{"id":12343,"date":"2022-03-07T07:50:58","date_gmt":"2022-03-07T06:50:58","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12343"},"modified":"2022-03-07T07:50:58","modified_gmt":"2022-03-07T06:50:58","slug":"%c2%a1asombroso-universo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/03\/07\/%c2%a1asombroso-universo\/","title":{"rendered":"\u00a1Asombroso Universo!"},"content":{"rendered":"<p><img decoding=\"async\" src=\"http:\/\/img.kalooga.com\/thumb?url=http%3A%2F%2Fwww.antena3.com%2Fclipping%2F2014%2F10%2F17%2F00457%2F45.jpg&amp;md5val=4befa854bb7394423b1408a9e1655207&amp;key=d803c43eacd65d66ab7a24f66fc2e4de9ab4261a&amp;method=fit&amp;size=1200x720\" alt=\"\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/blogger.googleusercontent.com\/img\/a\/AVvXsEhjEAVJeGPXicQizxnc9HyXXw1ET6lsTaperQ2V-t0gbM_uOFthUNDJS8E1GlUMiv40kh_9-ZwhIomoEOfH4LvAYAiZIJf-XkNJwWERXdBBLb13UZTmgGwq0Gt8I_WbJI-0SBoicv7j2u_AhCnPKRuFgHygPYliwx24ALSynIGxL4HI0uQN8DR799H-9w=w640-h512\" alt=\"Una galaxia &amp;amp;quot;doble&amp;amp;quot; desconcierta a los astr\u00f3nomos del Hubble\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En la Imagen aparecen galaxias situadas a 13.000 millones de A\u00f1os-Luz, es decir, galaxias que estaban presentes cuando el Universo ten\u00eda unos cientos de millones de a\u00f1os de edad. \u00bfPodremos alguna vez, captar con nuestros ingenios, el borde del Universo, o, incluso, llegar a captar otros universos?<\/p>\n<p style=\"text-align: justify;\">No podemos dejar de pensar en lo insignificantes que somos en el contexto del Universo, una colonia de seres pensantes y conscientes que ha llegado a poder percibir el lugar que ocupa en tan majestuoso lugar, un peque\u00f1o mundo de roca y agua con todas las caracter\u00edsticas necesarias para soportar la vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La V\u00eda L\u00e1ctea, nuestra galaxia\" \/><img decoding=\"async\" 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\" alt=\"La V\u00eda L\u00e1ctea contiene millones de planetas parecidos a la Tierra | Ciencia  | elmundo.es\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En nuestra Galaxia,\u00a0 la V\u00eda L\u00e1ctea, existen miles de millones de planetas parecidos a la Tierra, con las condiciones ideales para ofrecer h\u00e1bitats id\u00f3neos en los que la Vida, como lo hizo en la Tierra, puede prosperar. El hecho de que no hayamos podido confirmar eso, es debido sencillamente a las distancias que nos separan, nuestra Civilizaci\u00f3n no ha podido alcanzar la tecnolog\u00eda necesaria para surcar el Espacio Interestelar y viajar a las estrellas de donde venimos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Scale of Things\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBISEhgSERIREhISERERERERERIREhISGBgZGhkaGBYcIy4lHB4rHxgYJjgmKy8xNTU1GiQ7QDszPy40NTEBDAwMEA8QHhISH0ArIys0MTQ0NDQ3ND04OjQ2NjQ0NTE2NDE0ND00MT0xNDQ0PTY0NDQ0MTQ0NDQ2NDQ9NDQ0Mf\/AABEIAJ8BPgMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAADAgQBBQYABwj\/xABEEAACAQIEAwUFBAcFCAMAAAABAgADEQQSITEFQVETYXGBkQYiMlKhQmJysRQjgpKywfBDU2Nz4TN0orPCw9HxFkST\/8QAGgEBAAIDAQAAAAAAAAAAAAAAAAEEAgMFBv\/EACgRAAICAQQBAwMFAAAAAAAAAAABAhEDBBIhMUETFFFxgbEFYZHB0f\/aAAwDAQACEQMRAD8A6BYiw1jLAJrFWEojLAEWMkJYqQCT1CiFwAWGVUU7NUY2QHuvqe5TEw1IIoW5Nrksd2Ym7Me8kk+cFveqBeVFcx\/zXH5qlv8A9DLawBFjLCWKsAmsVYaxFgElkxICTEAlJCRkhAPCZEg1VV+IgeJmrxXtNg6Zs+Ipgjdc65vS95g5xj2yVFvpG5npz9P2wwBNv0imPFgB9TNpheJ0KovTqo46qwI9YWWL6ZLhJdouT0wDM3mZienp6egHp6enoB6QmZiAeMiZIyJgETIGSMr4vE06SGpUYIi7s35d57oBNjzOnU900r46piCVwtlpgkPimF1vzFJT8Z+9sO+Y\/R6mL96urUsNumGOlSqOTVrfCv3B59I\/FMaKCKqKGqOQlCkthduWnJRzgGtq4Smai4dAWa61cVVc56hQH3VLHmx5DkDNy5lfh2D7JLM2eo7Z6r\/PUO\/kNgOgjtANbxLDFgKiHK6WYMBci19bc7XOnMEjpbOGxHaJmtZgcrre+VxuL8xzB5ggy281FcdjUzjSm+j9AOv7JP7pPyiAXWgmK8IwCgsVYYiqIBNRFWGsVYAixUIGrGyqC7noiglj6Aw1kcVrTyf3rpS\/ZJLv\/wACOPOALgQ2TM4s9QtUcdGc5reVwv7MtrILEUQBViLIKIiwCaxBICTWATWSEiJMQDIlPinEFw6ZmuSSFVRqzuSAqgdSSAO8y6JxftliStXDt9kVg9uV1DBfqbzXOVVFeWkSlw2\/CbMcTYOT2wFRtQVzN2Y7gotmHe2+4A2nI8V4dhyf1SLTYXuqXy+nLym1xuOLXscvQA6zRu9t9TO2tFhWOpJf2cda7M52n\/hUbhFVWRWRga2XstrPmNhY+JHhebPhfDTQxDispWpSAKpe12J0a4+JdPCWuFcZamQKqdtTVldEY606i\/CyHlruOd\/XR8RxNTOHZmJIABJOgB0F+6eRk3HM4+E3yeu0EVlkt\/HF\/c33FOJlQSS2cj3chKuveGGqzp\/Yb2ifEBqFZs9RFDI50Z02Ib7w01537rz5lVdWYNqLDbe575f4Li6lOr2lPTKPAG5uRN8M+3kva7S43ifyfcZ6a\/gvEVxFJXG9veHO\/wDV\/SbAy9GSkrR5tpxdM9PT09MiCMwZmYgGDImSMpY7GinZFU1Kr37OkpsWtuzH7Kjmx+psIBjH41KKgvcsxyoiDM9R+SovM\/QDU6Slh8A9RxXxVjUU3pUVOanQ7\/vv1blytzsYPAlWNWqweuwsXtZKa\/JTB+Ffqdz3Wa9VUUu5CqoJZibAAQAcZiUpIXc5VUXJ\/kBzJ2tNfgcM7OcTWFqjrlp0z\/Y0zy\/GdyfKQwlNsU4xFQFaSnNhqR0v\/iuOvyjlvNo0ANoTRWhNACaVcTTDqVNu64uAfDp1HMXlp4LQDW8PqGxptfNT0FzclNQNeZBBU\/hvzjtKuP8A1brVG2uf8Nve+gDfsd8tNAKaxlhKIqwCaiKokFERRAEWYfWoi\/IlSofFiqL9FqSSyNHWq5+VaNP0XtP+7ALixVENYqwBFiKJBYiwCayayKyYgEhJiREkIB5jYE9ATOU9pMD+k4ey6unvL4jl6H6zq2FwR1BE52pUKnTzEoayTVMs6eKdnzp2YjvGhvofPvl2jwyi9NKj4padQmp2iFXfL71kyhR0BJv1m44rw1ahLpZah35K\/j0PfNEQ1NxnT4WBytswB+oPdMJa\/POG3dVfz9B7HCpbkhcRwxkrtQRg+UgZwuUbAm41ta9vKbb\/AOOUcg7VmqHcrbKl\/L3vQiZocSV3L9kiEnMxS5Zr6kknvkOI8QZhpoDyG9vGc1ZJN1Ls52s1ubHl2wdJUa2rwvCBWCpUFXMMhDh6dgdd9duRv4yeHwdhYCwlYVbMttSWUAd5M6ujhbcplbX3OpoNVkz436jui57HAoWTkQSB36f6+s6ycn7NV1fEsqapSpm7DZnZht3AA\/WdYTO1pU1jVmnO05uj0wZmelg0kZiZMoYvFMW7GhY1LDO7C6UVPNurdF587DWAexuMKsKVJQ9ZhcKfgprtnqHkvQbtaw5kZweCFO7Fi9R7GpVb4nI2A+VRyUaDvNyUwmEWkpAuzMczu5u9R+bMev0AAAsBHMANiALk2AFyToAJoFBxz5yD+h029xT\/APbqA\/ER\/dgjQfaPdM1nOPc00JGDRstWoDY4lxuiH5AfibnsJu1QKAFAAAAAAsABsAOQgEWhNFaG0AJoTRmgtACeC0Z4LQCtiUzKRpflfa41F+68o4GpdMut6Zya75bXS\/flIB7wZsmmmxdUUKhYqSjCxCjmSSv17T1EgFlYiiQWIskCrEWGsVYAqyGE+Koetdx+4Fp\/9EmshgNn\/wB4xX\/OqQC6sVYaxVgE1EVYaxVgE1kxILEEAkJISIkxAPTneM0yjk8m94fzHrOiEocUNFlyvURSNQb3ZT+EazTnxepGvJtxT2ys5OpUvpCqgEWYAjowBHoZtP0PCn4a+Y9+ZB\/DEbgOcZkYMPuOr\/ylBaWaXRbeeHycy6U1+yR+Fj+RvK1VUP2n\/cU\/9U2mO4XUS9rNbcfC3pNJVexsRYjcHcTTLCrtrk1Tw4cz3NWzNAU6dQP71QqbqGARQeRNibyWL4nWq+5msG0Kp7oI7z0lF3JOkuYDCZjmb4OZ+buHdNuLEm7olRjjjthwjs\/Zf9Hp0gpco9S2a10DWvl97pr9Z0L8KpNybxzE\/nODNXkPKfQ8EpFNA3xZFv42nTh1RVn3ZouI8NqUhnpO9hvlJUjxtvK+G4\/Up2FcZ0+dQA6+WxnQ8Qxa01ObUkEATlXpCoCdu6ZkG+fHGt7mGYEEAvXtdaSnkAfiqEfZ5bnkDcwuGSmmRRYXJJJuzMd2ZjqzHmTOS4Ni2w1TKSezY2den3h3j6jynZwQeM5\/FVWxlRqFJiuHQ5cTXU2NQ86VM\/xNy2iY3EviqjYbDsVpocuKxC\/Z600Pznmfsza4bDJTprTpqERBlVRsB\/XOAYpUlpqERQqIoVVUWCgbATJkzIGAQaE0Uw2gBNCeM0F4ATwWjtAaAC8oY+mSAVFyCR5Hf8hNg0IwCqsmsgsRYAqxFhrFWAKsLhvwv\/vGL\/51SKsLh39oOmIrH99s\/wCTiAX1jLCWKsARYqwlirAJiTEgIggEhDxOISmhdzZR9T0HfEE+ee2fGDUq9gh9xLg258ifM3HgO+AWeJ+1D1SUo+6uoLf1v+XjNS9N21difE6ekxgqOVbnSXEoNUuE94jkup9JMoSjHc1S+fBCyQb2pq\/g1NVAOgtFwvEqtEhkNUAc8rWt49JioUQlqh0S1gebG9tOdrTXYvjg2QMCb2ZrAeXWVJ5WnSO3pf0+EoKWS22djR40mKAzWFQC2Zdn8RyMocSwwqbj3tg3PwPUTjMLimSop1GY6+N953eGq9pTBPxL7rd\/fMoNZFUkVtbplp5pwfDMUfZ1Fply\/aNkDgICFHUHmSPKUy\/kBpadDgK+Vla4uNGU8x1\/l6RuOthjTuiLnJGwtMtiXRTU2+yr7O8INRxUcWRTcA\/aPKdVjselJCxYX5C\/OcnhuKsKYpk28JV4sLAHMTfvmyKpGEuWWcbjWre9KNGs4bnaa6li2BsNpu6Sgrc85JAVV8wzTbUcVWrquEok08ihcViBvSXlTT\/EtYfd8dtJjMV2d6VM2qD\/AGlTlR+6P8Q\/8PjtvPYcjsXC7LU9TbU+Mkg32EwlOii06ahUUWUD6knmTzMYzJmDAIGQMmZAwCLQmitDaAE0JozQWgBNBeM0F4ATQTGaEYBUWIsNYiwBVipCWKsAVYWD0qVl6vTceDU0X80MVYK6Yn\/MofWm5\/lV+kA2KxkgrFWAKsRYaxFgExEEMSYgA8Qr9nSeoN1Riv4th9SJ8jw1UPUao2oLEjwGi\/S0+pe0IJwrgdE\/jWfHsMpKab6Hym\/A4rIt3Ro1EZPE1Hujpe2Qi7MR0A39ZDhXEUpVWYuEJo1gjEjLmykrfzW3iQJof0r3cp9ZWqOWtYEg6L4\/0Z09VGGTC8b6aOPpoOE00uUbj2lxHalK6rYVEXOBsH6+YPqJzmI1ILAaC2vOdFScBQl7gKFPQ6Tc8N4Pg6lJqjozuje+gcqFTkw52\/KeVy1iXC4uj2uDWuMFGa5S7OK4fRarUBsciWJP9dZ2PBKnvsvVc3oRf8\/pA4lWpg5aFNaSD7C7X6nqZngYJq36I5PgFvLuGDULaplLVar1pL4XRtMS5XbcaiQrlnTMPSVsdVJbTeHSqOCBysDJvk0mKbkGx6zZ1nQoBcmUGF9bG\/hPXe2qt6GVnmp0jcsaasdETlEr4hlJp0zaoPjfcYcdB1qnp9nc66ChWrmmSiG1XZ3H9h3DrU\/g\/F8NnD01VAqiw37yTuSeZPWWIStcmmSp8AYmkEp5U0A8yTzJPMnrOy9i8MaeEDHeo71B+HRR\/DfznMUMG2JqLRTmc1RvkQbnx6d8+h0qaoqogsqKFUdFAsJmYskZgzJkTBBEyLSRkDAItDaTMNoBBoLRWhNACaC0ZoLwAmhGK0IwCosmkNYiwBlirBWKsAZZXxpyvSqfLVCN+GoCn8ZT0jpIY2ialN0GjFTkPRxqp8iAYBeWMsp4OuKlNHGgdFe3S4vaW1gCrEWEsRTAEWIIYk1gB46lnpuvMqbeI1H1E+PGl2dV6Z+w7AfhOq\/QifaAZwHttwMq36TTBOUXqKB\/Z30YfhJse4g8pDJRy1ShTbUr6G032Cw2AetSRVds1MK4GamisqMzsWOpuRsth4zn1e4lvhlUU6mduQt6nX6fnK+s3yxupNUvDIltxwc1HlGww\/ASBmdj1so0A7yd5usDiqVK1qaK1iua7kG\/UE7TTVeOudRlA5d0p1saTqSdTsZx5SyOSt2vKOV7vOpW3f7VwJj1Uucu1+W02XBaWSnVqnT9WKS97Owvb9lW9ZrMMpqFcoJZyAqjUknSwmz4xWFJFwyEEoS1Vl2asdDbqFAy+s9DHIljs6cVvaZUZ8z6eA8Zt8QUzAhUJCqvufALADf7R6zR4Rbm52H1Mvo3IakmwA1JM5eXLJtpHRhBJclqiCToAfIWmcZVLOaeH0ZNKtYW\/V\/cQ7Gp3\/Z8difEs36umcpGlWqtv1fVEPN+rcuWskpWkgVAAo0C7ePnCj6at9\/gN7uF0VexphQgQWXbr673i4Re0daaMiFjYMxso\/17ucCrVufGC+hjFllF2ROEWj6NwvhqYZcq3LNq7t8TN39B0EuzR+zXFe2TI5u6DQndl6+Im7M6UZKStFKUXF0zxkTMmRMyIImQMmYZgGGhNEaExgEGhNEYwmgBvBaK8FoAbQjEeEYBVWTWEpirAFWKpgrEUwB0MVTAUxVMAHhxyM9L5Hzp\/l1CW+j5x5CbJTNVjG7OolbkD2VT\/LcgA+ThfImbNYA6mIsFTEUwBlMmISmTBgCCYqUww5XGoJANj4cx3TwMmDAOA457JEMWwoCs1ycKSFB6mix0I+6bEegnLVqboSlRXpv8rqUb0M+zVaSuuV1DKeRFx\/7muxXDKhFkrXX+7xCLiE\/eb3h6mYSgpKmTfDi+j5A9Vl0IP8jLfDOG4jFN+rRio3fZFHO7nQT6GeGYlT7uH4eT8yUlU\/UQf0TFV3amzqQgGf3v1ak6hbKLZra2Gwte1xeutIrtvgq+2jd3watTTwlMimwetlymqPgpgixFPqT83pNNTpM5LHa+pneYb2XpCxrMaljfLbInmAbn1ml9oE\/XtTRQAoRUVQAAAgOg5DeZ57UeC\/hq6NQi7KoJOwA1JM89W3uUyLnR6gOijmqH828h1MKtWwKIb3uHqDmOap3dTz22veuWtt4Skls5ff4LDe76GySpTRQqlQBoAJWfE3JPkO4SkzHeRD2kSbZkuCz2kiakHtLw2fWEg2bXhGP7Gsj30DAN3qdD9J9NvPjFWrPr3D6mejTY7tRpsfEoDL2nfDRVzdplgyJmSZEmWDSRJkTMmQYwCLGGxkmMgxgBsYTGTcw2MANobyTGG5gBtCaTYw2gFRYqwVMRTAGUxFMFTFUwBlMVTK6mKpgE6tJaiMji6upVh1BFjI8KrsyZKhvUpN2dQ\/MRs37SlW84imU8U3ZVFr\/YbLSr9wv7j\/ssSD3OTygG3UxVMBTFUwBlMmDBUxAYAoMmDCBkgYAt5IGGDNTxzjSYcBM4FRxocrOKac3ZFBJ7gNz0FyALmKxDs3Y0TZ7A1KlgRRQ87c2PIeZ2lrC0FpqEUWUX53JJNySeZJuSTuTOYwXtdw+kAmeql2ualWjVHaOd2ZrbnvsBtoBOifH0lp9saidllzdoGDIR3Eb+UAs1KiopZiFVQSzE2AA5kz59x7Gdq7VEVkp1AMrsLNVUe7cdE93z9LdHToPjWFSurJhQQ1LDto1bo9Ucl6L69+Pa3AZ6IdBrS3AH2OfpYeV5hkTcXXZnBrdycG7\/AEkA0Oo\/KRBnNLYpFrjW28KYdyZGGhZkm0gWkWMgZkkQ2SYFtBqSQAO86T7JhqWSmifJTRP3VA\/lPnHshww1sQrMP1dIio55XB9webC\/gpn0u8u4Y0rK+SVs8TIkzxMiTNxqMEyDGZJhsYBhjDYyTGExgEWMNjJMYTGAQYw3MmxgsYBBjCZgNyB4xGM1XFSGshOg99rdTcL+T+kAZTFBggxFMAVTEUwlMmpgDKYqmCpk1MAsKZl0V1KsAysCrA6gg7gw1MRTAK\/DKpUmhUJL0gMjHepSPwtfmR8J7xfnNmpmsx1BmC1KVhVpkmmToGB+JG+6w07jY8paweJWrTWot8ri4B38D4aiAXVMmDBUxFMAYGTBgAwOJY5aFM1GBaxAVBu7E2C32FyRqYAPtBxxMJSLn3qhBKJ1tpmbooJGvUgT5LxPj+eoxqVMzk3c6klvLYcgOU7b2zwLpw2tVqkNiHai1Zh8KqHAFNOirceJuZ8Yy5ib366bmAbrF8VBGUEEHc+Gs6f2L41T\/SKGHqIDRNSyqzEqK7gBXI2Y5rC2wvptr82p5rkG1gSDfW5nQeytFqmMw6rof0qi2+wWorH6AwD9H3njrodjoQecheevAOD9pOAGixqUwTSJubammeh7uh\/o86yz68ddDqDoQdjOf4j7LUql2onsidctr0z5br5ekrTwW7ib4ZfDPnzCQJnSV\/ZTEjZUcdVcD+K0Gn7LYpj\/ALMDxdP\/ADNPpS+DZvj8nP5Zd4ZwypXcIi3J3P2VHUnkJ1GC9jdb1nAHy09T+8Rp6GdRhMJTorlpoEXnbcnqTuZuhhfk1yyLwFwrhyYamKaand32Lv1\/0lsmYJmCZZSo0GSZAmYJkCYB4mRYzxMNjAMMYbGZYw2MAwxhMZljDYwDDGExkmMNjAIsZrsJ7zNVP2jZQfl0t9AvmWicQf3Qo3c2\/Z0v63A\/a7ogTKABy+p5n1gH\/9k=\" alt=\"Quarks - Concepto, descubrimiento, modelo y caracter\u00edsticas\" \/><\/p>\n<p style=\"text-align: justify;\">Los Quarks est\u00e1n confinados dentro de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> y sujetos por la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> que transmiten los Bosones que llamamos Gluones. La fuerza trabaja como un muelle de acero, cuanto m\u00e1s lo tensamos m\u00e1s resistencia nos pondr\u00e1.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hemos sido capaces en relativamente poco Tiempo, de conquistar algunos conocimientos en las escalas de lo infinitesimal, construimos aparatos que nos han permitido llegar hasta las entra\u00f1as del \u00e1tomo, hasta los dominios de los Quarks y los Gluones, y, de la misma manera, en el extremo opuesto de las escalas, tambi\u00e9n, hemos sabido hacernos con ingenios que barren las m\u00e1s lejanas regiones del Cosmos para poder captar im\u00e1genes que, como la de arriba, nos muestra galaxias del pasado, situadas a miles de millones de a\u00f1os-luz de nuestro entorno.<\/p>\n<p style=\"text-align: justify;\">Sin embargo&#8230; \u00a1Nos queda tanto por aprender!<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F07%2F%25c2%25a1asombroso-universo%2F&amp;title=%C2%A1Asombroso+Universo%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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No podemos dejar de pensar en lo insignificantes [&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":[57],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12343"}],"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=12343"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12343\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12343"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12343"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12343"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}