{"id":4993,"date":"2025-11-22T09:01:10","date_gmt":"2025-11-22T08:01:10","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4993"},"modified":"2025-11-22T09:02:00","modified_gmt":"2025-11-22T08:02:00","slug":"el-universo-y-la-vida","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/11\/22\/el-universo-y-la-vida\/","title":{"rendered":"El Universo y la Vida"},"content":{"rendered":"<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0810\/M42_hallasNr_c800.jpg\" alt=\"Gran Nebulosa de Ori\u00f3n\" width=\"686\" height=\"510\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En lugares como este que arriba podemos contemplar, nacen las estrellas nuevas, surgen los sistemas planetarios y, de nuevo, a partir del caos de las explosiones supernovas, comienza un nuevo ciclo que, con el paso del Tiempo, nos traer\u00e1&#8230;\u00a1La Vida! La materia, que como todo en el universo evoluciona mediante procesos imparables que el ritmo del universo nos impone, pasa del estado que llamamos &#8220;inerte&#8221; a ese otro que nos hemos llegado a comprender y que llamamos &#8220;animado&#8221; que viene de \u00e1nima: Alma.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_kI-5vbKQ0QM\/R-XvmPa0CDI\/AAAAAAAAAGM\/9e9y8_8Wr1g\/s400\/agua.jpg\" alt=\"\" width=\"300\" height=\"295\" \/><\/p><\/blockquote>\n<p><strong>S\u00ed, nos deja estar en su superficie pero, \u00bflo cuidamos bien?<\/strong><\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">Claro que los procesos de la alquimia estelar necesitan tiempo: miles de millones de a\u00f1os de tiempo. Y debido a que nuestro universo se est\u00e1 expandiendo, tiene que tener un tama\u00f1o de miles de millones de a\u00f1os-luz para que durante ese periodo de tiempo necesario pudiera haber fabricado los componentes y elementos complejos para la vida. Un universo que fuera s\u00f3lo del tama\u00f1o de nuestra V\u00eda L\u00e1ctea, con sus cien mil millones de estrellas resultar\u00eda insuficiente, su tama\u00f1o ser\u00eda s\u00f3lo de un mes de crecimiento-expansi\u00f3n y no habr\u00eda producido esos elementos b\u00e1sicos para la vida.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/content.nationalgeographic.com.es\/medio\/2019\/01\/30\/supergalaxia-mrc-1138-262_3237aa9a_1200x630.jpg\" alt=\"Detectan una enorme nube de gas fr\u00edo en la formaci\u00f3n de una supergalaxia\" width=\"694\" height=\"364\" \/><\/p>\n<blockquote>\n<div><\/div>\n<div>Nube de gas c\u00famulo de estrellas. Hermosos c\u00famulos de estrellas est\u00e1n activos durante miles de millones de a\u00f1os fabricando los materiales de la vida.<\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">El universo tiene la curiosa propiedad de hacer que los seres vivos piensen que sus inusuales propiedades son poco propicias para la vida, para la existencia de vida, cuando de hecho, es todo lo contrario; las propiedades del universo son esenciales para la vida. Lo que ocurre es que en el fondo tenemos miedo; nos sentimos muy peque\u00f1os ante la enorme extensi\u00f3n y tama\u00f1o del universo que nos acoge. Sabemos a\u00fan muy poco sobre sus misterios, nuestras capacidades son limitadas y al nivel de nuestra tecnolog\u00eda actual estamos soportando el peso de una gran ignorancia sobre muchas cuestiones que necesitamos conocer.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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OJqKoJWQT3Ex8u1Gcx0rxFUbWAB4gpE27G9jVC5RjCaLzuAZM2j2\/etfdMn1BTYZ\/aq2QcGfv6\/6rsep\/hPFwsFMQqYYTcedvpXJ4uAwm21aJmeiWRy2t1Qsq6jGpth5k9qI5TDIYpM3ixsYkULwXgi0+VG+lZoJr8IOr8pO6wbH1rPyWDz9PSvwtgYK4TM++m3rXE\/ibEGoxef5rThdSZ1aCLDU0kCbgW73OwoTi5HFxSzKCR3+tcuMx3Rq0Ccs7riCANQMQwG+0EH96K9a6n8bCw8PSB8MQbDv9aGNlW1kGR3nejPTem64AHvzW+2lGJZYIAdkRP7VJZbDdomTztUcwMR9Cu7sq2GokhR5dhXb4v4dKKC6kA3E80HdzhsxSJ0sDIB8LCG38jvUZ81fA9TjmESLdtr2M27VZgEJoxIV\/EZRhbwkQD3BFW4+Ax1MFOkGCYsCdpPtWdMQAEEAg\/Mb3Hn\/NdSdRnIU4z6mZoABMwNhP7XqOJhGfBdeDt9OK2YioEUo51EEOjDb\/8AUzcH2IrHIql8EyxGAIJAYDg7fSpFrAD3jv8AzUGF\/pRnonSfipjNqCnDwziCeYIH6GhtZXRJNggNaKcNJmovY0ytSChzoSL8RCUDXkhtj610fVvw+cJFxLDWC1uAa4\/K5kpBt7fvRHNdbd10kmAIrn3nT1Ua5ahjw8El1CgMSwAU7EzsfI7e9a0w\/hYujFUjQ0MvaDcfSh+GSW8MzMi9XDEJeXudUmb881o0xIMZ7Fw3xC2GmhZsvYUZ6XnnVDhqxCt+YTY1zj4gLk6VQMZAWdKjyuTFEso+loENcgRseLVzbzwtM7vpuTxPgPobwbsK57FyJfE0uwW9yxtWzpXWmw2ggHiGmAe59Kb+q+I7F\/UQB+bifKJrFKMaK8plmwGLpDATeJB45FA+s5py6gkacMnSFsL3J7k+Z7V6LgEJljKqdRjcSK8660su0WEmBWmZ7AS6p+I3fDRJYADk+d\/rQLNZp8w6KdAay6zAB7Fjt71VmB3+71iYV129Zk1OIrZNLeh4NbEzQCFdIkmdR3223iKxuKgTVSko2tmydPZdoAHzgXPrXdfhnruGiNqRWJWBPFedCOD9\/tateWYEGX0wthe5nYRWe\/GmjTOg\/iL8XFlBcnYCjGBiHLOVeNfI7TeKCdMzWKF8CqDvMXFU5suWLOSWNyTv71m85a9aVXTpes\/ihnADGYECuP6jm5bcH0oph9CdsBsY\/kBifOK5jMPuO31o8WM3gacHXHYgoHIViLTCyDYtxYE3rJiQOQTeewv35mp4qGNYUhCSB+m\/Pb2NZ5+\/v1rqzkxbL8rjhHllDjYqdjVcH+0GPvyqBP6\/zb77VYxiIM2vbY8iqEzXmMhiYd3RluNwRuNQ+a39Kvxuqu2piQGKhPCoUFYvIUCTt9axY2adlCsxIXaSfb5VSTapl+hYSY1JjJMWHAmY9+1VohawGwJ9gJP6U7iDVAWofIGx7\/OxH8VJaL\/h\/qmFhq64uEH1AwTuDU8LoWOWLrgMylNV\/wAoV1Okk7DeRPIFZezsaKS\/SzpWcwUgvh+NR4SCbtMhmmZjaABt845r\/wAuI7hUQGWIkKsiCYE7+QoViIUcqwBIJBvadtxViEsYUE2E2v7RxSaKTC+f6iuKUARUCIqHSN45Pcma1dIZlxk0KdYIKg\/5C4tFYclq0MgUeKDqjxACRAPYg3HMVYquCXJJgiWn5XrFz4MMK7M7F\/zFiW9SZP1rp+i9PD+GBJ71xeVxCSO5rpOm9RKHe4MW8vOsNIpBfq+VbCsePlQHDyIdlDk6WJIVSCxO1gTYmAL0T6n1U4gN9+Jrl83i3saWUBg63lCjlWQoRwd6DYhIte9z2+70cc4jM5uxCGdQk6djEjgc8UGzCRYyDyDvP\/K6cEvpkLEEEcbeV5qCYkTKgyIvNp5EHejKdCxXwTjKsov5j5md\/vihGPh6bEybbbbT89hWudJmbUKAa15NxrBYSJuJ3HrxWMVqwWLzAlgBEf4qCWn5T86vXwEekfgr4JMYmxFZuu5FHxtCFbmxJAHua4vK9UZNjUMbqbOxJfTAJ5kmLARyTauVeHXtTV6QY65jYuADgF1I\/wDRgR9KCJ0rEfBbGABQGGuJHaRvFYMTG1SWJnj581HDxmjSCQDuO9dGcPK4Q9Jlj51\/hfCnwB9fnIBAvvHiJj\/2JrKB\/HnVuLiF2HyHkO31p8vhB3ClgoJAk7DztetFwl9KUAmDbz7e1QxLGIov1HoT4SB2EoT4W4aLSPKhQ+9\/5prSfwlqFzLemWAbz8v5pKhaYExUJ71ICpUnMknie38UljmqEacrjKhJZA8qRckQTsRHI37VtfrGMyDDbEfQohUBMDtbaJrC+alFTSPCSdXJDRY+QI+pon+GMkmNmETEOlC3iPYVL\/rKBs0T6QqEtqcqQp0Qdz2t93qjqWAi4joh1BWOg9wD9bfpWNGik1UFO+\/CuawQf\/IJEfP39aHdaxU1krG\/Fc9l82Rsa3ZXPkBgURpG7LJF\/wC3zrmfja1TW035Iq0KX0bnxAxP\/wAZMmN4\/mj7ZNUwFcnxH+0SY8yYgTa1cjg49xEfcffvRzM9YcYQwiTCmY8zG\/tFRpOjRF8151jx8aZrKcfeoYmMDAA2m\/eaayDZPNZhnYszFmO5Jv2H0FYcziszFmMk7k1uw8NGjxhQJktYGBIAiTJiNt4rM6BWVmUhGEqJ3EkfqCPatM8JYk6niLhsgZgjG4GxN6wrgs86RMAsbiwG+5vW7qmZRyPh4YQCBYkyYub994obi4ZABOxmNpt5cVpmEspb6zRTo3UhgFmCIx0svim+oBY34BJ8+aH4LqrAsuteVkibdxcXv7VZl8NCrB30FVLKInUxKjTba3PlWjZKMbvUJqU1EmqAmuJeSJ8jt7xx\/FQKEGDb1tvz6U1WuWcloPnFACVCCSDOkwCp3a+mD5wTPlU2RFAYPLSQVgyAIgzsZvbcR51mpwI9NqIFCmc6ziYmGiM8qtgvb04oUWrVgZdGR2ZwrrGhIPjk3vxG96x0kkvgOm7L5Z2V3QGEEsewNve5rMaebGJqINLovwkZj79anlgl9ZIEGIAueJk7U7upTTphgTLTuLWjiKqVDvFv5p\/RG\/P5AqiYy6dGJYAPqKkbq3IPPvVGHm3CaAxCltZHdogE+x+tNismhAoOu5c8b+ED23qm4tcSAfXtQvg2y\/EDA+IFTvBEGNxVgfW4ACJqI3so43OwrKJMC5O1IgixtRARqXeDxYx8veiGZxHRERk0ASytphyG7nkduLmhSNzWjNZx8Qgu5YgACTsBYC\/FZtVlJ8J4eMQZBI7RWjCdmIAEk7ef+6wIDBPA399q05YtqBU+IGRG80tIaYTwcqSWUgqy7ggyTMR\/6+9V5zAKcEd6MdNV1xPiYwLSdTEzfkzWn8X5vDxTOGgQdhWD0\/aGk4C+gdEbM61QjUqlgO8b0OxHRAyNhy8EatREGRBjyAIjzq3oWbZMSVcJ4TczBsbW7xWbq+YZ3+I6hS41AAQCJIkAeYP1rWdJb4U5LPthOrrBKmYIke45FZ81ja2LwBJ2Gw9PKk6rCmZncdu1\/Oq8xi6zMAeQ2HkK0SX0ht\/CuJtRHGGB\/Tppn4wZmeSI0yAoXudyfKhr7\/uKtZEJQKxuBrkQFM3iCdQi8+tNqipnp9IBE2HNFMplUOIqO4C6tIaLaQd+\/erPxHlcJMTTgszLa7DTPnHANHt2DnKBAbEW++1GOl9VGEGR01YWIVLD+6AQfCYtMEe9C3QqBqBE3WbW7\/Src5nXxAqu5YIoVJiFUcCqcYlwoxcQFyVELMgG9p2+VaH6gTh\/D0JGvVqC+McaQf8AHyrG6kb2PI5p2ebbfub39acQiWNiao8IEAC3lyd7mo4iAGJB7GePlb0N6grQZ7VIL5U\/gFrDSSJB4kEEH0IsRUUQlgBv996kFIg39fv1oj03o2JjSUUnSNREcDmO1S9JLoSgsmlNW5jCKkgiCOKpNC6hCmnLSPv7inVZ9e3JqWmeAIsd\/nTASI35gDAiSJtO09qm7MxLMZPJJuf5or0rpbYll257USP4bcuqHSC1gWMCeL8dr1i\/LlOFrLhz+BmHRXVSNLgK1gZEzaRYzyIqFhJmI25v2+VSxMAq+gi86Y85iKzvvVromaJLSxMsW2i5mST2i31ol0HHVMVS4kTQ7I598N9aGGgiYB\/MIO9tuabClmtAJPe3ep0mNOHqfWur5d8JFQDVF6EZ\/wDp\/wCnGknWZ1DjyiuKTOECCoPmZ\/mKT5km2om37XrJ+Jt0taS4TzaBW8LBpANuCdxfkbVmxMQtEmYEDyFLX3pmA47c1qlCKQJrRkMi2K4RLsdh58CqmQQDN5Nuwt+s\/SrcrmWwnVlMMIIg7fwaerOCX3pLqPS3wmZXUggwbRWFioAsdr35nfbaOK63r3X1xcJNQ1OW1uxH5haAfK3vNcicJiGMGFjUeBJgT2k2g0sPTX+Qal4JsQWjjnn9Y32p8TGLXZiT53sBa81UBeB9KkoE+VWBf1HPvilSxnQiosxZVsBasldB1LAyQwVOE7nFP5gRYUC1CRItMkeXMTzRlprgMS4ZNwDVy4CfDZi8OGhU07rEkz6wAOaOdMzmWwsZGXViJHjVwL+KItxpvPep\/iR8oNfwFYszhkfUIVOVI\/ynml7OyBDmnwDoV5BBYrHII0m\/kdVvQ1S5M339a6NehPiZVsyFsreKBvN7\/wAWoAMOePv51Wdpg00FWZf6dRrYsHYhNPhAIUag07zaPKjHSPxPmNeEAyBl8KtpAMG0MRv71y5a8cefarMzgthuyEglTEqZFuQRvS0qoCf6GPxlgsmYZWKE7nQfDftQPBwy7BRuTHzpsfGLGSZNhNLBN7b\/ANvr29Yv7Us5azAbrL+pZFsF2w3\/ADLYwZHzqhHvNJ8XUDJlp5\/76cf7WXSWAvc2gST6Dk+VVOdEd7+E8RRCta9\/SjH4tziMXZbDZY9q4nO9WQqgwkZEw1CsxPiZzJJPYcAeVY8bqZezlit9u8W+sTXJrwv2pqtqGTMYssTvxf73pmwmChihgkwYgexqWKyKw0ywKXJgeIi5EE2B27xxXS9KzWC+XKYzsdF0W0Sd5vI2rdv1RCVZyIH33qQe5+96uz7oXcpZSbXn681lFafUSacvhFzAG3\/Pet2b6cUPiIU6Z03J29I4NU9IzWjEV4mDMV0\/4nw8fMD+pdNKGwIEDtArHWnnU\/DTOajmcHJuQW0MUUSxA2G0z6kUfyHQNaFoCTh6kVmBY6QNRjcAmYn60Ox+tTllwNIGlidQ3Pke9xVXSs\/ocMWI4J3P1Iofs0CiYR6r0MoitBkjVcWjvXMY6wSPv5V1XW\/xCcRQssQo0rO8ffFco8kmd5o8Xt+hqfhFmYkm5+4pm1AQZAN4\/Q+dTxU0mAwPeNqsz2dfE0a2nQgRbAeEbevqa1rIhnUE7ekfT3p0IB8QnymO\/wC9MGINJSAD9\/ZqhEsMgFSwkTJG0j\/dQ1kTFpsfQ8VLAwGc6VEntIvF+aZEkgRSCEWQiCRvcedMWrrvxlgomFlVCaGXBAYHcySZ+tcfp4ApYfsqNqBzK9fdMu+XB8L33occ+wCqpKKogBWIm5JJ7kkn2gcVkA3qNNYS+A9UJdRKFycMEITYMRI96yKDwPuD\/ukzmI9aYm1CUQqNFTwsYrMbEQQQCCP5ETPlTJc+KYm\/f\/tacsi\/EsutFMteNSjc\/wDrP0nmmIoVzG4t6bE1BWgyJEXF7jtB71dmnVndkAQTKrJMAk2nm36VSiliByTAk\/ztQOk1BPiO03JPfvz70R6flEbDxHdtJCyg\/wAjMfz8qyZjL6GZEdXj8zJ+W1zpJuQO4qsJpjUGAJuR29PnUvq4P59K2It+t7\/P5U+vcAmOK0r052R8RUbQgEsRFmJCk+sHbsayKBeTH80JphCxEZyAok7RzWzO9Ix8IBsTCdAbgspA+dZstlXcErp93Rf\/ALMJ9qWPiv8AldyY4LSPaDFDt4IijwRxR3M\/iDEbCGEXJQEgCbfKucmpjTHMz2EcRzPf6UnlafRrTRIvei+R6PiPhvioBpSNRnadqDrY3HtWzCzTqhEnSeJtaJn50tJ\/g8\/7KMUkG8giqHebm880sRpM96YG1UkJscuSAOB+\/nzTEf8AKQIja\/fy\/mpYCFmCjcmKf+xBnpiZb4Ll5+KGBUSACv8Ad\/8ALt70JzjIXOgELNgTx8q3dZ6a2AyqzoxK\/wBhBib3I5objYZU6WBDDcEEEff71OZ9o2Qmt\/T80iMjFCSpk3\/N2txW3o2XwWwsQO4RxDKx3heF7EnnyoM4LObyS255JNNzVQKroQ671h81itiPcm0dgLAD0FUdMyeK7\/8AjgOniALKplb21EAm21XZjL4mWxtKsGxEGqUhgAV8XcHf2vQwORMHff3sfnTyklwTfQligLlyW\/8AyYmJ2EhEn5S5H\/8ANCqkzEwO236001aBs0jEhCvc37W24sbm4PMUgZXTAHM3sN6YIYMbc+lr+l\/rUS5P5jxE+Q2qREVNSY+EGTJkEW4sOb28hUBVmYwgumGDSoa0+Gf7WkfmHMWoAgRSLmfOpHCiZIBEW5M3t7VWBRQJo3zrZ1DqbY2nXuihFgAWHe1ztWHVJEk+XkKRP0tSeV9HSz4zRE2+yP5qKsALTqMz2j9TefpTMsG5HsZ7VEUQKSYe9MKkjwe\/\/K1Ln2JlwGIXSOIERNokweZ3o7SlIZItM8xHP\/KkggarGCBF5M\/tbvyKZzuLf87UyoTwTO3n3pkF2CpY+8V0Gd6CyYC4pIh9ribfpXOo8HtH61vx+osyBCSRwKz0tVQvLSXQczXE3A4qTusLo1A6Ye9iZ4jiIseRUX3giO\/etGfTCGj4TM0oC+pYh+QL3HnV\/wAJMgNSDEfzH71WTUiZNzFu3YR86YjQih51MEKqSJkljwLDcz9KqTE\/NqEkiJNyLgyPO31NVCrMwU1eAMFgfmIJmL7DvNJcGRDk8mw77De1MDFacfRoQBSrbsdQII22iQZ47R3rM5vY2m1NCLFxiQVLNpNyAdzxI2Mee1Pg4XhZzELAg8lp\/YE\/KqZEERe0GfnaieX+GMAuH04yv4VIkEG0iZAI9P8AQ3BoGdiDefObcg\/e1NJqWDpLjUSFnxECTE3IHJpM8EhSSJsZInzjirJLvf18+ar4pUqgY1W4eIAGUqp2gmZEdr+15p6VA0UgUgaVKglFmHhgz5Cf0qKAciQDt\/ulSoKGcbedKLTPlSpUCJYmGJ++1QIp6VAhqlHnSpUwHJJG9MB+tKlSGTxcOIvwD8xNUxSpU0DHikqWPkQPnT0qAIkUtNKlQAit4+71JlpUqAEMMSPOoKNh3pUqAJOkEjsY+sVHQKVKqE\/p\/9k=\" alt=\"La v\u00eda l\u00e1ctea: Grupos y c\u00famulos de galaxias\" width=\"216\" height=\"225\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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ClqUCJm6QLjsYtaaXPkzar78CueUKWSkeWmjBRKjatQBvX3j0QUh6gNHoogF1MxBrfsXt12PvEwCQpXWta16XMempIAISQhdUlTF2oWLbF\/o8X4TALmlpSdRCStVQWSK8CwvFQdK5SyN4KRilAFlNuz329zX7wPOmJKyEApQ9EkuR70c3j0xIBoXD0JDE+20Q1Si8z6+okhj+ki7Ura7P77xQqY3zfnikGZXlE3ELKJaStTEsL0qYrGAU6wSAUJKi5ux0069OkCgnfZTMma1FZQADsgaQC1G2HLQd4fwQnTkSzqZRZks57OQH7mKcrwgWWVMSgXGt9KmPT3HzFyJClLLqGoWZmLMGGmgp9oPJWD8XKbLB5rhcOmdh0pUsKpqUkAhr0cwizudggU\/6dMw09etQvuzANxvFuI8NzBKE0JURup3D\/FKQhMs1DE\/1\/NolaXYU05GVIeHOV5VNnA+UhSmHq08doAwmBXMXolpK1VYJBJLVt2hnlGJny1NJKwpXp9LuelL9oGwS+wRUrSSkiog3ByXIjikgkKUTqKjrDfy9Tf4hhl8uoiWxpdG+X4VJFiCBRquX34o\/0hsjDqA3aCcsy8pCFE0WCQ3Qt9xGqxOXIEvUIlZeumraR89xuGoYzmJwZU7JJa7CNlmEq9QGBNfy8Z0ZnMkqUZZZwQaO4NCIeWxaSMliUGqT+doFkCX6vMf9J06f+WzvcQfj1lZdq7wpmJjZGLJylsyxdJ\/wf49o0R8WYhS0L8whSUgAjgWEZe24Nw1Y6hbRTVJTNanOFrWZj1Ne0Sm5+twdRBHBZoU5RnJkBXoSrWlqh2hdNnuXjPwRXmwvGY2ZMmFalqUtTuokkl6Gp6GLFyJkipYeYiwILpOx4qAfYQNgEkzEsCovYB39t40f+lXi5xVcqIAYNQBkhuwEHpC9sy\/+nJsfv\/SOxusb4SVKIC2SSHZw\/vHoXmPwZ82KQXGosCdIPZ9ywdgP62j2FxC0PoUUuCCxZxx\/aJT0lKEoJQX9bpqRqAGlR6M7bOeYpIYOLKpcbXt\/P1jYzC8sBXMTLdgtQB4vQ9IuzOX5c1ct3CVEdD1EDZcWWCagF2dnarRamUqZM0iqy9OYzafkaVeI88MoWZgEuZoUaAgtfrBXinIFYdZBWFE1JSx+ojPSpy5SykulaSx6EXtGvXn+FOG0qSpU0iqiTT2gzit9gnrkMQhPqjeeHPD5my1zEj9CXMYh\/U\/WNZlWZrlS9IUGUl6F77FrHpEsaLZviKbJQqQ+pB26wDk2ZKSVhMpKyoKYFILagxPL0DcQvx6tSieYIyTNV4aYmZLbUOQ\/0MTEPydBla0LeqT0LfaohhlGFmzpgEkHW5UNJPpF3fZuSYinMSrEecUpUSokpNAXuC2x6Qzxcidhk60nQmcl\/Tukm1LDp0gGCYDBKmzhKBdRU1KuYYYdBQvSbgtCrBzFiYFILLJoRSv8Q4ypcsLUZ4UaEBjXVt7PCfoeTTZUVqICXVwIcYrGrQNCnB4MZXKsyVLVqQWO0GZpipjvMdyHrvEJxcNfYNj5zvGfxmGXcAtzBWY4pJAKCaD1ORd2pyLfWPZN4pXhifSFIN0KDgxWU\/ZLa9HsPkqpstH+nqtL+YSdIS9A+oswFzS8ZDN8KJSzLCkrNlFNQ96He143eDzNS5qpmEQUFQIVLFQQbhuOkYvO06ZhJSL\/AKS7duY1yzPaQplS0lipTAXG5D7UZ6n4ijUxgrGSAlKFBaVagXAukvYwCY0RkWBf1ialt6QXFIrKCACRQu0RTDEMcBMZwA5UzfL062+sPsBnRlq1I9JuG2hBgVygJgmOSUDQRRluL8i4+IpM2wBcbO3v9YzeaUnD6BhZmJxepaXUxYl+e8ejM5N4mm4ZJCC2pn9rfePRm0y\/JfYhzGYkrVpAA1H42HFP5gOLZyQKbhwbNQ7EGoaIaiSSSX5vG6URm3QnDqCVag\/pANWFWD+zv7RNWIWpZmOSokuesCKIJLBugct81ht4exEpMzTODy1AhTXF2IPL\/wBIWuKjyq4Uowk2aFzAkqALqPD8wOEklr9oaDMpkgTJUqY8tdC24dx\/ERyrEplrC1JSttjaJTbG4j0nLZjatKmG8e0rSLFufr9o3WHxeIxsszBMlyUShZkpBaw0\/uPeMbi8YooEohICVEuAxJ6neF5J8G8tdBlAsC4q+\/HI2jiRHECsMEyApXoq9QADTkfzEiKpKawwmYmYpI1Ettf3jkjCExcvDECsSVAJKmLiGKFy1I1OQtwNLBmZnd7+0CKlQbgFy0umZL1ipBBb68Qm4PKJyZrGitwB\/WHPiPHzEIRKnadSEjSQQfSQ4DiM7rBSr0NpP6wbPYEbjqK94CxU1bjU9RQnjkciCD8uElzwpQCiwep4EC4hfqIFasPsInhcKuYvSlJJ6QfnmRTJEtClBtQcdev5xFpkx+yrK85mYVWuWplcVcc9ORzCnNcwM1RWTA63IJ2F3NanYGp9oGmEMGd\/Zo0SJb+CyXLUptLu8GY\/IJ0hKVTUFAUNSX3Bse0CysWqWClKyHNWJZQBo43D1EOsFgZ2K0f+RaH0kD1lIYVAo71LdIqavCap0TYKSqYQh+3AgrNclmSf\/Igh6gtFKpapMwhQUhQVYioEOs08UrnyUy5nqKAySbgcRLtKUhlvwRNCwG4687xBQ+sH4zCyk6fLmlQKQVHT+m4Y2erfPtFzhnensRjETFlQQJaaMhI1AUr+tTh7x6AhpIuAXNS9RRre\/wAx2JgAsSQS9HcV+I6tIDM7EPXuRTkUvFi8PpSCSHJI0\/uDbkbCv0MUUVXNIIwcsKVpUrTSh6wP9+YtSkaXcO4AD1tduPeEwCMMkEF1MQzBjWvO3MGz8CJavLStM1StOlSC4qHb\/tVm2LwvwyCVhIIBJAc0b3j6BkfgqViJepMyrO9B3EJJv0BjkT1pdIJHR7HeJLWCSoekjSw5O570f3hhneSHDkgl93+kLcJhytYTQOWcmg7xnpRlp0sSoqLmpJc9940YxSFy0ITKSlaf1L\/5cOLQjkSmLXNo0eU4TUoAVt0rENlZQzyjCJqtTOn1BLUUXDjpQk+0ezdXmKKggJHA+I02EyJejU1IS5hJAVpUWD1LP9IG3IVF7M4iWNYDPW0aTGScKJAXLKSspIUlQdnFx16xl8wKU\/pINS\/P+K\/QwLLxoSlTjUoj0km3NN4loFqAc9ZBIBbmKV4hRSEkuEkkDh7t8R6cti4P9oFmTKxaJY0yrPpkiYZiD6zcmI51n8yeAFlwNoDGCXMClS0FSQHIFWhdMPtFZjYnUiUzEKKQgk6QSQNg9\/lh8QMsfnEE4ZSBq1pKnHpYsx56jpFOKw65atK0lKqFjfkRojNlRDXfpGnyfxMJeHXJWkkuky1A6dBF2bcijxmEEKfUogtSjueDUN3i4YYhPqKU6kag7uWNEhrEsb8RfRUY4rzcXMWtOpdNRfZwCfq7QnKjDbKM7XIlzJaEglYvVw3b6vCYneEhuDnKsoTNlrmGYlGgOAo1PQQqUoh09Y8FtY7V\/N4iXN4CSZCWFTaoaxc0vWjF+SRs59ECI7AAdhcKiZ\/th\/NUsJQAUhJB2c\/pLt0qbQJipWhRlkAKSSFEF62bijG3MUIWRakFIxASvWGW1tQLG1xX7wo6XyEpSZflrKirW40AM3V9xs0CCLZs0rXqLAk8U+OImpEvy0kKJW5CksGAoxFXO78UhegK5caTw\/jJqVBKJikv1jOgfEMcuxWhQVxE7s4VmfJs\/EWSzpaEzJinKhqBLF\/Y3hDkM6UiY00Og7i6TzDPPvEExaEy5gIKUhgdgQCPkERmStzyea1jNX2VqfBusxyBAUmZhllaVfIP4YLy3BmWoBbP3B+0I\/C2bCUtImVQ4cP7xts0mmapMyXLSQo\/qRV+AeD94nSTX6Vn2aBGbJTK0gbRg87xLkmG65iQDLWFJmamuGA6jmFPifLFyW1KBCg4IrSBtv2PiMriJ4KgVBxRwmjju1D1aFylAmpYe9BBGIHUflLbQvmGjv7QyDkxUTkYYzCyEklqAByT\/eK0EPZ3jY+DkzJcwgS0lRBSQsH9wao7feG+egyqzIoMyWXSpSSOC0cnYZ0+ZMWU6wSj0hWsgsXALpD7kbGN3n\/hwywVLDE1aMBjiBTfeHn36FtcAlJADuQaMOjVL97DvxWSEKmBVFKNK8CxJoaW3G14qKC2oWdrh3PR392aIhak2LONjt1btaNoZBRy1QkGeVAJEwIA3JbUW7U+ekVLnhUsJIOoEkq5sEhtgBqr1aPHGKMtMt2Skk+53PWByOC9v8RSQqSSkhOoFgTp3e1R2aOhStDV0kv0cBvsfrExOOhMv9oWpXckJT9k\/UwZicIpCUGgQslaE6wohJLB2oDRqgE8NAwQPJwxILCzE9H\/AMiC14DQVIWlWrSCNPUOHpaog\/KcuMw0hzmWDmyz5jnU1\/Zh9Ixe+w1WOUw8yUxtHoKxCSVEm8ei6RBeh3oHehDcMe4ttW8cAp+WiWHmqlrStNFJIUO4LjvBE6cFaiUJdZJBBI0VqABRuhHaKHAnF4RKZSJjupYoB+1lKBf4Dd4WpoawdMnSzJSn1eYlRG2nTfu7\/SJ4fES\/LUjyiqYo+lZV+lNyAlmc\/wDL6VhNhAebMClq0J0BVkAkjZg5NYIyuTLmTAmbM8tBuvSVN\/6ip7QFLnAElnFQx4IbaJIs7i9vykJrg17DpyAJhTqOkKbUoGzs5Fe7RYZbKCQQoE0UN6\/lDaBEqJSWD2JPH9BWLETfSAaB3pfinxGcKZosqlS\/OKJi2QHGoB7WYdTDfLs3XJcoUFAlvLIJ1DlrfzGYyDFS0TUqmjUgGoe8Nc+zeSqZrwyVS2PpZVg2xZ3d6vGbT9FL1TSYfHYWcoBly1k\/tIUl\/wD2qPmCM2y2WViUvFEkWTp1fBCmj5ynFEFwfiCZ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alt=\"Evoluci\u00f3n de Galaxias en C\u00famulos | Instituto de Astrof\u00edsica de Canarias \u2022 IAC\" width=\"201\" height=\"224\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQWqXma0P6LOUkRwKdiNs3IT3QQx14LuTZBDw&amp;usqp=CAU\" alt=\"C\u00famulos de galaxias y materia oscura | Actualidad | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Miden con precisi\u00f3n la masa de un c\u00famulo de galaxias distante\" width=\"236\" height=\"225\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Con sus miles de millones de galaxias y sus cientos de miles de millones de estrellas, si nivel\u00e1ramos todo el material del universo para conseguir un mar uniforme de materia, nos dar\u00edamos cuenta de lo poco que existe de cualquier cosa. La media de materia del universo est\u00e1 en aproximadamente 1 \u00e1tomo por cada metro c\u00fabico de espacio. Ning\u00fan laboratorio de la Tierra podr\u00eda producir un vac\u00edo artificial que fuera remotamente parecido al vac\u00edo del espacio estelar. El vac\u00edo m\u00e1s perfecto que hoy podemos alcanzar en un laboratorio terrestre contiene aproximadamente mil millones de \u00e1tomos por m<sup>3<\/sup>.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/laniakea-141008152717-conversion-gate02\/95\/laniakea-3-638.jpg?cb=1412782134\" alt=\"Laniakea\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Una Nebulosa como dec\u00eda Kant, es un universo en miniatura<\/strong><\/p>\n<p style=\"text-align: justify;\">Los procesos siguen, las cosas cambian, el Tiempo inexorable transcurre, si hay vida vendr\u00e1 la muerte, lo que es hoy ma\u00f1ana no ser\u00e1. Todo cambia para que todo siga igual. A partir del Caos de las supernovas (que supone la muerte de una estrella), surge una bonita Nebulosa (un enorme laboratorio qu\u00edmico) en la que, los procesos siguen cambiantes para que surjan nuevas estrellas, nuevos mundos, nueva vida.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/content.nationalgeographic.com.es\/medio\/2020\/06\/24\/fusion-de-un-sistema-binario_294055fb_1280x791.jpg\" alt=\"Un objeto desconocido para la ciencia se fusiona con un agujero negro\" width=\"677\" height=\"418\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta nueva manera de mirar el universo nos trae otras 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. 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 (yo lo veo dif\u00edcil) pero&#8230;<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Telescopios Chile - El joyero, c\u00famulo abierto NGC 290 Cr\u00e9ditos de la imagen: ESA &amp;amp; NASA; Acknowledgement: E. Olszewski (U. Arizona) | Facebook\" width=\"484\" height=\"181\" \/><\/p><\/blockquote>\n<blockquote>\n<div style=\"text-align: justify;\">Nuevas estrellas, vientos estelares, la radiaci\u00f3n y la energ\u00eda que eyectan al Espacio Interestelar, los <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a>, <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, enanas rojas y blancas, mundos&#8230;\u00bfCivilizaciones?<\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">La baja densidad media de materia en el universo significa que la Densidad Cr\u00edtica, es decir, la densidad media de materia requerida para que la Gravedad detenga la expansi\u00f3n del Universo, no es la adecuada, y, el Bing Crunch nunca se producir\u00e1. Un universo con exactamente la Densidad Cr\u00edtica, alrededor de 10<sup>-29<\/sup> g\/cm<sup>3<\/sup>, es el descrito por el modelo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>-De Sitter, que se encuentra en la l\u00ednea divisoria entre los otros universos propuestos. Parece que estamos en un Universo cercano a la Densidad Cr\u00edtica de materia y, si es as\u00ed, se expandir\u00e1 para siempre.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/kmvo96A.png\" alt=\"Sobre agujeros negros, Densidad cr\u00edtica y otros : Blog de Emilio Silvera V.\" width=\"267\" height=\"237\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/s1.abcstatics.com\/media\/ciencia\/2022\/02\/18\/Alcioneo-kSgF--1248x698@abc.png\" alt=\"Los astr\u00f3nomos, perplejos al descubrir una galaxia 160 veces mayor que la  V\u00eda L\u00e1ctea\" width=\"422\" height=\"236\" \/><\/p>\n<p>De la cantidad de materia que contenga el universo, depender\u00e1 su final y se determina el universo en el que estamos<\/p>\n<p style=\"text-align: justify;\">El Universo visible contiene s\u00f3lo:<\/p>\n<ul>\n<li style=\"text-align: justify;\"><strong>1 \u00e1tomo por metro c\u00fabico<\/strong><\/li>\n<li style=\"text-align: justify;\"><strong>1 Tierra por (10 a\u00f1os luz)<sup>3<\/sup><\/strong><\/li>\n<li style=\"text-align: justify;\"><strong>1 estrella por (10<sup>3<\/sup> a\u00f1os luz)<sup>3<\/sup><\/strong><\/li>\n<li style=\"text-align: justify;\"><strong>1 galaxia por (10<sup>7<\/sup> a\u00f1os luz)<sup>3<\/sup><\/strong><\/li>\n<li style=\"text-align: justify;\"><strong>1 &#8220;Universo&#8221; por (10<sup>10<\/sup> a\u00f1os luz)<sup>3<\/sup><\/strong><sup><br \/>\n<\/sup><\/li>\n<\/ul>\n<p style=\"text-align: justify;\">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. Seg\u00fan esos n\u00fameros el Universo, para nosotros es, como si fuera infinito en toda su inmensidad.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1101\/eclipse99_mir.jpg\" alt=\"Mirando atr\u00e1s a una Tierra Eclipsada\" width=\"610\" height=\"457\" \/><\/p>\n<p style=\"text-align: justify;\">Podemos tener la ilusi\u00f3n de que, el planeta que nos acoge en inmenso pero, si podemos asimilar los n\u00fameros que m\u00e1s arriba se rese\u00f1an sobre lo que el Universo es, nos podremos dar cuenta de que, ese planeta que arriba podemos ver, en el contexto de nuestra galaxia, es s\u00f3lo un grano de arena, y, en el el total del Universo, es&#8230;casi nada.<\/p>\n<p style=\"text-align: justify;\">Despu\u00e9s de asimilar tanta grandeza, C\u00f3mo te sientes t\u00fa de grande?<\/p>\n<p style=\"text-align: justify;\">Bueno, en realidad, siento conscientes de nuestras limitaciones y mirando hacia atr\u00e1s en el poco tiempo que llevamos aqu\u00ed, dentro de lo que cabe, tampoco lo hicimos tan mal (teniendo en cuenta que somos humanos y lo que ello comporta), y, si somos capaces de llegar a la evoluci\u00f3n que el futuro con el paso del tiempo nos tiene deparada, seguramente seremos algo menos peque\u00f1os de lo que algunos puedan creer.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/photoshopdesigns.files.wordpress.com\/2008\/05\/med_promises_of_love_by_pincel3d.jpg\" alt=\"http:\/\/photoshopdesigns.files.wordpress.com\/2008\/05\/med_promises_of_love_by_pincel3d.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0 <strong>\u00a0El simple hecho de ser capaces de &#8220;sentir&#8221; el AMOR&#8230;Nos hace mejores<\/strong><\/p>\n<div style=\"text-align: justify;\">No debemos olvidar que formamos parte de algo muy grande que, estando dentro de nosotros, nos da la posibilidad de que aprendamos a buscar las respuestas de lo que no sabemos, y, si somos capaces de hallarlas, quiz\u00e1s encontremos el camino, sin perdernos, para hallar esa paz Social que todos deseamos para que, todos los seres puedan convivir en un mundo arm\u00f3nico. Y, para que eso sea posible, las energ\u00edas del Universo deben entrar en nosotros y formar parte, como un todo, del ente universal que ser\u00e1 el s\u00edmbolo de la armon\u00eda y la igualdad.<\/div>\n<div style=\"text-align: justify;\">En el Universo todos somos iguales en el sentido de que, las leyes (tambi\u00e9n las del hombre), deben ser las mismas para todos, sin distinciones.<\/div>\n<div><\/div>\n<div>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El Universo es inmenso pero&#8230;<\/div>\n<div><\/div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-Y-0dy1fWyZY\/TYlYLKzj70I\/AAAAAAAAAOc\/geMo6znKYnI\/s1600\/cuida%2Btu%2Bmente.jpg\" alt=\"\" \/><\/div>\n<div><\/div>\n<div><strong>\u00a0 \u00bfNo lo es m\u00e1s la Mente cuando habla de multiversos?<\/strong><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">El Universo, en realidad, est\u00e1 reflejado en cada uno de nosotros. En una mirada, en una sonrisa, en un pensamiento. Todo eso y m\u00e1s es Universo. Nosotros hemos llegado aqu\u00ed y hemos podido evolucionar hasta llegar a comprender que formamos parte de algo muy grande.<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\u00a1No lo estropeemos! jugando con fuerzas que, ni entendemos ni sabemos manejar.<\/div>\n<div><\/div>\n<div>Lo dicho, sabemos menos de lo que creemos que sabemos.<\/div>\n<div><\/div>\n<blockquote>\n<div><strong><em>Emilio Silvera V.<\/em><\/strong><\/div>\n<\/blockquote>\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%2F11%2F22%2Fel-universo-y-la-vida%2F&amp;title=El+Universo+y+la+Vida' 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%2F11%2F22%2Fel-universo-y-la-vida%2F&amp;title=El+Universo+y+la+Vida' 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; 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La materia, que como todo en el universo evoluciona mediante procesos imparables que el [&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\/4993"}],"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=4993"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4993\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=4993"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=4993"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=4993"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}