyFAoE3neWUCN7iYYkTBJ2EDFYC5OrROqRZi+tmEsb2J4JYXO87i4vvixylWKYGgOWLWIPTp0EkQeQCPacU1JT6cbkDf3xaUcuTRJBBZWnSDJ0Mpk24Gi\/aZ2xojIzzi2WOUYeSfxM6jm4UGRb1Zfph6iSrEEEQSInY9p9P5YrcpXphfhLhamrSxiUNiDpPotxsTg1JzvBAMkT79+cWizzs8NHYZKsCwfv8QHfn67\/PHX+F1o9seb5GvxNj+5x1Hh2aamdL2PB4j+hxLPj5Izemze1PZ3IOJK+KvL50RhynWB2x5UsbR9BDMn0Ol8RZsAFTGye2E4lvds1UfC+achCRh6lluW27D+uFPGLoQsG22Gg1ySQmSEuDkzjPGqx7j\/6B\/KZxzub0RJqSfwhTP52+k4e8QdVJ10nXfkj9RilzNWnwrH5\/2x7cFUT5euc23\/39hXMZlRZRG92M39ABbgYXpooCvVaTNknfaAeoaVJmTNhgjaj1Kva\/A4uze2EVDMWVF8xjc6VLQFBkzdo3Ji30wJHoYY7J+IeJBwz1NXmOwCgRCUQIMA87Adgv0o2okMAY2BImbbmYmLbzcRfBjVbqUX1wPhBJvIjcgzG3thN2JgE2n6Tufy\/LEJ\/Q9HGvLN11BLwVAXYTuJgQQoBMXJMTBO+Fi9ogTMzz7Ym6gRebetj2wRKr+W9MBdJKux0gkaZAho1AdWwttOM8jTEBUcHgKACB3O5Ekbm8TbYYs\/CfCxVpV38xEemsw5HWp3CqROuYuDiuZIpySIZhs0kaQd1Fr6jE3seDhzK5ZqdM1ij2MGVOkTGibWnqN97Yi9lE6Fc4I0UxPf3Y2t32j3BwmyxvvJEcgj0w0a0hmhIYkFeocC+8WIkX3bYjZ\/7M5SjWzFKlVbRTJ6mgTfe9rWsDthXsZKkUoaMFratKsZ0mVB9Vgn6Bh9cdP\/iP4LlsrmNGWqa1IBN5gniRjlaiOeshjq1HUQTqIuxk7xNz64myiN5asQy9em46rnSJ3tJtJMD88afMPJ6j9cZTboddUXUwdjBiANPxdUzIsGF5wAnCDo2CR3Fj9DY\/zGNspFiII3BEHGuOLfW8\/lb8xjQOCgEyNrgz72vEGR87TuPbEknjeP8Avb0n5Ysa5pimqopUvQDOWKtqdWJlZ0+X0giBqJ2E6sVeGQo5kjSJVaupQXXVUW5VIIYBNm3B3+7HOGMolNGIrisogOgVQpblZ1HpDKbMJiQYPNexEmJ0zaYmOJxjMTcydhJ\/IfQflhkKxhmUa9BIBMBSATomRLbTIG2CeH1ArAlioBEwJMGbhSQDEdxuMKrEHebQIt6yZtxwecMFqXlgAVPM5bUNO5sF0yLRzvOKJiSV6ZYeNvUfRUeYKBVkQNKCABa4H874WomotPUB0FwJgfEgmJ3Fm9jPpg\/hr61NJufgBn4vT+fuMKvTgwYWLbG99\/f6YsiF9pj+Uya1Kqp5i01cSHeyqYNmI2GoRPG+CZSqLg6Y0lT6gtYiT8QYgwALL74svHvBaNKnQ8msavmpqBKwA4+JAeTcW4t3xQrYwwO2224t\/I\/0xaLJPapltka705kShIDrNmkNH5SQeLHD7a1VGV2NMf7Zn4TMkRPQZv6nbFNlahaFvq2UjtyD6RN\/5bMZfMOtwxEepuDv6Ri6MmSJc5KoD8Txcbgnfm37vi4o50NEkiAADHYXFz3\/AF42xzmXzs700aAZ3X\/+SMM5TP6TIVe1xO\/\/AJYpZgy4b8HYeHeIsemCx9Nxi7y3iSjdgT2kfnjiKfixICs220WHeCBEjBVdjMAATva0ev7nE5YlLslHJPF1s9Ep56YuL+uMPiaAwGtzP644T\/Uyq6VPu3f0HYfrgIzLNzzEcmew5xL7ovJo\/qGTpLZ6FmfGAirJs0we4GOX8W8YOsqxI0k3F5+XFv1+eEs\/nh5dOiOqJEi8NNyD2sfliq8dzSFlYGZRQY5ZBpPPovfc47FgjF9fI2bPky6vWv02M5zNVIH\/AOglTeVY7QfiUkAERtM3ETiozWcqFGYM2kkwBcTIgSb2BPc7TvOFGLT0qWkG0Gduwvbf5YB\/nRIbUwbYwJsABsbEQSI4jF2jscPJCklXMVUpBpZiFXU0ASYFzxfAxmFoVKoIJYLUpgpUKgMTp1BhdliekxIO+J5mpKqupGC7QIN7mQYJ3jc7YVoUn1FQoVnUqCSEFyJ6nssqCu4+KOSMTlZtx8VoralQzMyd55nffvi18B8GXNVfK8+mgFPUHeQNtRUA9mJ+hOKs1DIsZBkCAeZESNpO2JO9arpEVG0IVUAHpQSxjsLsfriEzVFl39mMojO2XYZY62Kea5l1ErdATb3ibm8Ys\/8AEj7I08oaK0ipkRN5Zp5vEiRtFonvjmfCvCq9SpFNIcAvLMFsgknqgG3GG6nj6IQxXzqggqz3UQsfCd7wZn7uM0oy5XejSskeHGtiee8CrZaoy5lSpSCwJBmRa+xmcDoUqmbq6dTRpULIYjp0qFJEwBqAkkASJiYwHO56pWbzMwzMXU6GYmBfRqtfSuk2AN1iMVzmwgmLyDAhuYEmRAW9vywGzlF9sPSoGXGqmpVC3UVv03Vd+u9gORwRiNDKmFqMdNMsVLgaoaCY0yDNh8j8sQ19VlAGokI1wJ4Or0AF+2BQdMwYBjVHJvBbvY\/TE2VR0v2d8JTO1ko06bl2otJeqFHnSesW+EbaeY42xXePZUUalRNPl1PwK4ZQhtpDCSxIgnUV2IMziuyuY0SysyuI0lTA\/wCU87bRhyllVZEqM\/mXqGpSp2qqigSxZlgjn70AMY3xNjp+BHMZYoFJKnUoYaWDQDI6o+E2uDcWwvGGKjFwt2ZlUg9Isq\/D1C7QsiTsAoFgIAwHH6c8\/n+xgBGshlKj6nQf7Sly0EhdNxsCBJ2m08jE\/E86r1alSkrU1fddZYmY1y0CdTAtEQJjjE8h43Xo0q1Gm5WnWAFRbXCmRc3HO2FMpTVnVWdUBIBZpgCbzpVj+RwEFk81lqlFtDqUbpaDY3GpTb0IPzxKjXCo6j4nhTKgwoIaQ26tqWLDab3jEabU\/Mkh\/L1GysNQXjqKwTtfSPYYP4jXrMKS1gRophacoE\/hySLwNQknqM++GQroWZweIPpYQABtG9jJm84v\/sT4F\/m8wqAoNJ1nWwAZVg6YINze5BF9rYoxXgLCpIDCdMk6p+LVIJANiNrci2ZQvqATUWNgFkkk8AC5w260KqvY\/W8OFOpUSsxQLqA0w8sF1ICAQYMr1bfoFNVidKAMNPcgrpJIBJKk2vsZYDmBMVgQTqvqmI9I5PMz6Y0pxRCS+gzl65Q2YwQAwBIkSGK\/UD5jFh4gwqKKgEHY8+2KqmCbAE2Jgdhc7cRJwxk81psbqfiHce\/GLRZCcfKN0W4NhKktAJA9LjvtzA7YtDRFQk0gWfYoV6mBjSwUTc2sJ39cIZpiGlusaYWSRAiFiPw7xtbG8nU0OhUlWDXmFEWG9\/8AlMj5YeLrsRq1aCF51Ejq1XO0TNtPH8owanXiwM3NiLRwd9zf+pxZZ1cvWDHLU+vUCQSZPSQdGwK6r3Abp4uMUjWi82uL2PYz\/Lvi8ZEXG+y0eurQdISw+EzsI2NwT6nDL5pDtKg6elRA6RAO+\/M9ycVCMW5k7ATJtFvS3ytg9OmdJYg6QdOoAEayCQN+YP0xRSIyxFvTzSi2kwRye2xAEfnO5xY5XxWHBCjTY+XusDcdc8Tig8MrgPB0w1ussFHq2m5FvrB4xBM2dpC3F4uIEbgT7jDNkHhOrr+KUGY\/wSokxpci3sdUW7HA8z4mDpWiuncXYsZO8T8M+gGOeo5sdWoHqESDEGQZjnbbDmXzBoKKoPWwYJe68awBcWsJ59sHRP2d\/n9B7xHOaSVpudIaAwtMLBM7wZP1xX1H1U5EHTc9wDbY27bdsIHMQBzvb3tguTqAEEkGASQbSAJ0+pkRH9cddDRxEqOa6tZJ6RLxU0s8mDBINzq4BsCcJsSBqgEEG0z6X0mRBg39ON4+eKb6l3BJX05QzyQbx6euMoZykBV10yWaNDBj\/DvJsfjkWv74RyNcYaF5kHeRHtGx5mZK29T2xlPNm2osQCLA\/dvIHA3J2N\/ngaGTMCxFjEH5c\/LHWZL7GZh8u9VBKiArRB0gkyO08+8YhkyJds1YsEsmoo5L\/OuCDOw6dMAiJgmBcz3ufpgmf8YquF\/jOYWD1G3psB62\/FgVcmlUMiDBUgEiQV0mTvcEz7nA6xY0wbimHYIImHIUsNUA7R329ZxFyHUF8Aa9QQBB1CdTEm8xaPS9+ZwNWkFdIJJEG824EHmfyGNhbgL1Eg2g2JkQO9oM\/wBMa80EpbTpABKTJIJOq5+K\/ECwxNsokQcCeRvve94Gw9B9cboUGdwigliYAUavoFkn5Y0TeSdU3PvPM\/r64uqQp5mvrpUxSWmC5peaE\/g0wpKpUIk1D1mW9ImIxNlF9SlekTqZZdVClnAMDVAuTt1HTfc4GKzAQGIEgwCQNQ2MdwCb+uGs7lCqrVUEUqpfRcmNDQVZoALAaTb8QNsC\/wAz\/C8uIuCSLahcw\/4oMR2vhBqBCDJZoIURaZIgAenTz6RzgerE6SgsAWCgkAsZIAJ3IAJgb2BODeKZxq1VqjlSzG5VQoMCLKAI27YUYw1tLEqHpgoAADOoEBXkmJVusxcXA2wHNKoYhG1rY6tOm5AJGniDI+WMqI2lWOxkL1A\/DuImVF+YmTHOBYUY2y+3Hrv+9sWmaFM5ZKhqo1YuymnoIZVBLai4gPqLEdUkAAAgDFUykbiMTovBsASQRBE72kdj2OOOHHekTfWEFMimQiBiw21wYI1EgtcwB2xrxLxSrX0Gq7PoQIsnZV2GN5zKMjE1UanqUsoCQJa4ABIhb8THY4gBT8kkgioHABDCCCCTqQ9Qi0EWuZ4wyYrWzVWm7MCQNVQyNOm\/UVsEsvUDa3B2OI16LU2ZGBDKSrA2KsLEe4MjAgf3\/UbY2gvuB69vpfDIVjWWEqUXzGdiIRdpXaRcvYtERHrON5dUD9TFQFvKaiWsGUDabtBMbDY4jlsy1GotSlUh0aVZZEEGxBIG4vtziNZKhZywct8TyDI1EXbtJYXP4h3wyASqugcmnq0QQNRvdYM6fUkx7AzfEUqsAQGIBuRNiQCASPZmHzPfAwLTI3Aib3njtb8xjBh0IyyymYIhZIZTKnYqy+vF\/wBMH8V8azFUt5rzMyIA3dqh4n42Yyb3wpUEornzDUZmGokEFEUf+0jmbRGC0QKoCyA42n73pPfFU7IyXH8gnhIoEt5r1KZC9DU1D9c8gkQInbtiX+oB1K1BcgdYAJJB3M+lpETAmcbroTR6tCtRgBRTgulQklmfmDAvfqttivpvNjzsJAAJ57fphoyBKKZYtldIRgUqahOlWJKw0Q6wCJA2B2IM4CHPI2BGwH\/fzwugbSxB6QRN+TMWm\/PtiyTNVDrgo4WmC0xC7LKyRqYSO9ybEXxRTJuD8C61jESYmYm0jYx8z9cGphxpYCdiJAYfNTI+RFx6YHUzxiQEUcAKpPO53G\/zt2xLM5iqD5dV3gCQoII6llYAMXkT6fTD8xODDLVklmOtrkyZmLkknfGqeaYuHDaSCOq9vWwMAWFvTCKVrAGIBJ27xud4t8r9zjGrSSx+Q\/QXvA\/lhuYvt+R3NZtn0l5JCgBid1UBVHsNJEjA1eWHEn9fe+EpMTFp3\/f7vg1JodfQr\/XA5hcNUSzFXUAZ+EBdo7xtv7m98BdxPJH0n9YOCU21HSguyx7neb7dvae+FUeDP5d\/Q4nKRWMSz+z9MvmKSBo1Oo+LTBn8R2x63nftU3hyNlapFRk0gMrcMCYPINseMNmAdTGZYSNIgKwNl3jTpHHYDg4FmM2zlmZpJMn88QyRU+zTiySxXXks\/Gs9UruB5mtRIXUdIXUZN2IgE3k98VNSoxULMKLxJgsZ6tLHeBpkDgd7k8PSo9VRT1F4JGkAnpUnYmItf0nfbAFGs2+ImwC7\/IfywNeAW3tjOWzxpgHyqZ6HQMyXlr6g341kQeLYF5GmmtSabayRpmWUL+IR0hpsZnpO2IVtZUWOgEARJUMReNwGbTJ7x2Fh0a5W26kqWQzDaTMEiCORIIN8TY6C52gF3I1kzoWCqqQCIcMbySCsW07nGZfJ1npu6IxpoVLsBZSZCknjc4BScqdSgdN7qGG\/KsCCJIFwcbp5t1VkV2CvGpQYDRcSBvBwjHVeSdHyxV01CTTDEEr1EA21KJAYixAkAx2wuj6WkRbbUoI+amRgravLWSNGtoUMshoXUdPxAEaYJEGDGxxvNZWokh6TqVjVqUiNYBQEGyyLjvPphWwpA1rAIUKKSdnvqXbkGCIBEEH4id8QpVdIYQp1CLgGLgyJ+E2iRwT3xOjl2dwidTEkCLTHq0cDmMQSsQrKAsNEyoJEGekkSvrESLYUYi4udtztEflaPa2Dpm1ExRpkEkgNqaB2nUJA9cEytYrSf+EG1aU80oW0BpJUT0qxiQfi6TBEnC7U1BIYsCCRBWD8wTY+mAEf8f8AHHzjrVqhRUVFQsqxrCz1Nf4o0iwuO0XRy+YZNjaQSPVZj6SfrjMZjgnS\/aj7VVM21I5hf4lKFNPy9KlAAbnVqkniBAO+Kf7QZ2lWrvUoURRpmIpgzFr39TOMxmBFJLR0m7aK9QSYAknYD+mGM00mSVkKiwFC\/d7LYxABJIYk3EzGYzDiAi3AFpG8E\/WB+47YcyPhz1A2kWUSfX0Hc8x6HtjWMxSKsnJ0QqSE0ExDEhdI3IAJ1b8C22MfMMaaoW6VZyqxsWCydtjA5Pwm3fMZhgdmmC6jo1ERaYB2vMTYX+XbBFzj2AaF1BtIsupRAaBaY59TjMZgpgaLzxVBU6DUWo6AAOklXX\/gWAkAyLCDBjFIRoN1ntPfg+sdjbGsZiq2jP1OkbKgKdWoPKkCIGggkm95+GLQQTiE4zGY6LHkthszTCwA07zaIYGDaZjaCQNzaxxKrKyrwSvQBMxckkFelhMjf73PGYzBs42hABEnUCCICkczLg\/pIwFmxrGYaxaJUU1GLbE3MWAk\/PDGXRqjlgs2ZzH3VEkm220X\/pjMZjrBJaAtWBXdpCgCYbkkwbFBfYTze+MLlWNyA06hsYm4I4MrseQMZjMK2Ol5A0KLOwVQSxmAPQSfyB+mN0qhQhhB3kG8jYggXAIMcWxvGYm3uiiVKzdDMHQ1IIhNQr1FZYQdlY\/DM37xiDgqdGkrUVoJB5kgj0MwLHg4zGYRvY34bG6uX8vy1bVRYNUWozEmKlNiB0KsqVsLTvNsKZfUwYBiqnSam+mNUAtHZmHffG8ZhbDJV0bz+UVX8tGDkMV8wN0PfpKSAVEbz+W2FBEwZA5tJHexj6YzGYVhW0HzFam1KkoUiousO0iGUkFAALyCXknuO2NqGcS1cBXqKrBmMwB0uy3lVHN4mBjMZhRzXiOUCs2gq9NG8vzVJ0u1yGGq41AExtbC9PMEK6QsPpklQSNJkaWN19Y3xmMwoUwYci0mJB35Gx\/M\/XGQTfc9yf64zGYAT\/\/Z\" alt=\"Descubrieron una de las estrellas de neutrones m\u00e1s densas jam\u00e1s detectada - Infobae\" width=\"314\" height=\"176\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 son las estrellas de neutrones?\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 son las Galaxias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRnqbjpnBJeTbnz7jBCE-fjICZn9XuwYfR7bg&amp;usqp=CAU\" alt=\"Descubierta la galaxia can\u00edbal m\u00e1s peque\u00f1a\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"1995. El 'boom' de los planetas extrasolares | Ciencia | elmundo.es\" width=\"268\" height=\"201\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Infoastro.com - 50 planetas extrasolares, y contando\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><span style=\"text-indent: 24pt;\">\u00a0 \u00a0 <strong>\u00a0Adem\u00e1s de A. N., estrellas de N., galaxias y planetas extrasolares&#8230; \u00a1Hay mucho m\u00e1s!<\/strong><\/span><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Otra manera de mirar el universo nos da nuevas ideas, no todo el espacio son <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, galaxias y desconocidos planetas; la verdad es que casi todo el universo est\u00e1 vac\u00edo y s\u00f3lo en algunas regiones tiene agrupaciones de materia en forma de estrellas y otros objetos estelares y cosmol\u00f3gicos; muchas de sus propiedades y caracter\u00edsticas m\u00e1s sorprendentes (su inmenso tama\u00f1o y su enorme edad, la soledad y oscuridad del espacio) son condiciones necesarias para que existan observadores inteligentes como nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"As\u00ed reaccionar\u00eda la humanidad si se descubriese vida extraterrestre - EcoDiario.es\" width=\"344\" height=\"188\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"D\u00f3nde est\u00e1n todos? La B\u00fasqueda Cient\u00edfica de Vida Extraterrestre - Museo de Historia Natural de Concepci\u00f3n\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Seg\u00fan la NASA, podr\u00eda haber vida extraterrestre en Tit\u00e1n\" width=\"318\" height=\"178\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo reaccionar\u00eda la humanidad si descubriese vida extraterrestre?\" width=\"332\" height=\"186\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">No deber\u00eda sorprendernos la vida extraterrestre; si existe, pudiera ser tan rara y lejana para nosotros como en realidad nos ocurre aqu\u00ed mismo en la Tierra, donde compartimos h\u00e1bitat con otros seres vivos con los que hemos sido incapaces de comunicarnos, a pesar de que esas formas de vida, como la nuestra, est\u00e1n basadas tambi\u00e9n en el carbono. No se puede descartar formas de vida inteligente basadas en otros elementos, como por ejemplo, el silicio.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">La baja densidad media de materia en el universo significa que si agreg\u00e1ramos material en estrellas o galaxias, deber\u00edamos esperar que las distancias medias entre objetos fueran enormes.<\/p>\n<p>&nbsp;<\/p>\n<table style=\"text-align: justify; margin: auto auto;\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td width=\"288\"><strong>El universo visible contiene s\u00f3lo:<\/strong><\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"288\">\n<ul>\n<li>1 \u00e1tomo por metro c\u00fabico<\/li>\n<li>1 Tierra por (10 a\u00f1os luz)<sup>3<\/sup><\/li>\n<li>1 Estrella por (10<sup>3<\/sup> a\u00f1os luz)<sup>3<\/sup><\/li>\n<li>1 Galaxia por (10<sup>7<\/sup> a\u00f1os luz)<sup>3<\/sup><\/li>\n<li>1 \u201cUniverso\u201d por (10<sup>10<\/sup> a\u00f1os luz)<sup>3<\/sup><\/li>\n<\/ul>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><!--more--><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">El cuadro expresa la densidad de materia del universo de varias maneras diferentes que muestran el alejamiento que cabr\u00eda esperar entre los planetas, estrellas y galaxias. No deber\u00eda sorprendernos que encontrar vida extraterrestre sea tan raro.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">El fil\u00f3sofo existencialista Kart Jaspers se sinti\u00f3 provocado por los escritos de Eddington a considerar el significado de nuestra existencia en un lugar particular en una \u00e9poca particular de la historia c\u00f3smica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITEhUSEhIVFhUXFxcVGBUXFxcVFRcYFxUXFhUVFRcYHSggGBolHRcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFxAQFy0dHh0tLS03LS0rLS0tLi0tLS4tLS0tKy4tLS0tKy0tLS0rLy0tLSstLS0tLS0tLSstLS0tLf\/AABEIARcAtQMBIgACEQEDEQH\/xAAbAAADAAMBAQAAAAAAAAAAAAAAAQIDBAUGB\/\/EAEcQAAICAQMBBAYFBwkHBQAAAAECABEDBBIhMQUTIkEGMlFhcYEUQlKRoSNic5OxssEHFTRUcoKz0uIkM0OSwtHxJTXD4fD\/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIDBAX\/xAAuEQEBAAIBAwIDBwQDAAAAAAAAAQIRAxIhMQQTIkGBBVJxkaGxwUJRYfAUFTL\/2gAMAwEAAhEDEQA\/APR4sc2UxwxJM6pPmTF77UbJQSZAsYWa0ztC44+7mUCMCXSbYGxxd3NgiCiXpTbB3cZSZakmNG2PZGUlgR1GjbEFj2SyICNG07YAS4ql0bSVkFZmqKpNG2ILApLqPbGjbBsiKzMRIYRo212hKdeYTS7XimdZhxiZwJiFOUIVGompGdipranWBSQBZA3GyFVR0BY+V0a4PSbNzl5Bzk\/T4R8gMJA\/E\/fNSJttYdYGoEUSCQQQytRogN7R5ggTGO0OFJUDcLFuoJuug+YmMnn+zqP3ko\/vma7WcSqBe\/AUHKjkgVwTZ9vAPSNJtvtruPVO4MEKGgQTVWbqubsQXV2LKm9xTbwSSOaHl05ms7bicg9UvhUHpZVzuNdR61c+yVgP5aj7cp+dYefuY\/fAy\/Tavcq0OGKuGKc1bihQ++ZG1R3MoQnbVm1A5F+ZnKUg4UG4g\/R9r1jd\/XRTdqOopj85tZ1Dd70rdhbxEAEAqxBJ9oH4wrOe0AL3KRSNk6q3C1fQ9eRLOtADkqwKjcVO2yDdEUSPIjr5TSy5UOPMFRARiJJUqbDB6Fr\/AGfxi7VyWMhUHdjBUj7SOoJI+Bo\/3T7YHSwZt18EFSVINXdA+RI8xDUZ9u0bSSx2joKNE838JGk9bL+k\/wDjSXrMJZCB16r7mBtT94EDH9NG1SFNsSKsCit7tx6cbSJm0+XcqtRFgGj1Fi6M5LYy1sPVygKo8wcld+K8qVCfiWnYqAXCoA8QkCImNhM1SGEDWMJkdY4NoxTYAmPGszhZmNUCWIhLE6SMUqnJ1g2s44G58eVWbhCybNyFvqkhB\/ze4zsVPG+l\/beow5wmJqXYGI2qebazyPdFunb0\/Blz59GPl2sXiahtJOU5W2ncqgLSgsONxpePjNUMrY6BDMunewOSrAqV48jY\/Cc3tf0iyrj05xEAvj3v4QeeB7OOQ0rW9u510eHMGG9nZSdoogF646eQk6o7z7P5b0+O91\/v5Oxlzqe8IZSvfYWsEECzjB58uR+MeNhuOUEFRkZSRyAGRPFx5BlF+z5TmdlZe0XON22HE21j6l7Tz069Jq9vdp67AzMSoxlyENITXJHTnpHUk9DleT25ljv8f0\/F1vAu22x+FGQMDZIIpdxA8I+JqyIwwIZdyhvyDgM22wu1v+kzW7B1erIbLqFUYu7LqQEF9CCQDfS5p+ivpBlz5u7zbSCrEUoHIo\/suNxL6Lk+Oyy9PnTtarVbkyJSc4sh8Lhqpa54H2vwiXIN2TKpDBHF1yChxY9449lbv7s66oPYJ4\/0r1+dNTjxYXKh1XihW5nZbNj4S3s5en4LzZ9EunpNA4ZspBBHeCiOQfyWPzm4DPHdidsZ01X0XUENfF8cNt3CiOoI\/bMA7a1uTUZMOEqdrPQIUeFWrqflM9Uen\/r+Tqs3Na3vfbTv6bKu5F3AsM2e1sWBeY2R7On3zrkTQ7C+kHGfpIAfdxW31aH2ffc0\/SrtTJp8avj22XCncL4Kk\/wlt+bzThyy5Pbxst\/R2QIqmr2PqGy4MeRqtlBNcD5TlelvbOTTjGMZG5i12L4AH8TJey4cGefJ7c8vRSWE5\/o\/rjmwJkatxsNXHIJHSdAyueeFwyuN8xhIjl7YRpgkmdZgQTOsmLVOpURMup0jAE8V6SYN\/aCJ9rCw+9ctT2087r9FevxZu8xAKoUqXpze8Cl8\/WEmU7PX6HkmHJbfu14ns1S6ZWPTHiCj3bsq\/wDdp0e0v\/btP+kf9uSdXF2HsXVYRkxd5lYbF387Q2+iOoNGRn7IZ9Ni06ZMRyY3dmG\/2lvdfmJz6a+xl6rjyzl32ll+mvP5tn0bwa4dyWyKcGweEVu27PAPVv7PnJ\/lD\/3OP9J\/0tMOjXWYnxo+pwhFKgpvQHaK4orfSdH0x7PbNiRUKAh93ibaK2kcHz6zX9Lx76fV4Z2zW\/l\/LHrM+zswHzOHGv8AzBV\/YTPMaJBg1GlcVTKhP99mVr+RE9B2xonyaTDgR8e5Qm68igeFa4PnzNTtv0WCpjbBtUgeNmegTQpgWNdb6SWV29NyceEuOV\/93L9uz21TxHpaD9P05\/R\/4pnstLnDoCGU8C9pDC65FieY9Kezs2TPjy4Qp2KOrKPErlqIJ+E1l4eH0Hwc\/wAXbtf2c\/Xr\/wCrLX28f+Gs09Kuc63ONOQMm7Ly1Vt38jkHzqd7sfsXOdQdVqSoPUAEGzW0dOAAJpv2BrF1GTNgbGNzPR3A8M10QQfdMar6WPPxz4OqdsJO\/jb0\/Y65+6H0gg5LNlaqvLoBOH6fr\/s6\/pB+606\/YGPUhWGpdWaxt2kcCuegHnNf0r7NfPh2YwC28Hk1wAfb8Zuz4Xy+LKYeqltmt\/Lwy+jI\/wBlw\/2P4med9J1GXW48J6DGevQEh2\/gJs9k6LtHGcaWoxKQCLT1btuavpcyZvRx8usfJmUHCRQpqJoAL05HnM3vHqwuHFz58lzl7WzX+f5Yf5P9TaZMfsYMPgwo\/iPxnrKnmfR7sLNp9S7UO6YMB4rNXaWPl+M9O01PDyeuywy5rlhdy6qTCBhLp40CZscxJM6zGLVVUoRASqnSMUTwfpJkC9pYmY0o7oknoACeZ7ueF9JsYPaOIMLB7oEHkEFiCCJnPw+h9ma927+7WNdQmTtUMjBlLCmHINYqPMXYm4a3OVHirPt+N+GM4VTtUKihVDCgBQH5L2CX6PmtdlPWhmNf3ukxPP1fTzsmHw+Pbn7uT2WmDImVczbc59R3LBQfPcfj1uetwej3eabFhzuSUJIbGwIok0LYcijONm+javFmzlRhypzw17+L5FC7PHHM6v8AJ9lZsDBrpXpfdYBIHu\/7y4+XP1eed47njbjcbO1+Xb5X+zzXo92Jj1GXJjcuAoJG0i+GrmwZ0vSk79Xg0xJ2Du1r+01En31K9Cf6VnHub\/EEj0mGztDEx4H5Jr8qD88\/KTXZ1ueWXq9W+Mdz8dDSKNL2l3WKxjal22TwyWOvsaa+j7NTPrtRjyXV5WBBoghwAfxM2NcwbtRdpvxY+nPRQTNbDoe+12oTeyG8ptT7GHB93PMLje3Vbq3jm79fLH2LqHOk1eIklVQFfcSSDXxoTvegLgaXIT0GRifkiTj9i5QdDql2qGUAkgcsDdX8KMzdh6jZ2bqT+cyj4smNf4xKx6nHrw5MZNbyx\/jv9XL9G9YV1mPI3\/EZgffvsfvET6a0+T5sqjHgKhg6bySRQJ37k2nz4n1bTZQ6Kw6MA3yIuaweb7Xwm8M5NeZ+SrhAwE2+MUTR1AwrGz1CJ4SASbCjia+ITYSYxayUJUVRibjAnO1XYmHJlXM6kutUdxAG02OBxOlUJWsM8sLvG6czJ2HhOb6QVPedb3GuF29OnSLRdi4MeQ5kUhzdncT6xs8HidOSBJqNe9ya11Xxr6f2cHV+iOmdy21ls2Qppb8+K4+U6+h0SYkGPGu1R0H8SfMzZMUai58\/JnjMcsrZHM7O7DxYcjZE3bmBu2scncaHxj7Y7HxalQMgNi6ZeGF9Z0GhUupo97k6pn1d583I7G9GsGnbem5m6BmIJHtoAACVpuwcWPO2oUvvfdYJG3xGzQq\/xnXEJNRcvU8tttyvfs4Om9F8KJlRWyVlAVrK2KJIrw8dYJ6L4hgbTh8mxn3k2u6wBx6tVwPKd0wjpi\/8rm+9\/n8vDg9tdkYRpAmQ5O7wjduXbvpQQeoo8Hym7oduJMWEBzSgC9u4KBwXrgeyT6REnEuMVeTLix\/I5Az\/AB8KtDQZSuR8OTlyS6P07xL\/AHlsAj2bT58WT5sZc2eWPTbub39XQJhU4mv7RJw58ik+HvExgEglk8JYkc1vBFe73zKyZGzJjXK20YWOQgiySVVa99rk5+Mac26dQe+GLaKKF918imUAba87PN+U2CJztFRz5ub2jHiFmz4V7wn2n\/eLfwm+0lVicxSisJFNJnWYVEzr0mcVq4KYARkTcYAgY4VKEZKtKIkqIBG0YEcCQIRmEoURlRkQMZml2TrGyYu8ybRbPVWBtDlVJs+YF\/OZ9ZkIU7QSxVtoANbgOAT0HJHX3+ycvQYWxnutpPdYsaY+CVJ22+S+hN8V14\/Ok0Onnx4XAdwjBTasdpCnpak9D5XMerODdjbIEJusbMAaJUsdreXCnn3TlYMT\/RcIBdcqgZAWxtTPVuuRa43F2HkfMdJly5B9IwWhBTCzFVUttZiqqvhFD\/ic8DiXSOgcGAqx24yj8saUq9+3yNyvpGIV4kBK2OVFovmPzRfwFzk4NI+N0B3BT32TwLuC5MmQNt6GiFZgDVet7Zn\/AJsU5sI2VjxYjQPILMVVQx+tQUnn2iNK38WXFfhZNzgHgi2FWD7+PwmUiaGkRhmYru7tgSyspGzIKUFCeoYXwL6X5zokSWDEywlERSaULMyiYMYmVZjFayXKkqJU6Rk4QMBKhGSDMjCSBAUdQIhcAqImVUYgQBGY4iYCIgI4QFNbHowMjZLNsFU3VUtlQPZVn75sxVARhHFUAMVRgRSCGSEZhKqMczAzDjmbynONVcQMBKWdIwIwI6hKEZIlkTHAsxVHACNBVHcZhGhDQlNEYCqEQlVAQmM9ZkEQEaCMAYz1k7eZA4iY6kmAjCEIVKS1koJcxItUTGokyhNsqEoSRKmkDGQBLIkiAASgIhCAEwEAOIQEYVG0QgTUdRwAgISTLkkwEojMdQgKSRMlRERoYSISyISaVCCZJOOZAJjFqiowJVQAm4yQlVDbASoTCCyzMYlFQhUFgIwlVFAmEoiTXMAhGYEQJMRECYrkDELhHcAuBhcRMoVQhCZ0JxiZVkqJYmMWqqMCISp0jJRSoVCEZAmSpFShqYQURwETCoGOFKojKMDAxiOMiLbAkyQsyVJgERjhAUDCBgTcIGEgsShIWZKmI1ViMxCObjJQhAQgiMYMUoVxkwMREAuO4o4BCBMTQCKIGBMKZk1HCQEmXJMCagYAwMCTCBijYtJlExKJlExGqoQhUc1GRAQjmkIQqOIQEYrjMUAiMcDIJhcI7hSERjJhKFEeJU0O1m8AXmmO1qoGtrE+sCPKQPL2piU1u3EDcVS3NebUvlD+csRXcXC+5vCwPPBU83wZzMGsITeiIETH3znbz47O1EUgXQJJ6X5S8+u25doxBmKoR5E94wAB44AK3fuHEo6Gl7RxOQquCT0HIJA81B6j3zbM4mpy7iADVOcZrcNmTu+GBABZdpPHtI+XU7Pz78YYgg2RzwfCxWyPK6uvK4GUiKUYTKqSZJCzIJmLTjqFSpuMpqKUFjKmVCAkiVFUCaiEuKQKKpUVQIPWEZEKhRCMRGApz+2Q2wFCoIa\/EasUQQDYo8j3eXnM2v1RUBUAORroH1QB6zt+aOPjwJoZNGa3WzlhzlHrg9fCDwqGhwPxlGpp9XsJClKP1X4K2S1WOCPP2cmuJGozizkat1klwCR4doKUOQFcrRvyJ9x6ePO2wtkZWv1fAVvwjk35WCSfZzOdlQE7VBJ8KgdLqto21wOEBv7R9nFQ8+fvGAJV6BIxoWXxG137xdmuh4HJ9k72kw7EVeOAAa6XXJHzlYsYUADyAH3SzJtUkQgYSaVYEupCzU1muKlgK4Wx52bUe339DXUfLLUxuV1HRAjqaGTVOA\/AsHGo4+1tuxfvPnJy6twMlbAV6WCTwFJJF9PF8vfLD266IEZmnpNWWfIhrwFRx7xzfs5DfKpqnX5NzKNthwo45os6mwWFnw35S7PbtunVihJErmZEcVwDQCKMmKQEUcIUqiYRxNA8znxDKcmRNQQpPXwsoCcXyKq7\/wDJlDPlQgkOQCw+rtvbvDHncTt9t88VL1eJUyN6tsykLe1a4suT8SfwHvyvqSEKnGSwG\/cCtE1Zbk+2zXsqVGo2VshB5ZvzbsA0QNo\/iFHT4jp9naArTuPF5Drt68muLokccDnrZJNFrEG4k7QWFBqBsKAwFdQKHI45nSBuKqYXKkkSBQjEIU1M4\/ab\/lGAyBfBbDulewKvxE+9eDxOqpmtn7PVmZrILDaen5v+X8TM41bv5NEq9le9W9osdyp4Gyujc8sv3Sqy8kZRRbuz+QXk3Q53cixXynSGhUncepVUJ6cK27p\/+8o10Sgk2SS4c9Oq9B0\/+5vcZ7tDS4c7WyalPWZSe4ANqTf1vbZ+c1UDtwcyHe1UdOvJoMGPj54M7Wi0i4gVUkgnd4jZugD+ya2LswKQQ5JDbuQp+qFA6ccAc9Y3Dda+YahCobVL4jQrAPaBz4+BbKPnITUZTR+kdW2j8h1Pt9b1eRzOnq9IHKMSRt54rnxK1H5osw49BW3xsNpsdOBQtfw6\/GOyd2gdTmuvpK9GN9x9nff1\/wAx\/ugNTmtV+kpuYbgpwGyPEfJ\/zTN89lj7R+sK4+t3nn7u8b7hEnZgD48l8oKAAAFU46f3vwl7DSwZdQ5ULqE8S7xenYeE2AT4+Ohmz9G1f9Yx\/qT\/AJ5n0\/Z4RkYEHbjGPleaHmD5dZu3JuK5R02s\/rGP9Sf88Po+rr+kY\/1P+udS4jJsc0aXVf1lP1P+uI6XV3\/SU\/U\/6504Rs04X8y5ixf6SNzFSSMQB8I2gDxcCifvMf8AM+eq+lDqDQwoBY+twes7lRS7NOMvY+YD+k115GJQeTfNHnrN7Q6bKnr5Q6gUAECV08wZugQJktNFURlSTIIqEoxyqw40I4PWpccJxdFqYzCE3Gai41hCEWEuQTzHCVDuFxQhdHcVwhARMVxwhCYxXCEKLjjhAYlGKE0gaQTCEggmEISK\/9k=\" alt=\"INFORMACI\u00d3N ACAD\u00c9MICA | Teor\u00eda de la historia | P\u00e1gina 67\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQdgkL4w8NJ5RMOa-UpW2D06AyJNsg4dot92Q&amp;usqp=CAU\" alt=\"Karl Jaspers: \u201cVivimos en la imposibilidad de encontrar una forma adecuada de vida\u201d | El vuelo de la lechuza\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">En su influyente libro \u201cOrigen y meta de la historia\u201d, escrito en 1.949, poco despu\u00e9s de la muerte de Eddington, pregunta:<\/p>\n<blockquote>\n<p style=\"text-align: justify; text-indent: 24pt;\">\u201c\u00bfPor qu\u00e9 vivimos y desarrollamos nuestra historia en este punto concreto del espacio infinito, en un min\u00fasculo grano de polvo en el universo, un rinc\u00f3n marginal? \u00bfPor qu\u00e9 precisamente ahora en el tiempo infinito? Estas son cuestiones cuya insolubilidad nos hace conscientes de un enigma.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSwRMtYVoIFS7BFgT5bdhq72msJ2saD2y5Vbg&amp;usqp=CAU\" alt=\"NO SOMOS EL CENTRO DEL UNIVERSO NI LOS \u00daNICOS SERES PENSANTES | CONEXION CON LA VERDAD\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Somos \u00fanicos en el Universo? | Ciencia | elmundo.es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRpPCzT98YBQTZ6lFAuLVKSHNp8gDkv04vwHw&amp;usqp=CAU\" alt=\"Somos los \u00fanicos en el Universo? La respuesta tal vez te asuste\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">No pocos nos ponemos las manos en la cabeza cuando o\u00edmos que somos los \u00fanicos seres inteligentes del Universo. Creo que no podemos llevar la egolatr\u00eda tan lejos y echar mano de la tan cacareada racionalidad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/images.theconversation.com\/files\/296177\/original\/file-20191009-3872-12d1m5r.jpg?ixlib=rb-1.1.0&amp;q=45&amp;auto=format&amp;w=754&amp;fit=clip\" alt=\"Hemos llegado al l\u00edmite del conocimiento?\" width=\"633\" height=\"422\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">&#8220;El hecho fundamental de nuestra existencia es que parecemos estar aislados en el Cosmos. Somos los \u00fanicos seres racionales capaces de expresarse en el silencio del universo. En la historia del Sistema Solar se ha dado en la Tierra, durante un periodo de tiempo infinitesimalmente corto, una situaci\u00f3n en la que los seres humanos evolucionan y adquieren conocimientos que incluye el ser conscientes de s\u00ed mismos y de existir\u2026 Dentro del Cosmos ilimitado, en un min\u00fasculo planeta, durante un min\u00fasculo periodo de tiempo de unos pocos milenios, algo ha tenido lugar como si este planeta fura lo que abarca todo, lo aut\u00e9ntico. Este es el lugar, una mota de polvo en la inmensidad del cosmos, en el que el ser ha despertado con el hombre\u201d.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Hemos llegado al l\u00edmite del conocimiento?\" width=\"532\" height=\"261\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Ser\u00eda muy triste que en un Universo tan grande s\u00f3lo estuviera poblado por Humanos, si a la inteligencia nos referimos. Creo firmemente que, al igual que nosotros, otras muchas criaturas alcanzaron la consciencia, y, en otros mundos adecuados para ellos, estar\u00e1n haci\u00e9ndose las mismas preguntas que nosotros.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify; text-indent: 24pt;\">\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQUxFedoPncQtFPYpPFqt_HNexRk_8-t5edVA&amp;s\" alt=\"El Universo, la Vida, los Enigmas que debemos resolver : Blog de Emilio  Silvera V.\" width=\"453\" height=\"267\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR3eB-vM8i1Crj2s4hB_KjK4CXgKITI1-1SuA&amp;s\" alt=\"Inkspired - El origen del cosmos\" width=\"182\" height=\"273\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">En todas las regiones del Universo est\u00e1n presentes los ingredientes para la vida que surgir\u00e1n en las debidas condiciones, los par\u00e1metros que necesita para emerger y caminar durante miles de a\u00f1os, desfe la materia &#8220;inerte&#8221; hasta los pensamientos.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify; text-indent: 24pt;\">Hay aqu\u00ed algunas grandes hip\u00f3tesis sobre el car\u00e1cter \u00fanico de la vida humana en el universo (creo que equivocada). En cualquier caso se plantea la pregunta, aunque no se responde, de por qu\u00e9 estamos aqu\u00ed en el tiempo y lugar en que lo hacemos. Hemos visto que la cosmolog\u00eda moderna puede ofrecer algunas respuestas esclarecedoras a estas preguntas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/lavozdelprm.org\/wp-content\/uploads\/2019\/10\/grama.gif\" alt=\"Importancia de sembrar democracia y dignidad. Alg\u00fan d\u00eda puedes necesitarlas  - Periodico Oficial del PRM\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">En mi anterior trabajo quedaron reflejadas todas las respuestas a estas preguntas. Nada sucede porque si, todo es consecuencia directa de la causalidad. Cada suceso tiene su raz\u00f3n de ser en funci\u00f3n de unos hechos anteriores, de unas circunstancias, de unos fen\u00f3menos concretos que de no haberse producido, tampoco el tal suceso se habr\u00eda significado, simplemente no existir\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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'\" width=\"686\" height=\"457\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Con la vida en nuestro planeta, ocurri\u00f3 igual. Una atm\u00f3sfera primitiva evolucionada, la composici\u00f3n primigenia de los mares y oc\u00e9anos con sus compuestos, expuestos al bombardeo continuo de radiaci\u00f3n del espacio exterior que llegaba en ausencia de la capa de ozono, la temperatura ideal en relaci\u00f3n a la distancia del Sol a la Tierra y otra serie de circunstancias muy concretas, como la edad del Sistema Solar y los componentes con elementos complejos del planeta Tierra, hecho del material estelar evolucionado a partir de supernovas, todos estos elementos y circunstancias especiales en el espacio y en el tiempo, hicieron posible el nacimiento de esa primera c\u00e9lula que fue capaz de reproducirse a s\u00ed misma y que, miles de a\u00f1os despu\u00e9s, hizo posible que evolucionara hasta lo que hoy es el hombre que, a partir de materia inerte, se convirti\u00f3 en un ser pensante que ahora es capaz de exponer aqu\u00ed mismo estas cuestiones. \u00a1Es verdaderamente maravilloso!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Poderosas fuentes de energ\u00eda en la... - Adictos a la ciencia y la historia | Facebook\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ02mCHKE1MGJ5mOqhwXETKv2Dkpsfu-3mYew&amp;usqp=CAU\" alt=\"Construyendo una Tierra Habitable \u2013 La Enciclopedia Gal\u00e1ctica\" width=\"322\" height=\"216\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR5Xn9VUtCMWAZHWJyzttoijvugkdau5RD1aQ&amp;usqp=CAU\" alt=\"Las Investigadoras: la tierra primitiva\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQtGBVoXQ5dQBlPsifuY-Ei_cq_ss2GiHtH4g&amp;usqp=CAU\" alt=\"Y si la Tierra volviera a nacer? \u2013 Eppur si muove\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Las primeras turbulencias se fueron calmando para dar paso a un planeta tranquilo con las condiciones necesarias para la vida.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">El entorno cambiante en un universo en expansi\u00f3n como el nuestro, a medida que se enfr\u00eda y envejece (la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>) es posible que se formen \u00e1tomos, mol\u00e9culas, galaxias, estrellas, planetas y organismos vivos. En el futuro, las estrellas agotaran su combustible nuclear y morir\u00e1n todas. En funci\u00f3n de sus masas ser\u00e1n estrellas enanas blancas (como nuestro Sol), estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> (a partir de 1\u20195 masas sobre hasta 3 masas solares) y <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> a partir de 3 masas solares. Hay un recorrido de historia c\u00f3smica en el que nuestro tipo de evoluci\u00f3n biol\u00f3gica debe ocurrir bajo esas circunstancias especiales a las que antes me refer\u00ed.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><strong>\u00bfEl destino final?<\/strong><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"https:\/\/www.educarm.es\/templates\/portal\/ficheros\/websDinamicas\/32\/futurouniverso.jpg\" alt=\"Teor\u00edas sobre el futuro del Universo\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Son varias las teor\u00edas y Modelos que se han creado para tratar de recrear el final del Universo que, seg\u00fan parece, pudiera estar abocado a la &#8220;muerte t\u00e9rmica&#8221;, es decir, las galaxias se alejan las unas de las otras, la temperatura va decreciendo, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> aumentando, y, al legar al cero absoluto (\u00a0-273,15 grados Celsius o\u00a0<strong>cero<\/strong>\u00a0grados Kelvin), todo quedar\u00e1 paralizado, ni los \u00e1tomos se mover\u00e1n.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">No podemos saber cu\u00e1ndo, pero s\u00ed tenemos una idea muy clara de c\u00f3mo ser\u00e1 dicho final. El universo es todo lo que existe, incluyendo el espacio, el tiempo y la materia. El estudio del universo es la cosmolog\u00eda, que distingue entre el Universo con \u201cU\u201d may\u00fascula, significando el cosmos y su contenido, y el universo con \u201cu\u201d min\u00fascula, que es normalmente un modelo matem\u00e1tico deducido de alguna teor\u00eda. El universo real est\u00e1 constituido en su mayor\u00eda por espacios aparentemente vac\u00edos, existiendo materia concentrada en galaxias formadas por estrellas y gas. El universo se est\u00e1 expandiendo, de manera que el espacio entre las galaxias est\u00e1 aumentando gradualmente, provocando un desplazamiento al rojo cosmol\u00f3gico en la luz procedente de los objetos distantes.<a href=\"#pie\" name=\"r_pie\"><\/a><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"https:\/\/molasaber.org\/wp-content\/uploads\/2015\/02\/lado_oscuro.png?w=648\" alt=\"En busca de la materia oscura en el LHC \u2013 Mola Saber\" \/><\/p>\n<p style=\"text-align: justify;\"><span data-huuid=\"1491880758149705710\">El LHC, o Gran Colisionador de Hadrones, es una pieza clave en la investigaci\u00f3n de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, una sustancia que no interact\u00faa con la luz y que constituye una gran parte de la masa del universo.\u00a0<\/span><span data-huuid=\"1491880758149705241\">El LHC busca la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> mediante colisiones entre <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, con el objetivo de producir part\u00edculas de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> que puedan ser detectadas.<span class=\"pjBG2e\" data-cid=\"61f51695-3703-4182-972d-a93b786a5e62\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c3\/CL0024%2B17.jpg\/1200px-CL0024%2B17.jpg\" alt=\"Materia oscura - Wikipedia, la enciclopedia libre\" width=\"548\" height=\"548\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><a href=\"#pie\" name=\"r_pie\"><\/a><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Existe una evidencia creciente de que el espacio est\u00e1 o puede estar lleno de una materia invisible, \u201c<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, que puede constituir muchas veces la masa total de las galaxias visibles (materia bari\u00f3nica). Sabemos que el origen m\u00e1s probable del universo est\u00e1 en al teor\u00eda conocida como del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> que, a partir de una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> de una densidad y energ\u00eda infinita, hace ahora unos 15 mil millones de a\u00f1os, surgi\u00f3 una inmensa bola de fuego que desde entonces no ha dejado de expandirse y enfriarse.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pin en DEL ORIGEN DEL UNIVERSO A LA SOCIEDAD ACTUAL\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Einstein y sus paradojas sobre tiempo y espacio -\" width=\"469\" height=\"273\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 pas\u00f3 antes del Big Bang? - Quo\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/14\/World_line-es.svg\/250px-World_line-es.svg.png\" alt=\"Teor\u00eda de la relatividad especial - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">En el proceso, naci\u00f3 el tiempo y el espacio, surgieron las primeros <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que pudieron unirse para formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que formaron los primeros n\u00facleos y, cuando estos n\u00facleos fueron rodeados por los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, nacieron los \u00e1tomos que evolucionando y junt\u00e1ndose hicieron posible la materia; todo ello, interaccionado por cuatro fuerzas fundamentales que, desde entonces, por la rotura de la simetr\u00eda original divididas en cuatro parcelas distintas, rigen el universo. La <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> responsable de mantener unidos los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a>, responsable de la <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a> natural desintegrando elementos como el uranio, el electromagnetismo que es el responsable de todos los fen\u00f3menos el\u00e9ctricos y magn\u00e9ticos, y la fuerza de gravedad que mantiene unidos los planetas y las galaxias.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"https:\/\/i2.wp.com\/nrumiano.free.fr\/Images_cg\/courbure_E.gif\" alt=\"Universo abierto : PreTextos | Universo Abierto\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Pero hemos llegado a saber que el universo podr\u00e1 ser abierto o cerrado.\u00a0 Un universo que siempre se expande y tiene una vida infinita es abierto. Esto es un universo de Friedman que postul\u00f3 que el nuestro ten\u00eda una densidad menor que la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">El universo cerrado es el que es finito en tama\u00f1o, tiene una vida finita y en el que el espacio est\u00e1 curvado positivamente. Un universo de Friedman con la densidad mayor que la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">El universo en expansi\u00f3n es el que el espacio entre los objetos est\u00e1 aumentando continuamente. En el universo real, los objetos vecinos como los pares de galaxias pr\u00f3ximas entre s\u00ed no se separan debido a que su atracci\u00f3n gravitatoria mutua supera los efectos de la expansi\u00f3n cosmol\u00f3gica (el caso de la V\u00eda L\u00e1ctea y Andr\u00f3meda). No obstante, la distancia entre dos galaxias muy separadas, o entre dos c\u00famulos de galaxias, aumenta con el paso del tiempo y la expansi\u00f3n imparable del universo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Densidad Cr\u00edtica : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Densidad Cr\u00edtica : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">El universo real est\u00e1 en funci\u00f3n de la <strong><a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a><\/strong> que es la densidad media de materia requerida para que la gravedad detenga la expansi\u00f3n del universo. Un universo con una densidad muy baja se expandir\u00e1 para siempre, mientras que uno con densidad muy alta colapsara finalmente. Un universo con exactamente la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>, alrededor de 10<sup>-29<\/sup>g\/cm<sup>3<\/sup>, es descrito por el modelo de universo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>-de Sitter, que se encuentra en la l\u00ednea divisoria de estos dos extremos. Pero la densidad media de materia que puede ser observada directamente en nuestro universo no representa la cantidad necesaria para generar la fuerza de gravedad que se observa en la velocidad de alejamiento de las galaxias, que necesita mucha m\u00e1s materia que la observada para generar esta fuerza gravitatoria, lo que nos da una prueba irrefutable de que ah\u00ed fuera, en el espacio entre galaxias, est\u00e1 oculta esa otra materia invisible, la \u201c<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>\u201d, que nadie sabe lo que es, c\u00f3mo se genera o de qu\u00e9 esta hecha. As\u00ed que, cuando seamos capaces de abrir esa puerta cerrada ante nuestras narices, podremos por fin saber la clase de universo que vivimos; si es plano, si es abierto e infinito, o si es un universo que, por su contenido enorme de materia es curvo y cerrado.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxIQEhUREhMWFRUXGRgWGBgYFRgYFxUaFhgXFxkdGRgbHCogGBoxIBcXITIhJSkrLy4uGh81ODMtNyktLisBCgoKDg0OGxAQGy4lHyYrNy0yLS8vLS4xMC8vNS01KzAxMy0tMC03LTUtLS0tLS0uNy0tLTEtLi0tKy4rLi0tK\/\/AABEIAMIBAwMBIgACEQEDEQH\/xAAcAAEAAAcBAAAAAAAAAAAAAAAAAQIDBAUGCAf\/xABKEAACAgAEAwQFBwcJCAMBAAABAgMRAAQSIQUTMQYiQVEjMmGR0gcUF0JSVHEWM2JygZSxCCQ0VXOhsrPRFUOCkpOiweFTY8Lw\/8QAGgEBAAIDAQAAAAAAAAAAAAAAAAEDAgQFBv\/EAC4RAQACAQIDBgUEAwAAAAAAAAABAhEDMQQhMhITQVFxoQUiYZHwFCPB0TOB4f\/aAAwDAQACEQMRAD8A8S+cP9pv+Y4fOH+03\/McUsMT2p8zCt85f7R\/bv8AxxDnnyX\/AJF\/0xSww7Uitzh9hf8AuH8DhqT7LD8GH\/kYo4YZFbQh6MR+K1\/AnEOQfAg\/gRfuNH+7FLDDMCd4yvUEfiKxJieOVl6Ej9u3uxPzgeqg\/gNJ\/u294w5CjhitpQ9CV\/EWPeP9MQaBuvUeY3H7a6ftwwKWGGGIDDDDAMMMMAwwwwDDDDAMMMMAwwwwDDDDAMMMMAwwwwDDDDAMMMMBWyejmLzL0ahqrrV74v8AtD835g+b+rp3q6v2Xv0rGKwxbGpik0xHPx8WM155elzZiGZouZOsRDSKY0zSGE6ctIqyQOrBsuhKqpiY0SwA8VGv9jBE8WYhlkjRZHyoIklEYYCYFtzvsLsgbXe2LN+y7rztc8CmANzVJlLRlZFiKkCM2dbqARYO+9A1f8Q7JrE2zqR\/OV5et9X82yqZgvr5VG9YOmvIX1IqZLeXh2U\/2hFEZEXLusJZhIGVWaFC6lwzaBzNSkljpG9mrxm+LQZSSNXcwvJHl4YzGubReWAkwLRtrbmMrhO4NZqtjqsYDL9kJnm+bLLDzQxRl1PcbiVYdLAJt3nHe3Wgd8YCKMsQoFkkADzJ2GA36XhHDTNpBhVOZMgIzKuuhWy3Ld\/TAlfSTDum6W9LFCGq9n4sqkmSn50ReP5rqD5oKsaNJmOay6pBRGmImPwEhtd9tYl4AIkzHMdHeOMMOXICEYZiOFlkWrBpiR08OvhaZLgjyx81WQD02xLX6CLnt0WvV6b9R4YrjWpMTOeX5KcNlj4LkeQj8yDnCMsE+dKFkcwwuA512hBM\/wBjvKE32ZrTiiwz8WzBaRNDPO6NzVEbNodogZdQCqW0qW1DruRuRaTdlnianeN9sx6rONLQQCY2TH10urChR3FjwpSdl5FYqZYQFAYuWbRoIhKyXo3Q8+MA9dzttiI19OdpML\/juWynIaSPlrIHA0c8StRLg6JEbvAUNmTpRDuGxVyuQyKx5ZyI5A5RpS2aCOoHM5yNGDYIAUq1KCQK1l9Ixy9kpSyqssLMyNIFQyOdCyGMsNMZDiwx7t91S3TfFln+ByQRmRiuxjV1BOqMzRmWMMCAN1VuhNaSDiY16WnGUYbPHwLIAziSWEINXLdMwGfSscbI3LL3qbvWtN3tS0lDVE8NyYLw1lR6fLKH+dhg0JlnDuHDEJa8kMACVHeIX6uAyHApZFjIkhHNI0RyPpZgzMgYKR01IRtvuMUE4Mz5kZQEJKXEfeDhdR8Da613NUV28cT3lOeJ2G1f7I4cLswnUNv50o0n5jzTVSkD+cKU3Lda32OKJ4VkPW9C2oxalGcVeRrhyz9y3JkXmNmEI7xUKLK+tjFr2W9ETrVmcwGJ1ZuWySjMBrBTXq1Q6aq7B2NjFKbsjMobvxEgOQoLlnEccUrae5XqTIaJHiOu2MP1GnnGU4lnp8hw1eYAYQrIRYm1sgjz3LLoNZuQwaXqjqolRRIxrfabKxRTKkKxgAUdGYE0bnW1NrBOm102NV9T3b0i34twWTLC2Kt6SSE6Se7JDp1qbA3GtdxYN7HY4uOCdmpM2heOSJe\/ylVywZ5CjOqrSkWQjAWQL8RYxbW0WjMIbbLwXJcySR9MqvPKdRzSs3LGaQc0VLqki5Imt6Y6xfQGrTJ8ByJZRI+XA0EORm0JDGXNqrL6TSe6mXJNkDUO4QxK43\/YmaERhfORpFGpkkiaaQiEaovWiVTRJmU7AglW8Rvi+LdnZssmt9J0vynCk6opCgcK9gb1e62O62+JGQ4ry5s3k1Z4yjQ5NHJlAVaSNHDuL5dUQbFjyxLn8vBBnsvyHQJ\/N3JWRWVH7vM7wdgtMCd2NedVilw\/stJJGk5ZDGbZgGYPpWOeUgEoV1FctKBuQDV1eKuZ7ISAO4kiCgO6Lqcsyrl0zZAPLAJ5Tjc6bKkeVhf9s8lldEk0bxNK0+q0nVyyyNmC3dDeGmLoorV1a7xfcAymS+amJpogs6QFy0wV+as0gKNGWtEHcGrT6pLXXTTuGcHkzCTSIRUK63HeLaaY2FVSdPdosaUWtkXiPGODNlaDyRM2p0ZEfU8TRkBlkFbGzsdwaO+xwGyycNyJje1hSTTmOmcV9DRZfLvHpp6YNIZQB3tiRZI1YvIuF8P1yR89I4mOX254B3mlVlcCRlcgBO+pICkPS2QMEnYnMHR34xr5JWzJRE7pGjBtGl11OASpNUw6gjEMp2LnlC8uSJnKiTl2+sJz2yxc2mmhIu9G6INEYDYM7k8rOimV8uGTKLGoGaQ6JEizbKFPMphzFhHVqsCqYMMX2rjgiyiQwSRui5h2UrMru6PBBTumolCSrWKFEVXnZZfsbNIodZYSGVWTvSek1LOw0+j2N5aZe9VFN9iCcbxHgzwRo7vFbafRh\/SoHRZFLIRsCrDcXvsa2wGNwwwwDDDDAMMMMAxEYhhgM3xHjmafWjyrIHRFdgkZ1qNDjU4Wy9rHbHvEqLJoYveKZ\/PRU0ssZdi1poiMiGWBYn1Jo7oMYRTWxoeINX2c7YRujoDNTJItGqLPDlo1JGvwaBmv9L9uKk3bSM88gzgyGQqdrXXAIhvr8GGrbyGNPvdfl8nuyxDExdos+SZll1MKL+jQsOS0brJINHratHpD3iVq8YfiGdaUoWVVKoiDSgSwo2J0gWfb5Afjjasz2vhPOpZSJGnajpAPOOVemptwWy7BvMSE+w4rtBxqLNAipLDSyIW0kgzSI3LJv82qh6I6sx2AxZp6mraY7VMf7ROFjnOP5ibXzHB5i6X7iDUNQezS+sWVSW6kgWTinkuMTQoY0YBTqJBRG9dDG1FgSLViprqPwGLDDFvd0xjEYRllpO0eZY6i4Jtz+bj\/AN7GIn+r4ooX9mKWX45mEZWEm6x8kBgrry7J0FWBDLZuiD4eQxjsMO6pjGI+xlkxx\/MhlfmDUihVOhLAD80V3fW197V1snfFDN8UmlUI72Bp8ACdC6E1EC3pe6NV0NhizwwilYnMRAyMXG51jSIONCatIKI1BrLLZUkoSxOg92zdXifh\/GXTNR5uS5GR1erC6tFaRdEAbAdOgxi8MJ06TExjf+dzLLZftHmYz3JAB3dtCEAIHCgDTQFSOCBQOtruzirLx\/MSCuYN1ZaMcd06JEwDBfFI0XwPdFYwmGHd0znsx9hlZuOzMJBJpcuGU6kTYuyM7+r+dJjW39Y1ucT5HjzwZZoIxpZpRJzLFrUbx0oK2p757wIIxjBLezb+3xH+v4H+7EHioWN18\/8AXyOM4rERiuwyU3aTNOpRpAQY+SbjjtkGigzabYjlpTE2NIo4t8\/xiedQsshYCj0AshQgLEC3bSoFtZrFjhgMxD2nzaKiCQaUCgAxxnZVkUBiVtl0zSLTWKcjpiL9qM22xkB2YfmoujQjLn6n\/wAYCfgMYbDAXmR4nLAGETadWxOlS3qsmzEWpp2FgjribifFpszpMz6yooHSoJ2C2xABdqVRqayaG+2LHDAZmDtTm4yCkoFb0I49N6kfVp01r1RoddarUb4qzdqZtMPKJieJaLro1OfnEmZBsICq63Hcsr3QcYHDAZiHtNmk9WQCiCAI46XSroAo00q1LJ3Rtbsas3i1z3Fpp0jjkfUsYCr3VBpRpUMwFvQ2GomhsKGLHDAMMMMAwwwwDDDDAVcrAZHWNatiFF9NzWLzjXCWyrhWYNYsEe7pjHqa3GJ5p2c27Fj5sST7zi2Jp2JiY+bwljMTn6M3xXgajNLloSQDDDJbksbkyyZhh3Es+sVAAJ6YxnF+HPlZngkILIaJU2p8QQfKiMZ7N8Q4jFI4cxLJHEhf0eVswtGsSKzBfSIUkRdG+xG222BzmYkzLvNI4Z6DMSVUtWlBQ21N02G9AnwOKmTPcI7ItNA7EjmtHFLEuoikeYxs792tNKx2a63o3i2PZOTQZFny7gCQjQ7tr5MMc8gUhKBCSdGI3Vh5XbZTtPm4URI5ioTSFOlNShZOao1ldWkPbabrc+ZwbtLmiCNa0eZsIogBzYxE4UBKUFFC0K6YDJJ2LnDSREK0g5OkhnAqWUxhhcdSJteoHTRsE7jDOdlNSI8EikDLCdyS9MQMy7aPRihpy5FNW5As3jHL2pzgOpZdJtSNKIukpKZl00vd9IzNtVk73ide1WcrSJFAICaRFCFC1KKC6KUVNKNq2cjpgJuN8DGVgjLEGbnzwygEkIYVgOk2o7wMjAkEjbY7Yo9n+z0mdvQ8aU8UffLi2nLKgGlT4irNVY8LqPaLiGbZ2y2aYM0Ttq7sd8wBY2JdRbtSKCxJvSDZxa8M4xPlr5L6baOT1UbvRMWjPeBqibwGQTsrIQr86ARsqMsjOyITIZQq2yAhrglG4A7t3W+Mh+SYSC5KM4acOmtgEEWU+caT6M+kG\/QkGqsdcYeLtLmlGlZAF0CPTy49IVXaRaXTQYM7EN6wLGiMTv2pzbABpQaBG8cZJuIwHUStuTGdNmzVeWApca4FJlVjZ2RhJq0ldX1Ku9Sj7QIIsEGwcXvZHs8M1IjSnTCX5Z3IZn5buFWlP2bN11G++MbxXjU+arnPr0lmHdRe8+nWTpAsnSCSeps9Sbm4Vx3MZUEQyaQWD0VRwGUMAwDA6WpmFijRIwEeKcGfLojO8epquMPckepFddaVsCG6i9wRi54BwdczFPvUimBYzdIDLMsZ1AAkjfw9xxY57i006RxyPqWMBV7qg0oCrqIFvSgKNRNDYbYjwrjM+VswPosox7qk3GwdeoPiOnj0NjAScW4c2Wk5TkE6Y3sXVSxrIvrAEHS4sECjeMrw\/s9IYRmefDGhRnIfmE6FmWBiyrGwI1Ou25o7dDWI4hnpJ2DyEFgqoKVVpUUKopQBsAAPYBi4h47mEjEIccsKyaTHG3daRZSDa2RrRTv5YROBsEPYaSSRVLxx3OMu4t2CsZJYrXu97eF9rNWt0DYxsfZWQ0DPl1JUyaS7a1QQNmQ5XRekxrew8VBq8U37W50kEzbhxKDy471rK8wN6fCSR2rp328CcXmS7UTSBY5ZBaqyI2iPZXVkKm16aXdQDsAxArFtYjUnG0+zGZwpN2Vd0DxvGQIWmLapCJAhzRJUGIaO7lnFNX1d7ahgsplnldIoxqd2CKPNmIAG\/tIxsU3Ec7DGI45A0SqUA5UZ0qRKpBBW9xNKCfEMbxrmXZg6lDpYEFWDaSCDsdV93fx8MY307UnFoTFomMw2fM9kRy4GSaFdQYSSPIVi5hmnRFUlARYgbrtsTdY1VFsgXVmrN0PaaBPuxsPEe0mfiklhkkAZS8bqI4dOoSFmNKunUH1MHG4JJBFm8PlcnIyPMoBWHQXJK7a2pe6fWF+wjzxglm8z2KnjYqZYTRIJBkq1zKZVxvGDs7qT5g2L6YlXsbOWEfMhEhZlWMyESMFaVdSrptwWiIAFk6l23xbHtVnC2oygk679HHuZZFmY1pq+YqsD4ECqxE9oM26HVKhVSxplh1HnFy4AK2yW7tp3UFroHfAXM3ZIqoJzES1HJLJrWZeWseZ+a9OWWJ1b1QPWwK3seLdnpssmt9JqTkuFJLRSaQ+lrAF0Tutjutvi44pxXOqoEzgieItuImLRzS8094AkekXVV2p8t8W\/Eszmp4EmlfVFrKA922dI4wSwHeZtGgamv8euAxGGGGAYYYYBhhhgGGGGA2fO8ehkkM45gkePLRsoRdKGDkamV9dtfIsAhfX67b5HjHbGKYSshmWRllVGKra3nUzUIsSWAqqV29UnbbEme7NZeEZglJnESa43SeIrmFaWOOORajYqpV2av0SL2as7nuz+XaV1LtHfzlZJdUZAVMzCi6l0UqiJg1Lp2o9DgMIO2cZeVwJYS2mRCixyU5Mj5hCsndETtKd96Ecdq1VilN2sjZJY2Mzq2XhiRTtoePKmBmBWXuqXpiCGDgmwGCsKqdk4tM2uOSJ40fumeJ9MiRTyqTpX1G5SAXV6jVggrpuay7RO0bjSymiPI\/swGd7VcdjzQAjVgOdNMNdeiWYR1ClMbjUo1dOuwG9z8F45BFk5su4kLyCUCgpTvCEod2G4aI3seooiiG1rDAbnw7jUb57P5pZGiWSLMPGxKrIGchlCjXRe+lNe1jGTXt3lS4kKTA86KYgKhFxZgyMw74AZkY3t6xbcqQF85wwG65HthEqwiUzSlWAlVljIlCyO6Sh2JZZVVgoXp3F71WuKZ7URCJkEmYLlgC5jiuePRCg5lsTGycm10kk36ynvY07DAbSe0kb8QmzUhlMcnOEZpWlgWTVyyiltPd1AabAq6IxDjfaKPMZdojzGkMpkDlUjBtnLa1jOhydQPqBlJYayNsavhgN+yPbaFBCpM+mP5pqUKtFYIZoplA5m4fWnXqEF9Bilk+0ysYhCxWYPlXPOKRw\/zbKtl5FMhfo4A8Bd6fK9GwwGxLxiEZ7mkSHLqrwx0bkSPlNDG63Q5gsSeHeHheMvkO2USaCzTllmV5Dy4T85RXhcM9nuSDlGgL6jvDcto2GA3SDtZD6MyNmbWa5NOg8+MSxSRsxZjpkVYwgUWKVQGUXdzmO2WXZGQGcB0ZX7i015BcoCblJb0iLJuT4bki8aFhgN54p2qy85iRRLSmQapAoIV2VlWwzdO8LoAeCgHStz2tWHOyRyIXUoGW2UWQZpZV2DmzUldR6u1CgPPcZvgfFdNRyHu\/VP2fYfZ\/D+G\/w2rS2NPV28FOpSY+arYe1vHInhni0TBpZWlUsq6ATmJ5diHNHRMAaF2DZII0y8H7X5WGFI3jl2SJGjUJo1RyuxlUlvzlPqFr6yjeulZ4ww0sAQeoOMFxHs59aHf9Anf9h\/8HFnEfDb1+bT5x7sacRE8rMm\/a6MxvG0k8mpcwpLRxqJOZl8vDEXVZKtWh1eJ3Bsmzi5Ttplea0jRSMGMBK0ApMU0rswVpGEfdkUhRa6gaCqQBoTxlTRBBHUEUR+zEuOY2G+HtdltDKTmHJy4y5ZlXv+izUWpl5vgZ0bct6p6EBsYztR2hgzUKxxCRalMoRgvLiVookMcZDbqDHt3RsfPrq2GAYYYYBhhhgGGGGAYYYYBhhhgGGGGAYYYYBhhhgGGGGAY9fzHAU5ssPzVBAOHalj0xc1ZyNIbm\/b5isS+ojTtvYXHkGGA2DNdnhk8zHDnWARg5LIzbaHliIvlsbEkTL6pG22xvEM5BlFngGVJlBYag5LgnUKFGGPb2UcYzifFJsyweZy7AaQTQ2LM56DqWZmJ6ksSdzizwGw\/KDlki4lm0jRUQSsEVQFUL4aQNgK8sa9hhgGGGGAYYYYDZOz3FbqJzv0Q+f6J\/8AHu8sbIuPOAaxunAOJ85aY+kXr+kPtf6\/+8d34bxfa\/avv4f00uI0sfNC9z3DY5xTjfwYbMP2+P4HGp8V4DJBbDvp9oeH6w8Px6Y3hcVFx0OI4DS14zPKfNRp69qejy3DG88V7NRy20dRv\/2n8R4fiPdjUM9kJIG0yKQfDyP4Hxx57iuB1eHn5o5efg39PWrqbLXDDDGmtMMMMBf8P4JmsyC0GXmmUGiY4ncA9aJUGji7\/JLiP3HNfu0vw49q\/k2\/0PM\/24\/y1x6\/gONvyS4j9xzX7tL8OH5JcR+45r92l+HHZOGA42\/JLiP3HNfu0vw4kk7L59fWyWZH45eUf\/nHZmGA4xHZrOnplMx\/0JPhxH8mc99zzP8A0JPhx2bhgOMvyYz33PM\/9CT4cTfkpxD7lmv3eX4cdl4YDjT8lOIfcs1+7y\/DiI7JcQ+45r93l+HHZWGA42\/JLiP3HNfu0vw4fkjxH7jmv3aX4cdk4YDjf8j+I\/cM3+7S\/Dh+R\/EvuGb\/AHaX4cdkYYDjgdjeJf1fm\/3ab4cR\/I3iX9X5z91m+HHY2GA45HYzif8AV+b\/AHaX4cR\/Ivif9X5v92l+HHYbuFFkgDzJoYw2f7X8PgFy5yBaNfnFJvrVAk3gOVfyL4n\/AFfm\/wB2l+HD8iuJ\/wBX5v8Adpfhx0hnPlQ4chKo0srAagI4m7423RmpX6+B38Lxr+a+WiLrDlWdejM0igxnw1IgY1f\/AKs7YDw\/8iuJ\/wBX5v8AdpfhxPF2F4o3TIZrbzgdf4gXj1HPfK5n2pUjy8LGyuoM6yjw0SMyKG9hHuO2MHnO3nEp9Y+dTBb7wjVEmgob2EQ6h57j\/hwGlzdheJoCzZHM0P8A6XP9wGJMl2d4lGyyJks1Y3H83loj\/l3GM1n+Jyzd6acvqsXJIzwS9CFdWf0UleSij4DrjP8AY7tnm+GsI0DSQg97LSGio6kwSFQCPHr+w+tiYmYnMExlLl+HZllBOVzK2Ohy81j2epiuvDMx92zH7vL8GPaeyna3KcTj5mWkBIA1xkgSR39pQfYdxYPnjO469fjOrEdMNSeEr5ufBwzMfdsx+7y\/BiXMcFlkUo+VnZT4HLy\/BscdC4Yyn41qTGJpHuj9HWPGXJvF+wWaW3gy+YYfYMEuofgdG\/8AH8cYduyfEACTks0ANyTl5aAH\/DjsrFtxIXDIP0H\/AMJxytW9b2zWuPpDarE1jnOXEuGM7P2XmViAyEeBsi\/2VthjOeE1onE1lEalJ8Xs\/wDJt\/oeZ\/tx\/lrj1\/HkH8m3+h5n+3H+WuPX8a7MwwwwDDDDAMMWud4lBAC000cajqXdUAvpZY4wWb+UHhkTBDm0ZmrSEDSarFiigI38PMkDAbPhjznOfLDklVmihzEmk94FFjodL9IwNXsdtrF1Yxg858tL7GLKoI2HdkaRpKaujJGmxBqxq6bi\/EPYsMeBZz5UOKOTFrihlHRUiWpQaKhDI5OrrW1H8avAZrtdnpw0jZnMMhFyxiR0MJvqmhFAXb1rIHRvMh0vPmUT13Vf1mA6fjjAZ3t7wyFS7ZyEgGvRtzd+tejvf2Y5ulbUVMj6rNxZjZmBG+l7Lt1rzKHcWMTjXqIA0y7q0e\/LzAPiu6KSQboddiu+2A92zvyr5BG0IJpGItaj0K99AHkKjfw9u3XbGAzfy07Ew5O9H5wPN346NWURWse29j1ra\/LokjEPM0M8d2FrUYr2YhlBvejvV7A0cQzDpqiLOUa6WctakV0YMb1dAdQsDY2KxGWxbh5rEZmMzGcfnJu2f+VfiB2DQQqx9HIIjp\/VkEj2D06DbyI3xg81204nOafMzBqbVCp0B1842iQX5gBifIkbYwrZYrq0BdRoPCAQsnkyKFGk2dqPjamjWKM0QA7yuYruyAZsvq\/HUSpPlsf0WwyrtpXrvBmMyZQHeR5VFaZC2uaAk7awXJYX\/wCqPdMQxQj1UZro7iCf2E9xUb3b9dJ6pWYFSzBXIIWbflyjyk1aV1eBJH6w+tiVLtlWMWO88G1E0O9Gyqxut6uwOmoYlWhywQV0EhfWiO8sRNEtG2lifOvf9rE7Sbh2k8aE3QdPVnjLbmh10m\/0xiRmGkWzMibK\/SXLk+qGDvuvltXkQbGJ1ZlII0o7C9agmCcC7DaVVVP9wPXSd8AVDRQIAWAYxf7qQfaicKKbyIb2An1cQ1Bjds2k9e6cxlwOmoWxkUXXs\/R6GUoN4wl7ktA5GtbFloj329tCz5hhvicvYDl2KgqFmGoPGRVCVSyhhvX8CemAM5Au1XWK178ibxpwSgRuvht5D1sFUXoCHb\/dkjWljrBIqtqHjpveujetiCEBjpCKWGwGk5fMDx3Ve41nxIo\/ZOBUE8sqW09YnPpovHVG0jWV8a09Oo+tgKuXzzRMMwkrK8YpZ17rxm6qWNnJ36XW\/wCl0Hr3Y\/5VFcrBxECJzWmdQeRJfizEAIf7r8umPHVkJqUOT5TIrXf2Zo0AsHzs\/i2JQoFLSLq30Eryph01RtbMjbeB26WOmA6zRgRY3B3BHQ4jjnbsX25zXDjoUPNADTZeSxJF58p3oaepoD8VXrj2\/sx2oyvEY+blpA1VqWxrjJ8GW9vx6e3AZrFvxD81J+o3+E4uMW\/EPzUn6jf4Tia7widnOGY9b3fwGI4hmPW938BiOPX6nXPq5temG1fIFxfL5TI5l8xNHCpnABkdUBPLU0LO59gxv2a+UvhcZVfnOosLXRHI6kWV9dV09Qbs7VjzX5GOz0XEOF5zLyjYzDSaFqwjWiL6HGlcW4ZJlJpMlm9qNo7XpUnYMC7WYyKDCjuPNcePdN7Lnflgyyl0iy87yJ9V9EWur1abYkkUT03ANXjXs58tGYZBJBlYgoYLIGd5GSzt6igUR0a6ux+PmaI7ERgFcxF6tXqdV+rca+uoHdIJ1AV5YlEor5wqrv3Z4200Qx2amY6Uax0AKt+zAblxH5TuJMdJzKRI4JjljijUAi+ocua8GHrA9L+thM12g4hOdD5jMc+PfSZJNMoButI0IW9lUy+JPrYoqEBFs2XlNggMWicbGwoUBhe4Nal3HhUphthC5USKAYJAyAMp3ChjqbSbtWPTpsPVCCSJRlRQyMamj2OknoQQHYC91azpO3608qAKI3Y8lr5UhDDlkEWGBYUPtKAaPeA33CV29KBUqBuYhV9Mi9GbQxVfMOo9rV1qSN41Uso1QORrQFdUL71WhT3uulrGoWD44CqNZkFCsytEEURMpHiVUhmrob74NHf1pQRRdV1J0miY0F6d5dbkhbOxItSaNg7pogAIpWGncwzG9IB6htbXpvYgraNdeNzRl2fu2uZS7G\/pgNyaRaZ66iyHHmeoSaF0KpYtC18uUBgYmFkqyqq0N7K3+kD5xJcyCyqziir2lTqwqrOuyR0O4a6O\/WWNwAZUQaCBzojXdPgwLsxC2dm6qdiDfemKLpCks8DH0b0+qJibKsFCgebLtY7wPmEyts5RDpqpYDrFUfWTUVoe2rXxBBxLGqkKLLxE1HIANcLddLBFJ9pXVv6ym7wolwrMFnAHLkBQCZfqgt3jfkx6gUx8cXXDRbmTdCAebGRJpJU7MmugNx6td0jbbpEzyW6Gn3mpFPOU\/EmOtFLFZFWwzldMusaWHfNEmiLYEHcGuuLOL62hK8JoKYAafrR6VB8\/Eld+q4g86sC1l4WazRGuB2\/UU9aod4Bx5HpGVDYEjaW\/3OY6AgeDGRtQI2F6dSnY2MIjEJ4jU7zUm0bfx4eyV9OkajqivuP3TJAx+qQzMT4mhseq0bxcNNJYDPpci1ktmimVuuonQgN\/WNWdm33xSj1lyEGiaqePfRMKskLGApat9PQ3am8SJpCkqtxdXiYprhJAGsMxY1+l+xh5yrre1dpXKTghkESB9+ZF0a1+ugXUb9nUebC8FiieMEyNyxVM4OuBrG3ebdLrYij4UcW5rSupmaMGopVEmqM+CyBdNAda2IG6kjYrYSblY5yLDAxiPMA7C6Dbnf2Gt6O5jCzvpnqiJ\/PorxROfSAgMbCyrukwuiJFRa67EnY7ah44pGMhmTQA19\/LvXeZR60ZdmYGje3e8tQ2wS9yqE+MkLazRWwWiaQivHwJXf1heJoM5pGrVzY9hqNNJCfAMqDpf6VGhRB2w5n7U+ce\/wDSmpBQEa3iXow1c2A7UCBoBTr417VO2IltLBi6qxJCzLo0TA+EgpiD9qwf0h44rSEaw0lRsR3Z1ACP56uabvejag\/a88Tcq35cJ77+vC2oRttdpo2s1tRNbU1bYZO5memYn8+qiEa2TR3ju0DaijnzhZ2AF9RVmumoGsSRsCvVnVRtpIE8FHpUS95b8yBt9U4qy5XQtlC0QvunQJILPeKu2rUvt3HmFO+KesnS7OTvSTrzGIJ6CZRpF1+2vtjEq7Vms4mEXJBDuwUtaibSOXJf1ZFkJIO2\/dvzBG+Iop9QLRNFoSXMbiusLjSAT4b7+DEd3Eq2jUNEcjAbXGsOYF7Eabo9ehAvoVOHKsFQjMBZaJ1YvGehMTSkCv2EjxBq8GKXu19Zgu\/1FzMAU\/8AEzgH8a\/QxdZTOSwuuZjlMcg2TMRh9J6bSqaAuhe2\/wBluuLbnA03MLKKAlVqlj2pRIkQ7wB6HV+B8MX2Q4PmZn9FC5dgDrSC4J1rowe9JvwoC+oB3wHrPYr5VY5iuX4hphmNBJAQYZvbakiPr4mj5+GPRc+fRSfqN\/hOOf8AIfJ1xKVKGWEaMQWinmOhfMxlN1\/j+tj0fsd2Z4jw+KSOXNJJlgjhYipLx900Ekvp7CK8qxNd4ROzyrMet7v4DEcQzHre7+AxHHr9Trn1c2vTDd\/5Nv8AQ8z\/AG4\/y1xs3yo9il4jBrjAGYjFo3QsPFS1WAfZ7Maz\/Jt\/oeZ\/tx\/lrj1\/Hj3TclCJ5DymDLmIvV1BrYKT3LkYd8dVNdO75YhHOWrMRVzF2mTwYNsW0xr3lYmmFmifCxXqXyy9huvEcstON5QoAND64OknUK8N6\/Dfy1pmkHziPdhtKtOynV3dVHSpQ3TCqtvJtglfQg1UWy8hpg1akYeFyPtItkrt3lJvxqYJf83d7UjXFINenvXuQiqBGdwQfVaz9q5AyR99R6CUlXTUishX6tqCQ43ZWJ3H\/EMTmAbRSnVE3fil0swW+rHWdgap0G4q+o3CPfZrPczUfT1A0gFeJLsXAHXfUPaO9BZbUzRLa+rNF3yoDHavVURnrt6pr2YBC5ELHl5iOhGdaqXG1ITGDuB6hvxr7OIa2cnMKtSqG5o0bOu4LASMLWtnFeJPS6AVRBRNwOdiNAeJxXgoJ5oHUWA6+W2mdkLFYpT3gA0M3eZCOoBZyAUJ6GjoN341IkypcsQuFiFki1nuHqB6NeuxKyewg+NnhVKjk3gfvRyFFBjbbUfSMTfQMh67EeFhPG7F7XuZlCda7ASiu+SEU23mt025q7uSwA0iJaGhNE192+hDStYWydLgWCaN2NU1MxWF3qVaMTh3IYGiotAoqgNLXtsOnqwDMWMirozChtaaUTmjo5CtZ1VqDJW+58xgIWoUJqLwOToYWWjfxGmNQL37yX3vWBxfrqjj7zokrEKkgIUuFopbsxvyDHcWAarayhpraJeZG9LLFckmj7NdBpv1XPqnY\/pXvEINOiMp6GgocMgaNh1I8fxXYEeWxxjLc4asxS+pHliPWf8AmVmhdixRSJVsSREOyyKPWpAFW76pt5r5CmuhUJAuA1rjLIrQnoGBALdSAHA39VvbXfKlgqyumtaMMwMkgI1UNTGho8m6rVfhPY5mzFMwurUoCJzj49xQSWI6qdm6gWd5y1+7nx5KEi2qrIS8R2il0uzRm7pwxAoeKG+trd7mdg4DMI8x1SQOipMG27xQHw+sSAejeNzIyFXkji1Kfz0ba2GkdGBcjYeBG62b2O83z0IooqcvsBTLqhJ39VFoNYvrTeFHdR2axvKRYmYsyRkNR5kLIxVwD9TmEdOtABl8Nuk6xUtdYerqZFDwnoCOWtdfHcN4gHpXy+SzE5WMLI\/Ropo4mZeuwZms17SNSnwIFYzeQ7CcVn9IMsYpRYJkkAjlB6kqmwPmKpvx6uaM0jzlr0uXVQpkcCiOVOEphp8HMhJ2226jarFAzqy8zSCRMQK7x5U4bc7KNG4\/4W3uj19A4Z8juZu3kgiRgOZEqa1J39VjuK6g9VJO+M\/kPkayoTlzzzTLdhWagp9hABHtxKe3HhEPHIXAWkhUeMkDgKTRNsmok7b+GtfaLxFcwZVpC08Y29GHaaI713RSlf8AtavqnHQuS+TvhsRU\/NldkoKz99hp3G5328PLbGwZbhsMYpIkX8FAxGEd5bzc4ZTsrn52GmCUsN0zCqsV7bCQVrqtj4jx1DGeyPyVcRk77CGBm2dWJkR19qE0p9g9laax75hiWMzl5Nw\/5GlUMsuabQ3+7RQAp81PW\/b4igbxsGS+SnhsenWjysnqtI5LCqoX5CtvLwxvOGCGJyPZrJwWY8vEpNkkILJO5JPjjKIgXYAD8BWJsMAxb8Q\/NSfqN\/hOLjFvxD81J+o3+E4mu8InZzhmPW938BiOIZj1vd\/AYjj1+p1z6ubXphu\/8m3+h5n+3H+WuPX8eQfybf6Hmf7cf5a49fx4900kkYYEEWDscc8fKX2QfhmaGYgS4ZDQ7pcLd6o2DPQQgkV06jyvorGP49wiLOQvBMoZGFURf4H8fHAcrl0i76m8tKCrKHW1N2V7impF2KkncewsMGhC+il3jcl0l5ZIXUABJcjE1sA69RXmBeR7QcIk4VmJMrPZhbodYQOt2roqrtIp8PO\/BsY5YAvoZKKMQ8cojLKpcbPch3U1TL4Eea4CNM\/82kbTMhAiuTZr3CExiqPVSPOroiorqk9MoKTxi39GFL6erAyE94Ad6+o3r1sSlWcfNpDolTaPVKN\/\/rbl\/V3tPxq6Iqpl8vLmfSxI\/PjPeKQseZpNAhn\/AN4Dsb3IF9QbCnz9jNEAV3SaEu7KNfUARj82fA33TQ8FuNLELClstIbAKojRtX2nPdlUfsZfx22PJ9iuJTETQ5VkLWHjleo6IAburVxsPq7VVDasbDwz5Hs3qOp4Y4XA1R1rbpfrkespJpqvzG5GA87IFCCVw6MA0UlyOOvWgANF7FT6ps9bBiUcnQ1x5lNkfuRmULWldRJJaq0sOuwvocex5D5GYQhjzGZllUnVV0FPjpI3F+I6HbxAONhyfyY8MjCg5cSaRQ5h10Luu94bnbAc+JMZH5kVCdNRkjAd9QIpmVNl\/WSvaNrAyeQ4BnZO\/l8pO6S7PEwEWmv0mFkbkq92Nwb8elMtwjLx+pCg9ukX7+uL0DBOZc\/ZD5KeISXHIkYh3KmRi0sZO4Ner7CBsa\/AjYcj8jMjRqmYze6nYxIEIXrpvxW6ry8Nsew4YIaFkvkoyCSCZ+ZLKK77PRYjxYDYk9CfHGw8N7IZDLCosrEn4IN\/x88ZzDAU44VX1VA\/AAYqYYYBhhhgGGGGAYYYYBhhhgGGGGAYt+IfmpP1G\/wnFxi34h+ak\/Ub\/CcTXeETs5wzHre7+AxHEMx63u\/gMRx6\/U659XNr0wfJT8pMHB4JYpYZJDJIHBTTQGkLvZG+2N4+n3J\/dcx74\/ixz1hjx7puhfp9yf3XMe+P4sPp9yf3XMe+P4sc9YYD2Dtv8p3DuKRCN8vmY3UgrIpjDL50b8tv\/wCGNeyfHOBqipNl87OFJYa3j2LDeqbp41540DDAey5L5SeBw1p4ZJagKCRGSAvQWW6YzUPy6cPT1clMv4CIf\/rHgGGA6F+n3J\/dcx74\/iw+n3J\/dcx74\/ixz1hgOhfp9yf3XMe+P4sPp9yf3XMe+P4sc9YYDoX6fcn91zHvj+LD6fcn91zHvj+LHPWGA6F+n3J\/dcx74\/iw+n3J\/dcx74\/ixz1hgOhfp9yf3XMe+P4sPp9yf3XMe+P4sc9YYDoX6fcn91zHvj+LD6fcn91zHvj+LHPWGA6F+n3J\/dcx74\/iw+n3J\/dcx74\/ixz1hgOhfp9yf3XMe+P4sPp9yf3XMe+P4sc9YYDoX6fcn91zHvj+LD6fcn91zHvj+LHPWGA6F+n3J\/dcx74\/iw+n3J\/dcx74\/ixz1hgOhfp9yf3XMe+P4sXXDflvyk8gjXLTgkE7mOthf2sc4Yy\/ZQ\/zqP8A4v8AA2LuHrW+rWttpmIYakzFZmPJ0j9JkP8A8EvvT\/XFPM\/KPC6MvIk3UjqviK88ebDEceqj4RwvlP3lzP1Wp5sfmfWP7P4DEcM16x\/Z\/AYYanXPqyrtDzLDDDHj3UMMMMAwwwwDDDDAMMMMAwwwwDDDDAMMMMAwwwwDDDDAMMMMAwwwwDDDDAMMMMAxkezxrMJX6X+FsMMW6H+WvrDG\/TLd4pW+0fecVRIfM+\/EcMeqracbudMQssw51Hc+Hj7MMMMat5ntSuiOT\/\/Z\" alt=\"El equilibrio de materia en el Universo : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">Pero la respuesta a la pregunta, a\u00fan sin saber exactamente cu\u00e1l es la <strong><a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a><\/strong> del universo, s\u00ed podemos contestarla en dos vertientes, en la seguridad de que al menos una de las dos es la verdadera.<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><strong>El destino final ser\u00e1:<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><img decoding=\"async\" src=\"https:\/\/media.giphy.com\/media\/3ohzdHC8FRAxidan4I\/giphy.gif\" alt=\"2019 abril 23 : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<ol>\n<li style=\"list-style-type: lower-alpha; text-align: justify;\">Si el universo es abierto y se expande para siempre, cada vez se har\u00e1 m\u00e1s frio, las galaxias se alejar\u00e1n las unas de las otras, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> har\u00e1 desaparecer la energ\u00eda y el frio ser\u00e1 tal que la temperatura alcanzar\u00e1 el cero absoluto, -273\u00baK.\u00a0 La vida no podr\u00e1 estar presente.<\/li>\n<li><\/li>\n<\/ol>\n<blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/e9\/ca\/11\/e9ca11e70b1764fa3bccf33fe9628364.gif\" alt=\"double fantasy-JL | Cool gifs, Image, Trippy\" \/><\/div>\n<div><\/div>\n<\/blockquote>\n<ol>\n<li style=\"list-style-type: lower-alpha; text-align: justify;\">Si el universo es cerrado por contener una mayor cantidad de materia, llegar\u00e1 un momento en que la fuerza de gravedad detendr\u00e1 la expansi\u00f3n de las galaxias, que poco a poco se quedar\u00e1n quietas y muy lentamente, comenzaran a moverse en el sentido inverso; correr\u00e1n ahora las unas hacia las otras hasta que\u00a0 un d\u00eda, a miles de millones de a\u00f1os en el futuro, todo la materia del universo se unir\u00e1 en una enorme bola de fuego, el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>. Se formar\u00e1 una enorme concentraci\u00f3n de materia de energ\u00eda y densidad infinitas. Habr\u00e1 dejado de existir el espacio y el tiempo. Nacer\u00e1 una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> que, seguramente, dar\u00e1 lugar a otro <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Todo empezar\u00e1 de nuevo, otro universo, otro ciclo \u00bfpero aparecemos tambi\u00e9n nosotros en ese nuevo universo? Al decir nosotros, como podr\u00e9is comprender, me estoy refiriendo a nuestra especie.<\/li>\n<li><\/li>\n<\/ol>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Modelos de Universo: lineal, branas, burbuja, multiverso\" width=\"373\" height=\"219\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"3.La Teor\u00eda del Universo Pulsante u Oscilante - Explorando el conocimiento\" \/><\/div>\n<p style=\"text-align: justify; text-indent: 24pt;\"><strong>Esta pregunta s\u00ed que no s\u00e9 contestarla.<\/strong><\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\">As\u00ed las cosas, no parece que el futuro de la Humanidad sea muy alentador. Claro que los optimistas nos hablan de hiperespacio y universos paralelos a los que, para ese tiempo, ya habremos podido desplazarnos garantizando la continuidad de la especie Humana. Bien pensado, si no fuera as\u00ed \u00bfpara qu\u00e9 tantas dificultades vencidas y tantas calamidades pasadas? \u00bfPara terminar congelados o consumidos por un fuego abrasador?<\/p>\n<p style=\"text-align: justify; text-indent: 24pt;\"><strong>\u00a1Qui\u00e9n pudiera contestar a eso!<\/strong><\/p>\n<blockquote><p><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p><\/blockquote>\n<hr size=\"1\" \/>\n<p style=\"text-align: justify;\"><a name=\"pie\"><\/a>* Los objetos que se alejan, desplazan su luz hacia el rojo. Si se acercan, su luz se desplaza hacia el azul. (<strong>Efecto Doppler)<\/strong><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F&amp;title=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F&amp;title=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F&amp;title=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F&amp;t=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/05\/31\/%c2%a1la-astronomia-que-nos-habla-del-universo\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F&amp;title=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F&amp;title=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2025\/05\/31\/%c2%a1la-astronomia-que-nos-habla-del-universo\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F&amp;title=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F&amp;t=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1La+Astronom%C3%ADa%21+Que+nos+habla+del+Universo&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F31%2F%25c2%25a1la-astronomia-que-nos-habla-del-universo%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0 \u00a0 \u00a0Adem\u00e1s de A. N., estrellas de N., galaxias y planetas extrasolares&#8230; \u00a1Hay mucho m\u00e1s! Otra manera de mirar el universo nos da nuevas ideas, no todo el espacio son agujeros negros, estrellas de neutrones, galaxias y desconocidos planetas; la verdad es que casi todo el universo est\u00e1 vac\u00edo y s\u00f3lo en algunas regiones [&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":[159],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2700"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=2700"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2700\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2700"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2700"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2700"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}