{"id":24444,"date":"2019-09-11T06:04:16","date_gmt":"2019-09-11T05:04:16","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=24444"},"modified":"2019-09-11T06:04:16","modified_gmt":"2019-09-11T05:04:16","slug":"en-nuestro-universo-%c2%a1la-inmortalidad-no-existe","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2019\/09\/11\/en-nuestro-universo-%c2%a1la-inmortalidad-no-existe\/","title":{"rendered":"En nuestro Universo: \u00a1La Inmortalidad no existe"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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vVaVrUpgsGFzCScJAOcQSN4MbwQsH0v6L1XValxSlwdBfS9duBjWks\/wAwQ2SMiJ0OqiGPga58vyLfZmthbSNCpHqEiRu5FaDbVg4uZcMgxmCN3IxuPFYyoth0M2riDrepnAxMJ3t9Zvh8wtUcr+zM7LuDT2gTpifmOT8\/mtVQohr6jB6tTF\/S8Ze+VkNqDBfug5BzY7oELY3hw3DDuqMDT36t9496EEjWdHCOuDD6NRpa74j4IuwsGsYGtGWIeWLJUmzbjC9jvZIlbK2ZAHCJ8s1vh9s5s70kee7WqA3zy3SXDyyVds6u43lOmNDiLvknipiqh\/tOq\/8AkUHs23eH1ajfTxQ3kBvWDOhHpbqQDUI4LPf8VimALiGu9xRNLpRbuHpjzXM0bJl1Tcr7ZHaa4LGN2\/b+2PMK22P0gp+qZCaEySpQh7hzU9G2jNR3dYudiaNVxruiIVWIkqNzTHGSgX9ZxUYuKrd0pAai1HZTg1UtttV8QWqxt7mUMAwNTsKhbVT+uSGfLJSYUq5aAcAUvePLJSUmb08mNydCsa2oRnM\/e9EuuYz5JlsWE578vND1cuyd0piH135io3LPP9Q18\/qtFsnaTqVSncUjDmEOHDg5p5EEg8iVQ2jMVNw3jtDw\/tKk2TXglh0OY70Jgz6MtNo0rinTrUj2agB3Sw6OaeYIIPcirixxDEPSbr9e5eWfh3tfq6xtnnsVjLP5asaf1AR3hvFep7OvS13VvOfqE8D6p5K0x9qzyz8ROjHV\/wDNUmxTcYqgepUOjwNzXHyd+rKg6MVzjwRPrNO9rgIJHKMiOC+gLjZ9N7XAtDmPBa+mcwQciCvB+kux3bN2gaQMtGGpTcdTSfIE8xDmniWzvQyGUl5Tab52HMYge4wJHmtbt1hLWcQMuR1HyVCyk116S0hwMEkaLS7UEx3IQn6DrF2Nof7TQfEjP3rbXFfDZvqDUUiR\/wBKwPRqrLHM3scR4O7Q+J8lsr2p\/wDGVDwpPHlIWuJ9nPmXR5ns+pFGg4\/zT4oro1cBz6gDTImXfJB0jFrRPDEm9H9uNYC0UzJJkjfKxOh9FttGxp1HNxRrGfNFO6JUyIACAZtOi+oRIDmj9XgrfZG0hiOeXA5eKznC9oqEq0yor9AqZ0JCs9j7ENuIaZCu\/wAyDopzRMSs7ZpSHW9UjVQXF1Uns6JxpmFBcuwiSlsNEbq9QqCpc1QpLavjU7aBLgDvSSGRbPvnH01bUr1rd6kZsJsAp42I1UxaI\/2o1d+1WqcbCYn\/ALCYjYHzVC4FOeE1aCJm1E8FDJ7SdAqsVE1Wk3cc1HXaSJOojPiNJ+CIt4HpZnhqnXtSWkg9k5RwKBWRbKfDkl9QwmRuOShtHQ4K4uWBwHMIW0D0xbO5xtDgYcIzGRDhoQV7PsrazLyzbV0qt7NUDKKjYkjk4Q4d\/JeC0KhpPz9E6\/VbfoXtn8vcAOP7qtDH8AfUf4Ex3OKaDo9s6PXvWAAntAdrmBv715f+N1w120GNAzp0GBx\/U+oQPLPxXo2yLItqNe0xGvMcF5F+K9N7Nr1S8HBVZSNM7iG02sMdzmu802Ipuj1ICrI3rT7QdosXSrupuDmnMcdPFaC42j1jGubHOCDB3ppkvsZs6+6vaGCcqrAP62yW\/ML0eo+dmV+Tan1XiG0Kr21m1WgktcHZAnQyvUbfpPaus61DrP3lRrsAAcZlsxIESrxvbM80W0qMjfnDZMPIrGuuHaAkDlkttUtTXtKdJnpaH+UA5zwVDc9H+rxAPDi3XJZSNokOzapGh8tStdsWkHEZkHhqs3s6wc3tT7itz0TtxUqltPLCA7tancdFEm0tGsIxk6k6Rc2tPCQHR5QfJXjarQM1O6yBcHE6cslltqVqgqOY4xByjKRuWUpvto1WFN1CVmhttoW4LmVsnascJIPJwGneq\/bjJZIaYPuVVYUMTwBrrJ4DUlam9rFjQcMjLI6HlO5R8kn0jb+PjUdvZnNjQMyrltVpcNMlNS2xan0rMTvOOZ8wuo0GVD2GBnhK1ONoOF3kAuF3yRdj0ZLjLqxjgGD4klB3NRjHubua4jyMJCJBe8kv57kqnam1msZDAMbtOXFx7visvjq+3U8yixnjxKRK7VItBHIu0cBMjVCBFyFSEwqkwHIgeC428S06OEf3UTKsIymcbZTMyjDS10HUGFd0XyxVe0GRUPMA\/L5InZ1TUckkWx11RxDmk2bWkFh1GncpKUlMuKRBD26t943hMX6PoX8M9ti6tGYs6tEinU8B2H\/1NjxDkz8WOjP5uyc5gmtQ\/eUiNTh9Jn9TZ8Q1eZ\/hdt78vfUxMU7iKTuGJ38J3fjhv9ZXvmKWlPsR8o1Xh1OeIQ1rfYDkMt43EK66cWH5a8uqIENDy9n6KvbEchiI8FlJUt0UlZpX7dpYezScDvlwj4ID9pta8ODMx6s5Z8VWMEmFpbXoljaC6qQSJjCDr4qJTS7NYYpS6GN6bXLRhptosbwDCT5lyJ6K3za1YsqAYiC4cHEZkcjv8FZWnQu3yDuseebg0Huj6qyp9G6Fu9rxQwkaOx1Ha5b3ETCz+eJr\/EnQ6uWgejpwVn0CGK5OUdh3xCUCiWwWCPvfqiNhEUK2NpBbhI4uExuVRzxl+iZ+LOHWzauBWY6X2hDmVPaBae8Zj4lXlttVr\/RcPKPiqzphcTTpiQe0T7j9UTScQw3HIkyk2ZcYagLz2SC0xunetNfVMVIBoJGsxkY4LIUKGIhaoV3CnTDN2RHLiub2j0HC090VNFma0+x6eYVC1kVI5rUbJboug8qRqLIZSvO76qJc94PaLjAO8kwFvL2qKdu9xMDCRPCcliKGw8bhiLhMkAn0Gb3PO7u8OJVaEAdH9k9c91at\/CYc\/wCY7mDktX+0W\/5LFV7UvGsa2lTYRTb6OcTxceZTPy7eJ96T0B82hIuac0qsDk9rkxPpMk8kxMnosJz0HFWGYHYOiratQae4bk5pjPJs95J8FRLRHfVMT5PAfNNovgqa+a2dIdlPPnG4qKhSLpjduS9jXRKbp2LVEddKBdTdrGXLNF21CQCSgGjrKu5hOEw5hxMPAgyPIr6jtNptdRZVB7NRjHiM8ntDh8V8vOIY4GBB3oy62tXe1tI1qhptaGtZjdgDQIDQyYgDLRUnQqL38VbjrtoPLC0htKmzECIkFziMuGOPBYz8ifaH3zRlV0BMJSY0XnRro3a1iMdy7rNerDQw5Z5FwOIcwvQGbNpsg4fPP4\/JeSMOhBIIzBGRB3EHcV6X0V2ubih+8M1GEsceOQLXRz38wVyZ4SW70eh4uSL\/ABrf+lllkeY8fFWFWplBg\/NBkxBjgurvcByK5TvQNVtGHQR3Zf2VfdUKtPtCXN3x6Q8BqOY9yuKBBmUQ2mIyKaYmjOW21hkQrWhdsqN\/+v1rmgkAYpPLWAo9o7LDnSIa\/wBzu8fMIew2jWouwlj8t4Bc3zAghawddGGSKkt9+g1m0nsMjZdTzB\/1IkdJqo\/\/ADauX8rfqj27RJaDhgndGfcmVL53LyXRyX0efcumwKjtF1Z+J1B1E5DC4ATHrCO\/3LabFEwsm2qXQTE7shonVtp1GNgOMuGQHA5ARxKDNmo2xtQVagp0+01jgAB\/iVR\/pb8c9yp9r7d\/LudQFvWrEgddUYx2An2Gu3hvx8VcbA2WaFIVHj964ZD2Gn\/UUXg5JrTsTMHtLa5rUerpWlxTqEthzmEiJzzOmSv\/AMm7gVfCnyS4ChsR8lJxKalaVYxU\/HAgJgXJgS0hALuGQ70ymCTO9SMMsw85UjSGJiJH25xgnOZJ88vj7k6k\/wDeP7oXVLiXdwChs83uQSSNaiHOhqhGSc58hMCO7MhLSbATS3inOeEDEOaVxUT66Y2oJzJjlr5lKwRK6otd0GbUpuqufTqBrgyJY7MjHoI\/mT+iFfZcN615pVQScT8RBzyIfoMo4L0a1\/LuHYrseOIg\/NRPao1xvhKzK7Q2jXIilRdPtOyA8N6o61neVDL5PeG\/RenG3p+2PJI2lSn+I3uWSgkbS8hswFrbXLAMpnRsDPnkNEUWXs5FoJOmZjitw61aTJcJ7jl3JPyTPbHvTcUyfnkumY2js66nOo0jf2TI4b1c2lItEEyd5O\/+wVreto0WY6tUMaTAcQdTPJdYtoVmYqVVr2HKQDuMHXmCEfHWyZZ5SVNgDjvPgo2tk595+TfvnxVleW1FpYH1Q01HYWTlifBhoy11yRVLYm4OTozsqu\/vP37loeimw+seLmqOyP4bfad7fcNyjs+jDjWAcf3ZAc86YiMgwDd3rc0WAAACABAHAKkguxX0wRohnUgiyoHpiYOaQSdWFISklIk+NEkrlyookXLlyAJKboTqIxOC5cmIc8wSTv0TrEwCTvXLk\/YvRK0yYEknIAZkngBvVzb9Fr1+lBzRxeQ33Ez7kq5KUqAsrboBXP8AEe1vJuZ8z9Fb23QSk3XPvzXLlHJjSLFnRSiNWg+AUv8AwzQ\/y2+QSrkrY6H0ei1uf8NvkEQ3oja76LD\/AEhcuQMnPRmhuYPgkHRynwcO5zh81y5KwomPR9vtVP8AuVP\/AGXfsAe3V\/7tT6pVyLESfsUhsdbWjh1tQjyldT2If8yr\/wBbvquXJiJm7IIyNWoR+slXmy6Ip73O\/U5zviUq5FgXVO8kor82Fy5NDEN0FE+uuXJsREayb1qVcpsD\/9k=\" alt=\"Resultado de imagen de Una f\u00c3\u00b3rmula matem\u00c3\u00a1tica desmonta la idea de que se puede detener el envejecimiento.\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Una f\u00f3rmula matem\u00e1tica desmonta la idea de que se puede detener el envejecimiento.<\/strong><\/p>\n<h1 style=\"text-align: justify;\"><\/h1>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-kq4qRiaSEkE\/UKky9SKO2KI\/AAAAAAAAABU\/_YZMve69PAg\/s1600\/imagesancianos.jpg\" alt=\"Resultado de imagen de Envejecer es Ley de Vida\" \/><\/p>\n<h2 style=\"text-align: justify;\">Se puede ralentizar, pero no hay ninguna v\u00eda de escape para evitarlo: es una caracter\u00edstica propia de los organismos multicelulares<\/h2>\n<p style=\"text-align: justify;\">\n<footer><\/footer>\n<footer><time datetime=\"2017-10-31T21:23:27+01:00\"><\/time>Noticia de Prensa en ABC<\/footer>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<aside>\u00a0<\/aside>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/espana\/2017\/10\/11\/equipo-ivestigacion-kUcB--620x349@abc.jpg\" alt=\"Resultado de imagen de Investigadores de la Universidad de Arizona han probado que es matem\u00e1ticamente imposible detener el envejecimiento\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Investigadores de la Universidad de Arizona han probado que\u00a0<strong>es matem\u00e1ticamente imposible detener el envejecimiento<\/strong>\u00a0en organismos multicelulares, entre los que est\u00e1n las plantas y los animales. De hecho, han concluido que la senescencia es una caracter\u00edstica propia de los seres vivos complejos.<\/p>\n<p style=\"text-align: justify;\">\u00abEl envejecimiento es matem\u00e1ticamente y totalmente inevitable.\u00a0<strong>No hay ninguna v\u00eda de escape l\u00f3gica, te\u00f3rica ni matem\u00e1tica<\/strong>\u00bb, ha dicho en un comunicado Joanna Masel, profesora de ecolog\u00eda y biolog\u00eda evolutiva en la Universidad de Arizona y coautora de la investigaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/images.slideplayer.es\/2\/161753\/slides\/slide_3.jpg\" alt=\"Resultado de imagen de Las c\u00e9lulas de un organismo vivo multicelular\" \/><\/p>\n<p style=\"text-align: justify;\">En un art\u00edculo publicado en la revista\u00a0<a href=\"http:\/\/www.pnas.org\/cgi\/doi\/10.1073\/pnas.1618854114\" target=\"_blank\">Proceedings of the National Academy of Sciences<\/a>, Masel y su colaborador Paul Nelson han aplicado un\u00a0<strong>modelo matem\u00e1tico para simular la evoluci\u00f3n de las c\u00e9lulas de un organismo\u00a0<\/strong>y han encontrado pruebas de por qu\u00e9 el envejecimiento es \u00abuna verdad incontrovertible\u00bb y \u00abuna propiedad intr\u00ednseca de ser multicelular\u00bb.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Una f\u00c3\u00b3rmula matem\u00c3\u00a1tica desmonta la idea de que se puede detener el envejecimiento.               Dependiendo de la gen\u00c3\u00a9tica unos viven m\u00c3\u00a1s que otros\" \/><\/p>\n<p style=\"text-align: justify;\">Dependiendo de la gen\u00e9tica una puede vivir m\u00e1s que la otra<\/p>\n<p style=\"text-align: justify;\">Para ello, han simulado el proceso de\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Selecci%C3%B3n_natural\" target=\"_blank\">selecci\u00f3n natural<\/a>, a trav\u00e9s del cual los individuos que son m\u00e1s aptos sobreviven con mayor frecuencia que los menos aptos. La idea que trataron de poner a prueba es si se podr\u00eda evitar el envejecimiento de un organismo complejo si cada una sus c\u00e9lulas pasara por un fen\u00f3meno de selecci\u00f3n natural \u00abperfecto\u00bb que permitiera \u00abdepurar\u00bb a todas y cada una de las que son defectuosas o viejas.<\/p>\n<p style=\"text-align: justify;\">Por desgracia, seg\u00fan Masel y Nelson no es posible hacerlo.<\/p>\n<h3 style=\"text-align: justify;\">Los dos motivos del envejecimiento<\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-xcyAriIvgjg\/Vl1QeF0x09I\/AAAAAAAADcI\/P87hFva5LM0\/s1600\/glandulas%2Bsudoriparas.png\" alt=\"Resultado de imagen de P\u00e9rdida de funci\u00f3n en los tejidos vivos con el paso del tiempo\" \/><\/p>\n<p style=\"text-align: justify;\">El principal impedimento es que el envejecimiento consiste en dos procesos distintos que el organismo no puede frenar a la vez: si bloquease uno, se disparar\u00eda el otro, y viceversa. El primero de ellos es la\u00a0<strong>disminuci\u00f3n de la velocidad de crecimiento de las c\u00e9lulas\u00a0<\/strong>y la p\u00e9rdida de funci\u00f3n de los tejidos: por ejemplo, cuando las c\u00e9lulas epiteliales envejecen dejan de producir pigmentos y el cabello se blanquea; cuando ocurre lo mismo en el tejido conjuntivo, el organismo deja de regenerar las redes de col\u00e1geno y\u00a0<a href=\"http:\/\/www.abc.es\/ciencia\/abci-cientificos-desarrollan-material-invisible-tensa-piel-y-hace-desaparecer-arrugas-201605091641_noticia.html\">la piel pierde elasticidad y se arruga<\/a>. El segundo proceso es que algunas c\u00e9lulas quedan fuera de control y disparan su crecimiento, a veces generando tumores.<\/p>\n<p style=\"text-align: justify;\">No hay forma de frenar ambos fen\u00f3menos a la vez: \u00abSi te deshaces de las c\u00e9lulas que funcionan mal, entonces las c\u00e9lulas cancerosas proliferan. Pero si te deshaces de las cancerosas, o simplemente las frenas, entonces permites que se acumulen las c\u00e9lulas defectuosas (&#8230;). Puedes hacer una cosa u otra, pero no las dos a la vez\u00bb, ha dicho Paul Nelson, coautor de la investigaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\u00ab<strong>No es nada nuevo que todos vamos a morir<\/strong>; muchas cosas son obvias y muy familiares para todos, pero realmente, \u00bfpor qu\u00e9 envejecemos?\u00bb, se ha preguntado Masel.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRb8k0dcegtx8NQc3pNlFxciVis0nBXRSHp8D3IITpYIRzdP6SGnw\" alt=\"Resultado de imagen de Nacemos, vivimos y morimos: No somos eternos\" \/><\/p>\n<p style=\"text-align: justify;\">\u00abNosotros hemos investigado por qu\u00e9 ocurre el envejecimiento, desde la perspectiva de por qu\u00e9 la selecci\u00f3n natural no lo ha detenido a\u00fan\u00bb, ha continuado el investigador. La respuesta que ellos han encontrado es que al final, seg\u00fan las matem\u00e1ticas, tratar de arreglar las cosas solo empeora el proceso.<\/p>\n<p style=\"text-align: justify;\">\u00abQuiz\u00e1s puedas ralentizar el envejecimiento, pero no puedes detenerlo\u00bb, ha dicho Masel. \u00abTenemos una demostraci\u00f3n matem\u00e1tica de por qu\u00e9 es imposible solucionar los dos problemas (la eliminaci\u00f3n de las c\u00e9lulas defectuosas e impedir el crecimiento de las cancerosas). Puedes arreglar uno pero el otro permanecer\u00e1. (&#8230;) Y la raz\u00f3n b\u00e1sica es que las cosas se rompen. No importa cu\u00e1nto lo intentes, no puedes evitarlo\u00bb.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Estrellas que mueren para que surjan nuevas estrellas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El nacimiento de una estrella\" \/><\/p>\n<p style=\"text-align: justify;\">Unas estrellas mueren y otras nacen. Viven miles de millones de a\u00f1os pero&#8230; \u00a1No son inmortales!<\/p>\n<p style=\"text-align: justify;\">Quiz\u00e1s no sea un consuelo, pero seg\u00fan este investigador, es algo que todos debemos afrontar: \u00abEs sencillamente algo con lo que lidiar si &#8220;quieres&#8221; ser un organismo multicelular\u00bb. A diferenca de ellos,<a href=\"http:\/\/www.abc.es\/ciencia\/abci-pequenos-seres-viven-dentro-cuerpo-tambien-tienen-tacto-201710262207_noticia.html\">\u00a0las bacterias<\/a>\u00a0son capaces de reparar sus da\u00f1os en el ADN y cada cierto tiempo se reproducen y generan clones para garantizarse la inmortalidad. Pero, \u00bfqui\u00e9n querr\u00eda ser una bacteria?<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F09%2F11%2Fen-nuestro-universo-%25c2%25a1la-inmortalidad-no-existe%2F&amp;title=En+nuestro+Universo%3A+%C2%A1La+Inmortalidad+no+existe' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F09%2F11%2Fen-nuestro-universo-%25c2%25a1la-inmortalidad-no-existe%2F&amp;title=En+nuestro+Universo%3A+%C2%A1La+Inmortalidad+no+existe' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Se puede ralentizar, pero no hay ninguna v\u00eda de escape para evitarlo: es una caracter\u00edstica propia de los organismos multicelulares Noticia de Prensa en ABC &nbsp; \u00a0 &nbsp; &nbsp; Investigadores de la Universidad de Arizona han probado que\u00a0es matem\u00e1ticamente imposible detener [&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":[592],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24444"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=24444"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24444\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=24444"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=24444"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=24444"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}