{"id":12556,"date":"2020-10-20T08:00:21","date_gmt":"2020-10-20T07:00:21","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12556"},"modified":"2020-10-20T07:01:03","modified_gmt":"2020-10-20T06:01:03","slug":"el-saber-del-mundo","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/10\/20\/el-saber-del-mundo\/","title":{"rendered":"El Saber del mundo"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-eOFV5o8fMBg\/UhCqqaZHMmI\/AAAAAAAA0JQ\/VztGZK7gbYs\/s1600\/543412_514241778653697_1554645555_n.jpg\" alt=\"\" width=\"370\" height=\"303\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 No intentes ver la verdad sin conocer la mentira.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/elmago12.files.wordpress.com\/2010\/01\/mundo_en_tinieblas.jpg\" alt=\"LAS TINIEBLAS DEL ALMA | Un rinc\u00f3n m\u00e1gico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No sabr\u00e1s lo que es la luz sin conocer las tinieblas.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSrDBO2QVA7-zEDx8s5Sj9taKD1DqS5VkPPEA&amp;usqp=CAU\" alt=\"Las 91 mejores frases sobre el destino\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Si no sabes de donde vienes no sabr\u00e1s nunca quien eres.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.blogseitb.com\/wp-content\/uploads\/sites\/2\/2010\/12\/se-necesitan-clientes.jpg\" alt=\"\" width=\"295\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo s\u00e9 por experiencia, la dificultad, agudiza el ingenio&#8230; \u00a1La crisis tambi\u00e9n!<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/k42.kn3.net\/taringa\/1\/1\/3\/9\/5\/1\/8\/otro_anonimo\/6A0.jpg?420\" alt=\"\" width=\"370\" height=\"250\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mi padre me dijo una vez que,\u00a0 el respeto por la verdad es casi el fundamento de la moral.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcTcgz3u4ff8ObKQCYyWvHJHaXTY6SPgWkm0ke47bVvYPuyBSkAQ4g\" alt=\"Resultado de imagen de Part\u00edculas virtuales\" name=\"nhVtub2vytuF2M:\" data-src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcTcgz3u4ff8ObKQCYyWvHJHaXTY6SPgWkm0ke47bVvYPuyBSkAQ4g\" data-sz=\"f\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 pas\u00f3 antes del Big Bang? - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Nada puede surgir de la &#8220;nada&#8221;, si surgi\u00f3&#8230;, \u00a1es porque hab\u00eda!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_6R8QtwV79jU\/SvGYuhdGHsI\/AAAAAAAAANE\/6jRenHy6kgY\/s320\/silencio.jpg\" alt=\"\" width=\"210\" height=\"320\" \/><img decoding=\"async\" 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\" alt=\"Fotos: Siete bosques espa\u00f1oles para sentir la primavera | El Viajero | EL  PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A la edad de quince a\u00f1os, hab\u00eda aprendido a o\u00edr el silencio. En cualquier sitio, aunque no lo parezca, podemos <strong>&#8220;o\u00edr&#8221; <\/strong>lo que la Naturaleza nos dice.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/c2.staticflickr.com\/4\/3165\/2363812771_81d2fb3709_b.jpg\" alt=\"\" width=\"370\" height=\"278\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La vida no es gratis, se nos da para pagarla. \u00a1De tantas maneras! Todos tenemos que llevar nuestra &#8220;carreta&#8221; para llegar al destino propuesto. Y, por lo general, no resulta nada f\u00e1cil llegar al destino, se paga un alto precio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-iHUilkuL804\/TVUYmJqx6eI\/AAAAAAAAAAM\/uaSVRthgwmc\/s320\/porsillueve1369.jpg\" alt=\"\" width=\"320\" height=\"264\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0M\u00e1s vale un&#8230; por si acaso, que un&#8230; \u00a1yo cre\u00ed!<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 vida \u00e9sta!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-RVeYXQpWvik\/Unke73OfqmI\/AAAAAAAAd38\/IOLXsaZB0EQ\/s1600\/Exoplanet.JPG\" alt=\"\" width=\"370\" height=\"221\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">En el Universo puede haber miles de millones de planetas. Si est\u00e1n habitados \u00a1Cu\u00e1nto dolor y amargara! Y, si no lo est\u00e1n&#8230; \u00a1Que desperdicio de mundos!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQv_q5BA7Tb5fa1izNO5GW2O8tg6bOjYG6FjUQ_MJiYXAJD4WWb7g\" alt=\"Resultado de imagen de La complejidad de la mante\" name=\"rW14GJcgy3qILM:\" data-src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQv_q5BA7Tb5fa1izNO5GW2O8tg6bOjYG6FjUQ_MJiYXAJD4WWb7g\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En verdad, los seres humanos&#8230; \u00a1Son muy complejos! Y, hasta tal punto es as\u00ed que, ni nosotros mismos llegaremos nunca a cocernos. \u00bfC\u00f3mo poder saber ese asombroso &#8220;milagro&#8221; de cien mil millones de neuronas gestando ideas, pensamientos y&#8230; \u00a1Sentimientos!<\/p>\n<p style=\"text-align: justify;\">\n<img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Siempre me ha llamado la atenci\u00f3n el hecho de que, a lo largo de la historia, en cualquier parte del mundo, sin importar su condici\u00f3n u origen, de vez en cuando, surgieron personajes que, con sus hechos, dejaron se\u00f1alado un camino que muchos siguieron y, de esa manera, ha ido caminando la Humanidad a lo largo de la Historia, influida por esas mentes que, en uno u otro \u00e1mbito del saber humano, abrieron los caminos a seguir. Muchos ser\u00edan los ejemplos que podr\u00edamos poner aqu\u00ed pero, hoy, dejar\u00e9 una simple rese\u00f1a de uno de ellos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/granada.nueva-acropolis.es\/images\/filiales\/granada\/numerology-avatar1.jpg\" alt=\"\" width=\"300\" height=\"299\" \/><\/p>\n<p style=\"text-align: justify;\">Pit\u00e1goras de Samos.\u00a0 569 a.C. (Samos).475 a.C. (Tarento).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pit\u00e1goras era hijo de un comerciante griego, por lo que viaj\u00f3 mucho de ni\u00f1o, acompa\u00f1ando a su padre.\u00a0 No se conocen muchos detalles de su infancia, pero es seguro que recibi\u00f3 buena educaci\u00f3n.\u00a0 En Mileto, Tales y Anaximandro lo introdujeron en el mundo de las Matem\u00e1ticas y le recomendaron ir a Egipto para profundizar en su estudio, lo que hizo en el 535 a.C. Estudi\u00f3 en el templo de Di\u00f3spolis.<\/p>\n<p style=\"text-align: justify;\">All\u00ed fue hecho prisionero hacia el 525 a.C. y llevado a Babilonia, de donde regresar\u00eda a Samos hacia el 520 a.C.\u00a0 Al regreso, fund\u00f3 una escuela que llam\u00f3 El Semic\u00edrculo.\u00a0 Al cabo de dos a\u00f1os se traslad\u00f3 a Cretona, en el sur de Italia, donde fund\u00f3 una escuela filos\u00f3fica y religiosa que tuvo muchos seguidores.<\/p>\n<p style=\"text-align: justify;\">Las ense\u00f1anzas principales dec\u00edan que la realidad era matem\u00e1tica y que el estudio puede llevar a la purificaci\u00f3n espiritual y la uni\u00f3n con la divino.<\/p>\n<p style=\"text-align: justify;\">Cre\u00edan que todo lo que existe son n\u00fameros y todas las relaciones pod\u00edan reducirse a relaciones num\u00e9ricas.\u00a0 Adem\u00e1s, atribu\u00edan a cada n\u00famero una propia personalidad (masculina o femenina, perfecta o incompleta, bella o fea).<\/p>\n<p style=\"text-align: justify;\">Por ejemplo, el 10 era el n\u00famero perfecto, pues conten\u00eda en s\u00ed mismo los cuatro primeros enteros (1 + 2 + 3 + 4 = 10).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Pitag\u00f3ricos - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Pit\u00e1goras - Wikiwand\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La escuela exig\u00eda a sus miembros estricta lealtad y secretismo por lo que los conocimientos en Matem\u00e1ticas producidos por ellos eran siempre atribuidos a Pit\u00e1goras, y no podemos saber qu\u00e9 descubri\u00f3 \u00e9l personalmente y qu\u00e9 se le atribuy\u00f3.\u00a0 Sin ir m\u00e1s lejos, el conocido teorema de Pit\u00e1goras (del que antes di un ejemplo) no lo descubri\u00f3 \u00e9l, sino que ya era conocido por los babilonios mil a\u00f1os antes, aunque puede que \u00e9l fuese el primero en demostrarlo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u00c1NFORA: LA ESCUELA PITAGORICA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTYx36JrNSkcHYBm_ZRb58Wv92QvUMykShfNw&amp;usqp=CAU\" alt=\"Tema. Misi\u00f3n | math\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El objeto de estudio de esta escuela no eran las Matem\u00e1ticas tal como las pensamos hoy, sino desde una perspectiva m\u00e1s filos\u00f3fica.\u00a0 Se preocupaban de los principios en que se basan las Matem\u00e1ticas, el significado de los conceptos n\u00famero o c\u00edrculo, as\u00ed como qu\u00e9 ha de entenderse por demostraci\u00f3n (de un teorema por ejemplo).<\/p>\n<p style=\"text-align: justify;\">Son varios los teoremas debidos a Pit\u00e1goras o, m\u00e1s gen\u00e9ricamente, a los pitag\u00f3ricos: el que afirma que la suma de los \u00e1ngulos de un tri\u00e1ngulo es igual a dos \u00e1ngulos rectos, o el teorema de Pit\u00e1goras, esto es, que un tri\u00e1ngulo rect\u00e1ngulo, el cuadrado de la hipotenusa es igual a la suma de los cuadrados de los catetos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSF_Wj9BhGyAi-pN23xmEXB17pY0zbUea-lpQ&amp;usqp=CAU\" alt=\"LA ESCUELA PITaG\u00f3RICA LA PASI\u00d3N POR EL N\u00daMERO. - ppt video online descargar\" \/><img decoding=\"async\" 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alt=\"Representaci\u00f3n de n\u00fameros irracionales\" \/><img decoding=\"async\" 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alt=\"PAM - Tutorial - N\u00fameros Irracionales -Teorema de Pit\u00e1goras - YouTube\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Las Matem\u00e1ticas de Pit\u00e1goras: N\u00fameros irracionales\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n descubrieron los n\u00fameros irracionales \u2013que no se pueden expresar como el cociente de dos enteros- y los cinco s\u00f3lidos regulares: el tetraedro, el hexaedro o cubo, el octaedro, el dodecaedro y el icosaedro.<\/p>\n<p style=\"text-align: justify;\">Aunque Pit\u00e1goras es uno de los matem\u00e1ticos griegos m\u00e1s conocidos, a m\u00ed, no se porqu\u00e9, me gusta m\u00e1s Euclides.\u00a0 Claro que a cada acontecimiento o a cada personaje, hay que valorarlo dentro del contexto de su obra en su \u00e9poca, en su \u201ctiempo\u201d.<\/p>\n<p style=\"text-align: justify;\">El lenguaje, las matem\u00e1ticas, la escritura,\u2026 son las cosas que nos hicieron distintos, partiendo siempre de la base de que ten\u00edamos los sentidos y la mente que requer\u00edan aquellos logros que nos separaron de los dem\u00e1s animales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTxKdbFQnsT2mzrEZdfGNXILW89TqBl7Ro67_K3UfDM0Mhf6C-b\" alt=\"Resultado de imagen de Los primeros hominidos\" name=\"MJKM8JaIpnWNnM:\" data-src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTxKdbFQnsT2mzrEZdfGNXILW89TqBl7Ro67_K3UfDM0Mhf6C-b\" data-sz=\"f\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR16IEDIpMv4CpWBxSGY1P3_qRW7O56X6cFrA&amp;usqp=CAU\" alt=\"Tecnolog\u00eda primitiva: 9 herramientas y artefactos - Lifeder\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La lengua o el lenguaje, cuyos comienzos se limitan a sonidos guturales y sin sentido de aquellos primeros hom\u00ednidos que, caminando ya erguidos, viv\u00edan m\u00e1s o menos en comunidad y, ello, les llev\u00f3, a inventarse un sistema arbitrario de signos que los miembros de una comunidad establec\u00edan por convenci\u00f3n, con el fin de comunicarse, as\u00ed fueron los principios del lenguaje que, en cada caso, en cada lugar, est\u00e1 relacionado con la <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>colog\u00eda y antropolog\u00eda espec\u00edfica de los distintos pueblos, lo que llev\u00f3 a que el lenguaje, tomado en su conjunto, sea multiforme y heter\u00f3clito, y conectado con lo f\u00edsico-fisiol\u00f3gico-ps\u00edquico y dentro de un dominio individual y a la vez social.<\/p>\n<p style=\"text-align: justify;\">El lenguaje hablado se quiso expresar mediante escritura, y, el comienzo, fueron dibujos, signos, jerogl\u00edficos, etc., hasta alcanzar un alto nivel mediante las reglas inventadas para la escritura.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSzmfRZGc3ynfUlrQNr0NxLyBbgTiBtDlIg6Q&amp;usqp=CAU\" alt=\"La era del habla y el lenguaje \u2013 Las Flores Te\u00f3ricas de Melvin\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Otra forma de lenguaje<\/p>\n<p style=\"text-align: justify;\">La importancia del lenguaje y la escritura para la humanidad no est\u00e1 bien valorada, pocos piensan en lo importante que fue el hecho ocurrido hace ya muchos miles de a\u00f1os, cuando aquel ser primitivo, pint\u00f3 un animal en la pared de su cueva, all\u00ed, en aquel lugar, se dio el primer paso.<\/p>\n<p style=\"text-align: justify;\">Mediante un conjunto de sonidos articulados podemos manifestar lo que pensamos y comunicarnos con los dem\u00e1s y, cada pueblo, tiene su propio lenguaje.\u00a0 Este hecho, el de distintas lenguas para cada regi\u00f3n del mundo, expresa en realidad nuestro retraso en la evoluci\u00f3n del lenguaje y en la de otros aspectos m\u00e1s generales que, alg\u00fan d\u00eda lejos a\u00fan en el futuro, nos llevar\u00e1n a la unificaci\u00f3n de todos y de todo en este planeta que pasar\u00e1 a ser una sola entidad ante el resto de civilizaciones que vendr\u00e1n desde otros mundos pero, para que eso llegue&#8230;falta mucho.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F2020%2F10%2F20%2Fel-saber-del-mundo%2F&amp;title=El+Saber+del+mundo' 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;'  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[&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":[140],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12556"}],"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=12556"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12556\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12556"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12556"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12556"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}