{"id":2365,"date":"2021-03-04T05:20:55","date_gmt":"2021-03-04T04:20:55","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2365"},"modified":"2021-03-04T05:29:12","modified_gmt":"2021-03-04T04:29:12","slug":"cuando-surgio-la-luz-y-todo-se-hizo-transparente","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/04\/cuando-surgio-la-luz-y-todo-se-hizo-transparente\/","title":{"rendered":"Cuando surgi\u00f3 la luz y todo se hizo transparente"},"content":{"rendered":"<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.vixdata.io\/pd\/jpg-large\/es\/sites\/default\/files\/d\/detectan_raro_resplandor_en_el_espacio.jpg\" alt=\"Captan resplandor que ocurri\u00f3 durante la 'adolescencia' del universo - VIX\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">El contertulio Kike, en uno de sus muy acertados comentarios, nos hablaba de la enorme importancia que la luz ten\u00eda en nuestro Universo, y, desde luego, no le faltaba raz\u00f3n para creerlo. La luz en sus m\u00faltiples formas, es un ingrediente primordial en el Cosmos y, all\u00ed donde est\u00e9 presente la materia estar\u00e1 tambi\u00e9n la luz, toda vez que, las dos, son la misma cosa. Pero hablemos ahora de radiaci\u00f3n.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La radiaci\u00f3n c\u00f3smica no te afecta a ti ni a tu smartphone - Qore\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT2XT42cLY8pRlCukwy5wFAMBYPPIdf7EVq_Q&amp;usqp=CAU\" alt=\"Radiacion cosmica by vpatino5529 on emaze\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">La radiaci\u00f3n c\u00f3smica de fondo, llamada tambi\u00e9n \u00abradiaci\u00f3n anti-rradiante\u00bb, nos revela el estado de la antigua materia c\u00f3smica. Extremadamente densa y caliente, se presenta como un fluido sin estructura. A trav\u00e9s de ella, nos volvemos a encontrar con la imagen ca\u00f3tica que salta en nuestras mentes como los momentos inmediatos despu\u00e9s del gran disparo. Encontramos all\u00ed la imagen del caos inicial de las mitolog\u00edas de origen; pero con una diferencia importante. En lugar de la fr\u00eda oscuridad, ahora reina en el mundo la incandescencia fulgurante; de ella nos queda hoy s\u00f3lo un p\u00e1lido rumor, enfriado por quince mil millones de a\u00f1os de expansi\u00f3n.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRCw3ymvDFvaNlb0PmpD9i9-cw_mDBH_PakIg&amp;usqp=CAU\" alt=\"La misi\u00f3n Planck y la radiaci\u00f3n c\u00f3smica de fondo. \u2013 Nuestro universo y sus  enigmas.\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">El tipo de radiaci\u00f3n como la c\u00f3smica de fondo, surge en cualquier sistema de part\u00edculas subat\u00f3micas que colisionen entre s\u00ed a grandes velocidades, como habr\u00eda sido el caso de un escenario de alt\u00edsimas temperaturas de un universo que inicia sus primeros pasos. En la actualidad, de manera aislada y en peque\u00f1as cantidades, se siguen produciendo en el cosmos radiaciones semejantes a la c\u00f3smica de fondo o antirradiante; sin embargo, el universo est\u00e1 ahora demasiado fr\u00edo como para producir radiaciones de magnitudes capaces de llenar todo el espacio.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxIQEhUTEhIQFRAVEBAQEBAQEA8PEA8PFREWFxUSFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLysBCgoKDg0OGxAQGzAgHyYtLS0tLS0tLS0vLS0tKy0tKy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAKABOwMBIgACEQEDEQH\/xAAcAAABBAMBAAAAAAAAAAAAAAAAAwQFBgECCAf\/xABJEAACAgEDAgIFCQUDBw0AAAABAgADEQQSIQUxBhMiQVFhcwcUFSM1cYGyszJCkaHBNNHxM1JTVHKxtBYXQ2JjZISTlNLT4fD\/xAAbAQEAAgMBAQAAAAAAAAAAAAAABAUBAwYCB\/\/EADERAAICAgIBAwAIBQUAAAAAAAABAgMEEQUSITFBcQYTFCIyUWGBIzNSkcEVYqGx4f\/aAAwDAQACEQMRAD8A8NhCEAIQmcQAAiq0EzbQ17nA9Usmi0OfVLPDxYWQc7PQkY+NO96iVltOREyuO8vT9DJUnb27+2Qus6cJ7+yUW7+pl5RIv426pbfkr0xHV+m2xsRK+6idT1IrzEIQmkBCZhAMTMyEMcVaJm9Rm6uiyb8IJb9BtCP26cQMxpbUVm2zDtrW5IzKLj6olk8M6g01X7V8m2rVW1vnjGm3eap44bCEgeuK2eEtUtmnqKDfqaBqKfSz9XtLHdjkMFUkrgnt3JEV6V4xtoq8g112UfN3oNb7senZaxsBB9F8X2Jkd1MW1njm29la+mizZqLb6wF8k1rahV61avB\/zGDHLA1qcyIYGn\/JTUEagoarE01S3Wsjkeg2eArAMGAVyVIBAQ8TGl8K3uldhNSV2KzhrHI2IK7n3uACQNunsPAPq9sl2+UjUApsqq2qx3+bnUWX1lCnl2W2ZbhXtG4EHD47ARhV41vTbsVF2KiVbS2agmkt042nPf61n++AJ3eD9QEtsQ021VaerVNbVYdr02MwBUMAxI8uzIIBGwxqfD1oo84tSPqhf5BsxqPm5YKLtpGCpJHGc4OcY5kloPHuqqCgiuzNlj6hr1819Sr1io1lmyUUJuX0MftGML+vq9ArbTVG4UrpxqWLMy0owKhUPoq4AC7xzjPtgDn5OPtPTfFP5GnQk57+Tj7T03xT+m06EgBCEIAQhCAEIQgBMgTEjPEFeUU4DAM2Uau21CTWwUsqAk4JDDjuByveASmIYkBpheNRQ1qW+WujdGYMrrv2Us7OoO4vuDKODkDjOSA8o0anVWXbFUrWlavt2tY74axyf3gFFKg9wRYPXAJKEIQAhCEA5WhCEAJkTEW0yZYffNlUO8lH8wSPR6DuzLx4d0258cdpWtEmJYulX7c8447\/AP3LXkqpRw5V1eujqOJpUI\/qWXUbKuzjP3jt7xKz13ZZ6Q2hv3gMYMT6tql425yBg+\/3yINxMreF4eVGrpSeydkXwiuj8sZairdIfU6cjn1SxiqaW6cGdFkUwuj1Zz12G5feRVcQxJ5tGPZNG0Qld\/pT\/qIDx7F7EJF9Ppy33ST+jQY5r020Ynqnjes9ze0eoYtj9Ua6XRA+qWfpfQzYQAMfh7Bk\/wBP4yH0jAcT0Dw71FOwAZsbVXsAO5JJ\/D+Ei89m34tG6V\/4dFhY9cK3JLbK\/wBW6Ea15HbGTjue\/wDulM6ppsZnsniNwdOcAbiQOCOMzy\/qNGc\/diaPo5yFubRJXeWmec+hXU9taZTiJiONXVtMQM13VuubizlzEIQmoBCEIBZfk3+0tL8Q\/kadCTnv5N\/tLS\/EP5GnQkAIQhAIzxBpjZXtFbuecFCm6s4OGwxAP9O8a9M0Vq3OxVlLId9jeU679qBPLI9IgYbIaTsIBDrfbVbYCxuYjQJWrbaVD36iyocgHAyVJODwJNfReu\/0Gm\/9a\/8A8EgbVYaltzbvr+ilfRC7V+km9Hjv9\/vno3nyLkZUadbPcYORUNdTq6K3tsoo8tF3Ps1jM20d8KaRk+7Imnz0eYEAYnzrKSeAAyVeYT7xjj8ZOeLLc6PUD\/sXlNv0tdt22xEdPpDUNtsRbF3DRgg4YEZHtnvHvV0eyMSj1J7MIQm88hCEIAQhCAcrQmcTO2elCT9gaxfSNhh98T2RfTVcyXi0z+tT0N+SxaQ9pJq+B+Ei9GO0fy+sW35OrwpNViNuTNVURUmY8uZT8aMuG3v1NScRMnMX2TXbCaE4SE\/KmvlR0JhhHYOiOtiAGJttgVgTM7PHXXqINwcx1pupMnYke3ESYZjeyqYnXGyPWS2aXKyp7gXDQdSexSucgLk+2VzXMSTx7Y76LeyggY5UgkxnrrCO0rMPDjRfPotJ6LC+ztjqTK51FOZHGSutEi2mvlIJSUjjrPxs1hCEqjyEIQgFl+Tf7S0vxT+m06EnPfyb\/aWl+If02nQkAIQhACEIQCC1O4Xvu2\/5XoxXaCPR+kWxnPrlz8+UnXlhbZu2\/wCU6Pt2kn0fpB8ZyO8snnTlPpHOUZQ1+pYYdfZMPEl2dLf8Jv6SvXUB79pLgfSGoOa7LKm40Q\/eQg490k+u2509vwz\/AEkZdWWuwrtWfpDUHcgrZuNEOPTUj+UmfR2Tljy3\/V\/hGvMh1kidjE9WpBYbjxkDKt9aVtWphX\/n4sdE4\/eYD1x3RWVXDOznn03CBjz69gA93A9Uh7ehFnZ9yDBzWoNhUn55VqfSU52elTg7c58xj6gJ0BDJbTXrYu5c4yykEFWVlYqykHsQQQfuisbdO05rTBILGy21tudoay1rCozyQC2M+vEczACEIQDl7bDE2IhOg+rSNRgCPNJVzEKxJLTiSqa0vJIx4dpD7TiOzxG9IjhOZmfqdTjrUdGFXMVAxHWm027+UXGiIPIwPfIFufTB9ZSSZPhVoYhMxNkkkNOQcRO+n2TFeXCT8M2SrTQxIwImBmOGTMVrpGDmSXakjS6W2NGSaMseOvuiTLMxs2YnSMmEIu6xIzensgzh1YrXbtiOpIPM2yPXGuoaZjHzs832tV6IzXtIkyV1IkZaOZV8pBtKRzNj3NmkIQlMeQhCEAsvyb\/aWl+Kf02nQk57+Tf7S0vxT+m06EgBCEIAQkV17WNUFKWIp5OxgubFBGcZ9gzwOTxiJ9K6g9jNllf0Gfy1CqanFjKKifbgev3wBt1Nm8y3cFHpdI27WZsp8\/fBbIGD34Gfvkr50heq3OxuL1lCD0ngsr5Hz9+cj\/8AcRwbpy\/0gh2nD4ZecVDtB\/It1i7NFn+x\/URK9nF31aozfSGo4ssapcfMxn0lRjn3Y590a9Tt+qf7v6iO7rSt4IR3P0hqBtQ1hv7EOfTZRgffmS+Aj1ol8\/4Ro5SOrF8E7CEJelUEIQgBCEIBy2bOYsgzGsmOj6feZb4VjnKXZma6nZNQXuNlrIkjpZOW9J2jJA\/iJFFcGWlU4yX3WWv+nzxmnJj2ocR3TXyI0oaSvTuW\/hI2XY6q3I6DFUWi2+Del+aTxgDGTjsJ6KnQ0ZMcHj2CVvwTj0l9o9o7y76Z9i5fAAB9c+WSksrKlK1+PP7FTyWRYrdJ+h511roARuB98rmq6eRng\/dL51rrFRckHMgdUwYEyPRl3Uz+6\/G\/BaYt1rgu6KsujOOx\/hNhojxwfb\/dLHpqV9cnek9KWywccY590ny5rI3pM3W5Ma02yl1dFbbkKxJ5wFJjLU9FsXlkcD3ocT3LT9LRB2jHqHTVfO0\/hxiSHm8jjru36+xWQ5hOWteDwXVaMiRtiYl78U9KNLnIwCSe4lM1aTs+G5H7XUpP19ywtjGyHeIzsjSxos8a3S\/RR5E\/A31Mi7xzH9sY3CQeQXatlNbLchCEITnTyEIQgFm+Tf7S0vxT+m06DnPfyb\/aWl+Kf02nQkGQhCEGDDKD3AODkZAOD7YBQM4AGeTgAZPvmYQCsddsydR6LDH0UPSAG7Gufkc8iNfNjnxFZkanhhgdLHpKVzjXPyM9x75D+bKLl63OUTpOEW4S+RzrLcofw\/MJM3Xiu4Ft+PpDUD0K7LTk6IfuoCce\/ErOosyv4r+YS1r\/AGj\/AMfqf+CEkcRDrU1+pF5tatj8EzCEJalKEIQgBCEIBywBJ\/oTbTIFe8muljEuONhvsyRiS1fFlm1Wr3AZ9nqkHZ3j48xjaOZZ01xgtRL7Osc9MXpknpb9p7fzxIqrvHiGYugprqzbiWdUXnw54gFZJIzyPX7o+634se0FQMDt+16p5w3UhUeWmidXa5wq\/hOTs+i9UrnNPSfsbZ34v1icvMvyLjVaTyT+MefOPd\/OVVLXGMt29UlU1hOceof0lVm8HZW04eUWWkySt1R9UlOg+IDU\/tztHJ9\/3SpfOyRkA4mabjn38H+E0PhZ9G36o8WUxsj1Z79VaLawQe4EQr0+DliMCeZ9I8XW0jBOV49vaPNf403KQCZFslbNx7VtyX9jnHxVyk4r0N\/GOqS9yAO2Rkfwnmuu020+v8ZN6rq5OSCPX6pA6q\/Pfkzofo9h5NMpSn4TL+upVVKD9iNvqjO4R5fYYztadtDeijyuu3oZXiR9wkjfI++R8xfw2UVy+8NpiZmJzLPIQhCYBZfk3+0tL8U\/ptOhJz38m\/2lpfin8jToSDIQhCDAQhCAVTxLaGXVYDDavTFO5GTJGts5GR6Q944lc8yWHxTerJq9pB219NVsephrLOJUPNnpYiu8s6bgvwS+R67+\/wDeX8wlxv0yW3BbER1+kNQ22xFsXcNEMHDAjI9soK28r\/tp+cS\/XadbLtrb8fSGoPoWWVNxoh+8hB\/DMw8dU+ERec\/mx+CekSeuqCw2NwxRMMpLN85TTgOP+jy9ikZ7rk+qSenpFahV3YGcb3exuTnlnJJ\/EyOboiEsd7\/tFk4UbGOoTUZP+kxZWmN3YAjsZgox7otSLV3YwQ9lbLnOHrdkYA+sZU8xeIaPTCpdoJJLWOzEAbnscuxwOByx4i8AIQhAOW1HMnOlrIRe8sHSxxOgwFqMtEnBW7kSgHEjrBzJRRGeoWS4PydHl17imIosdVcxssXrae5GihpEV12ghk57\/wB8kOn0eTUGA9MsRmY6lTvAI7iT\/QaPOq2HuMke4yBk2xxou6X6bPFGKnlzfp48Mg21DDv3i+h6iysM\/wCMd6\/otuSWRu\/sJyPbHNHS2tKqVICjlsYwJ4tz8R1OTktfJMrpyFPe\/C\/5N+uOyVo9ZwrAEgdsyM6d1Evn3YzLD4h06mtUBGFCiVXSaUIxMi8POF+J+7\/t7G253Rvi4\/hfqS9mp9\/sjV7ifWYJp3tOEUnkZwOBn2n1Rzrui20IrWLgMcD++SVZjVzVba7P29zdK2TekMDaZoWzM7ZrYMCT0kRZSlrbG+oaM7HimoaNLAZvXgpMm17ejW1oxvjlzG9sjZPmDRV2S2xrMTJmJzDAQhCYBZvk3+0tL8U\/ptOg5z58m\/2lpfin9Np0HMgIQhMAZ9U1TVJvVVOP2t77ABjsMAkknAA98Q0vVS1jq6eWqqWUvvBYKqlz2xgbsd4612gS7bv3ei25SrvWQ2MZypEKNBWjl1B3kYyXdgM4zgE4GcDOO8ArHijVJZVq2R1YCrpwJU5APzuw4\/3Sjb5efGFytVrNrKdtXT1baQdrDWWZU47HmeeC2WvHw3Fl\/wARaoQl8jyp\/SX4lf6iz0m6ovcAHdD9Iag7kFZbA0Q49NWH8p5bp7PTT4tX6iz1O4v5w8tUZvpDUcWO1a4+ZDJyqsc\/h+M18hHU18Efl597F8E7CEJXFQEIQgBCEIBy3V3lj6Z2ldpHMsvTF4l\/x+1U9k3jlu4lUEbamvMeVRO\/sZuhJ9jrba1KBFk4ilcTZcmZVsSWUsXqXkdKJM+H222qB3ZguPbzIFLJLeH3zqaQDj61efxlXytfbEsX+1\/9FjRbFHrNfQHdMkAn1Rrquh2qp9DuO4Il30H7I9mOJjW3KQRjnH858r+zJU\/Wdv2Klchap69jxvqPRtQ25BWTzkEsoHf2xh0\/wlazfWEKPUFO9j9+O09Ss0uS2T3wO2QvvP8AGVXxX15aG8mnk9mfjMsON5jOnH7Njpbfvr0LSF7vkkl5G26nRLs4DDnaPS3ZP7x\/jK94h60dQeew7D2e6MNRcbGLM3P4xnevsM6zjeEhXNXXPtMluPRdvVmpeM9RZNbXIjZmnVRgVGRktrRiyJO3ExZZG5ae2ymtsWzVzG9xjplzGl4kTK2q2Q5LyN5iEJzTPQQhCYBZfk3+0tL8U\/ptOhJz38m\/2lpfin8jToSAEIQgBCEIBUPHBxTrPgdO\/wCMsnlotnpvjqpU0+uKqq5o0DNtULub53Zljjue3M8jF8vOK11l8kqi76tMldJZ9ZX8Wr9RZ69bYVuBVGc\/SGoG1DWD\/YhzlyBj8Z4p0+7N1Xxqv1FntV14S\/cQ5H0hqBhK7LW50Q\/dQE49+JH5T+Yvg8X2\/WS2T0IQlWaAhCEAIQhAOZKKTmWLRJgRR9EM8COq6cDidSusI6R0WDx06pts2SZ1AmRxMW8zQvxbLxr7uhgyxG1dsd4iVtO6S1Iqbam149RmHM3o6h5bqwOCrBh947TfVVbRxIW2lmaebWnDWt78FXfZZQ0l6nvPhrx8j1jzDtcIC2OVYge\/7pYNT4opAybF7ZOO858ouKACO21xPrnH5H0PjOf8Oxxj+RNgsaa7SWn7noniHxwSCtHrxmw98esCUd7yzEk5J5JPrMjTcSe8VayXnHcLRgw1WvPu\/cl1ZEIrUFpDux43e+JG2I2GWsa0jzdlN+UKWYMZ2NiZa0xG88TbrRVX3KXlDe5prX3gRFlqmNbZWpOUtmSsYaqP7DI7UmRs16qYt\/IbzEITmDwEIQgFl+Tf7S0vxT+m06EnPfyb\/aWl+KfyNPftZqBVW9hBIRWcgYyQBnAgC0JDt19VrZ2Rt4tWlaqmW43WsoKrWwwDwec4xg5m+n6s\/mJXdp7KTZkVP5ld1bOqlijFf2WwCeeDjvAJWEQ1msSoAuSATgYVmPbJ4HuE10\/UK7GKK2WAz2OCOM4PY9x29sAqPj6pU02v2qq7tPoGbaANzHV2ZY+08CeL+ZOhNR0mm+zU02IDVbRpGsUFk3kW3nJIOc5Ufwkf\/wA3HTP9XP8A5+p\/98lUZMqlpGGtnivSbPr6fj1fqCe+A41HP+v6nuf+5CMKfk96ajKy6chlYMp8\/UHDA5B\/a90sFvTqnzvqR82G3FiiweaU2lgGyAdox\/Geb73a9sJaHAIP3e0SH1HUL62uz5BVH01VZFdilbdRcqgPmw7giWVscbdxYj0cSVpoVBtRVRRnCooRRk+oDiJ2aJGVlK+i7+a3LA+ZlWDAjlSCikYxgjM0GTTpuoaxMsF3LZdU23IVmqtassASSAducEnGe57x1E9NQta7VBxknklmZmJZmYnkkkkkn2xv9K0YdvOr21jNjbhhBkjJPsyCM+6YA8hI7R9e0tzhKtRS9hyQiOGYgDJwJIwDxwV8xY1cRzbpSPUZqgk\/7YrF2i9n0PRHsnMCsd2pzGjybVZ3R5aEGmkWYRJuJMiyLNaNHXMRNQHqGYqz4jYuZsimQbnDfp5NL65oaTF15mS02ER1Rb2xv5ZmXVhHlTjMV1Dg\/wCE8uT2bVjRcW1IiXYiZRsxW4g5iNeBPaIMk4z1vwbGvMDUJq1vM2DQNwYi6D2TXdN7jECZkizaT8GtzSNuPMe3GMbJWci24aREk9yE4QhKABCEIBZfk3+0tL8Q\/kadCTnv5N\/tLS\/EP5GnQkAhev6YoNPbXWWXT6jznqqUbjW1T1sUUdyPM3YHJwZvp+urdaldCPYp3G61q7aq6FCnHLqNzlsDaPeZLzJMAZ9S0r2qFWwIM+nlC+9MfscMCAfXENN0oq2S42AWhEVChXzSpb0t3\/V4wBiSUIA10egSpmZS5LBFYvY9nCFiuNxOP22jqEIASJ8RMQtfpBENj+Y7PYigeUxTJQqclgoA3DJI+4y0yDAK3XqHGorLFhuw9qta+atN8xYlGrwBgXLk247sFz3AcaO5vnbgtnL2AIHsLLSK1KWMmdgUt6IwMk4O49pOZhmAYlX8TdMWnRagoWJ8kV1hzla6\/MDBFx+7n8eBLREtVpktQpYoZGGGU9iM5gDTp6akN9d812bePJW0Pu4x+0cY7yQhCAf\/2Q==\" alt=\"Tema 6. Energ\u00eda T\u00e9rmica. Actividades.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQz7VlQPIyLbMEzWkbSdPAQ7t-uFUKEHf9qbg&amp;usqp=CAU\" alt=\"Crean unas gafas inteligentes que detectan s\u00edntomas del coronavirus\" \/><img decoding=\"async\" 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\" alt=\"Tema 6. Energ\u00eda T\u00e9rmica\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Los cuerpos c\u00e1lidos, record\u00e9moslo, irradian. Se llama \u00abluz t\u00e9rmica\u00bb a la radiaci\u00f3n que se desprende. Esta tiene una firma espec\u00edfica. Se la identifica descomponi\u00e9ndola, como se analiza la luz del Sol a trav\u00e9s de un prisma o de una nube de lluvia. En otras palabras, la \u00abluz t\u00e9rmica\u00bb puede identificarse f\u00e1cilmente por su espectro universal de colores, es decir, por la cantidad de energ\u00eda en cada longitud de onda. Su \u00abarco iris\u00bb nos permite reconocerla con seguridad. Sin embargo, existe un par\u00e1metro que puede caracterizar de manera singular la radiaci\u00f3n c\u00f3smica de fondo: la temperatura de la radiaci\u00f3n. Seg\u00fan los c\u00e1lculos te\u00f3ricos que arrojan nuestros programas computacionales, la radiaci\u00f3n c\u00f3smica de fondo o antirradiante primigenia debi\u00f3 haberse creado de manera uniforme a trav\u00e9s del espacio en los inicios del universo y habr\u00eda continuado rebotando en part\u00edculas subat\u00f3micas hasta que el universo alcanz\u00f3 una edad de aproximadamente de unos trescientos mil a\u00f1os, cuando los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y los n\u00facleos at\u00f3micos se combinaron para formar \u00e1tomos. Despu\u00e9s, la radiaci\u00f3n habr\u00eda viajado a sus anchas por el espacio, siendo detectada en la actualidad con una longitud de onda dominante, que corresponde a las ondas radioel\u00e9ctricas y con una temperatura cercana a los tres grados sobre el cero absoluto: exactamente 2,736 grados absolutos (2,736\u00b0 K). Gamow, en 1948, la hab\u00eda estimado en 6\u00b0 K.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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alt=\"LA RADIACI\u00d3N C\u00d3SMICA DE FONDO\" \/><img decoding=\"async\" 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\" alt=\"Radiaci\u00f3n de fondo de microondas - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Pero en una ciencia como la f\u00edsica, no basta decir las cosas, sino que tambi\u00e9n hay que probarlas. Desde 1965 a la fecha, son much\u00edsimos los trabajos de observaci\u00f3n que han demostrado la existencia de la radiaci\u00f3n c\u00f3smica de fondo y precisado sus actuales caracter\u00edsticas. Sobre lo \u00faltimo, hemos seleccionado los siguientes documentos probatorios. El gr\u00e1fico A representa al espectro observado de la radiaci\u00f3n c\u00f3smica de fondo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Sus caracter\u00edsticas espec\u00edficas confirman su origen t\u00e9rmico. Como, asimismo, su posici\u00f3n en la escala de frecuencia es la que nos permite estimar la temperatura que hemos precisado anteriormente, o sea, los 2,736\u00b0 K<a name=\"fig.A\"><\/a>.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" 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\" alt=\"Blackbody Radiation\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"COBE - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQJXnnmMHSHrL7pAxBo2EvISUOgb5-5bF0OGA&amp;usqp=CAU\" alt=\"1965. El eco del 'Big Bang' | Ciencia | elmundo.es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQmu_-V-cX8zrR3HFOAEEEGFqSw8Lr0kJs1VQ&amp;usqp=CAU\" alt=\"El Cosmic Background Explorer\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTBgtpoj_I-1xRc--J5IbkK2zDiFTAtMZ_qiw&amp;usqp=CAU\" alt=\"FisQuiWeb. Premios Nobel.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQewy2RlW7Q7cSmSulFrettts6IxNFza-QX4A&amp;usqp=CAU\" alt=\"El sat\u00e9lite COBE (izq) determin\u00f3 las anisotrop\u00edas del CMB (derecha).... |  Download Scientific Diagram\" \/><\/p>\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">Se presenta un conjunto de mediciones de la radiaci\u00f3n c\u00f3smica de fondo realizadas por el sat\u00e9lite COBE. La vertical de la intensidad de la radiaci\u00f3n en funci\u00f3n de la longitud de onda inserta horizontalmente. Cada uno de los cuadraditos representa una medida independiente. La superficie de cada uno de esos cuadraditos da la precisi\u00f3n de la medici\u00f3n: mientras m\u00e1s peque\u00f1o es el cuadradito m\u00e1s precisa es la medici\u00f3n.<\/p>\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">El trazo continuo muestra la posici\u00f3n esperada de las mediciones si la radiaci\u00f3n ha sido emitida por una sustancia isoterma (distribuci\u00f3n de Planck), tal como lo ha previsto el modelo del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Lo \u00faltimo, constituye una de las evidencias m\u00e1s duras en favor del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, ya que como se observa todos los cuadraditos caen justamente sobre la curva.<\/p>\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">El gr\u00e1fico, corresponde a mediciones realizadas en el a\u00f1o 1992. Desde entonces, como veremos m\u00e1s adelante, las mediciones se han precisado m\u00e1s a\u00fan.<\/p>\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">El gr\u00e1fico siguiente sit\u00faa la radiaci\u00f3n c\u00f3smica de fondo en el conjunto de las ondas luminosas del cielo. De izquierda a derecha, se pasa de las ondas de radio a las milim\u00e9tricas, al infrarrojo, al visible, al ultravioleta, a los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> y a los <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>. La altura de la curva indica la intensidad de la radiaci\u00f3n en cada sector. La protuberancia llamada \u00ab\u00f3ptica\u00bb re\u00fane la luz de todas las estrellas corrientes. La infrarroja proviene de las nubes de polvo dispersas en el espacio, as\u00ed como de los embriones de estrellas. Los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> y los gamma emergen de los sucesos m\u00e1s violentos del cosmos: avalanchas de materia, explosiones de supernovas o qu\u00e1sares. Pr\u00e1cticamente todos los astros (galaxias, estrellas, planetas) emiten ondas de radio.<\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRKafYg6V_Loy3bCciWkRng_SLi5sDBzL_c6g&amp;usqp=CAU\" alt=\"Windows to the Universe - Learn about Earth and space science, related  arts, humanities for students, teachers, and other learners - activities,  games, images, in English and Spanish.\" \/><\/p>\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">La existencia de la \u00abprotuberancia\u00bb de la radiaci\u00f3n c\u00f3smica de fondo en el campo milim\u00e9trico fue pronosticada por Gamow en el a\u00f1o 1948. Su detecci\u00f3n en 1965, en gran medida, cambi\u00f3 el inter\u00e9s de los f\u00edsicos por la cosmolog\u00eda.<\/p>\n<p style=\"margin: auto 40pt; text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">La temperatura de casi 3\u00b0 K (-273\u00b0 Celsius) es, en general, la de la radiaci\u00f3n observada hoy, en nuestro universo, enfriado por miles de millones de a\u00f1os de expansi\u00f3n c\u00f3smica. Pero, \u00bfcu\u00e1l es el origen de esta radiaci\u00f3n y cu\u00e1l era su temperatura en el momento en que fue emitida? El mensaje dado por la forma del espectro va a servirnos de gu\u00eda. Se trata de una radiaci\u00f3n emitida por un cuerpo caliente a temperatura homog\u00e9nea. Este cuerpo isotermo est\u00e1 disperso en la escala del cosmos; la radiaci\u00f3n proviene uniformemente de todas las direcciones.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ_dF2s7k86b5iaYOd0lakgV6OF0zBoUtJBIg&amp;usqp=CAU\" alt=\"Las Galaxias del Universo\" \/><img decoding=\"async\" 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\" alt=\"9 ideas de Estrellas &amp; Firmamento | firmamento, estrellas, estrellas en el  cielo\" \/><img decoding=\"async\" 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alt=\"Los cu\u00e1sares son los objetos m\u00e1s brillantes del universo: \u00bfC\u00f3mo es que  existen? \u2013 Circuito Aleph\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRWf_k22KmljX1Xb8I6eiitcMVUTxEe1vfjfA&amp;usqp=CAU\" alt=\"Localizan 100 planetas menores en los confines del sistema solar\" \/><img decoding=\"async\" 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\" alt=\"Astrolog\u00eda: \u00bfqu\u00e9 revelan los planetas sobre nuestra personalidad?\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">En nuestro universo actual, nada puede ser la fuente de esta radiaci\u00f3n. Los cuerpos contempor\u00e1neos -galaxias, qu\u00e1sares, estrellas, planetas, nebulosas- presentan una vasta gama de temperaturas. Ninguno de ellos posee la isotermia de esta radiaci\u00f3n. Pero, remont\u00e9monos al pasado y revisemos con qu\u00e9 nos encontramos.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Una vez m\u00e1s, sent\u00e9monos frente a nuestro computador y, con los programas especiales que tenemos configurados, retrocedamos en la historia del universo. Paralelamente al aumento de la temperatura y de la densidad, veremos a los astros deshacerse y dispersarse en el espacio en una nube ardiente, homog\u00e9nea e isoterma. Esta sustancia incandescente es la fuente de la radiaci\u00f3n c\u00f3smica de fondo. Se demuestra, con el apoyo de c\u00e1lculos, que fue emitida cuando el universo estaba a cerca de tres mil grados K, hace quince mil millones de a\u00f1os. Seg\u00fan el reloj convencional, el universo ten\u00eda entonces casi un mill\u00f3n de a\u00f1os. Pero sigamos retrocediendo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El universo primitivo\" \/><img decoding=\"async\" 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\" alt=\"La historia del universo en menos de dos minutos | Materia\" \/><img decoding=\"async\" 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\" alt=\"El universo primitivo, en una espectacular imagen en 3D\" \/><img decoding=\"async\" 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\" alt=\"Hallan un nuevo tipo de materia en el Universo - Ambientum\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">En la medida que nuestro reloj sigue retrocediendo en el tiempo c\u00f3smico, el universo incrementa su temperatura, llegando a un momento en que lleg\u00f3 a tal nivel que, a excepci\u00f3n del hidr\u00f3geno, el elemento m\u00e1s liviano, ninguno de los elementos qu\u00edmicos pod\u00eda existir. El hidr\u00f3geno s\u00f3lo es una part\u00edcula subat\u00f3mica, un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>. Todos los dem\u00e1s elementos resultan de una fusi\u00f3n de dos o m\u00e1s part\u00edculas subat\u00f3micas, que no hubieran podido mantenerse unidas a las temperaturas extremas que se generaban en los inicios del desarrollo del cosmos. A la expansi\u00f3n del universo la acompa\u00f1a su enfriamiento. Cuando el universo s\u00f3lo contaba con unos cuantos minutos de vida, ya su temperatura hab\u00eda descendido a mil millones de grados, la temperatura cr\u00edtica en que las part\u00edculas subat\u00f3micas pueden comenzar a mantenerse unidas mediante la fuerza de atracci\u00f3n nuclear que existe entre ellas. Seg\u00fan diferentes estudios te\u00f3ricos que se han venido realizando hasta la fecha, la fusi\u00f3n nuclear de unos pocos minutos posteriores al inicio de la vida del cosmos deber\u00eda haber convertido cerca del 25% de la masa del universo en helio, el segundo elemento m\u00e1s liviano despu\u00e9s del hidr\u00f3geno, y un 0,0000001% de litio, el siguiente elemento qu\u00edmico m\u00e1s liviano. Se considera que todos los elementos m\u00e1s pesados que el litio se crearon mucho m\u00e1s tarde, en las reacciones nucleares del centro de las estrellas. Resulta impresionante que la cuantificaci\u00f3n te\u00f3rica del hidr\u00f3geno, helio y litio concuerde tan claramente con la enorme abundancia observada de dichos elementos en el espacio.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/static-abcblogs.abc.es\/wp-content\/uploads\/sites\/59\/2018\/07\/Early-universe-516x315.png\" alt=\"Captan se\u00f1ales de materia oscura en el Universo primitivo\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify; margin: auto 40pt;\">\n<p style=\"text-indent: 24pt; text-align: justify; margin: auto 40pt;\">Determinaci\u00f3n de la proporci\u00f3n de helio a hidr\u00f3geno en el universo reci\u00e9n creado. Los c\u00edrculos negros son los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>; los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> son los c\u00edrculos con la letra <em>n<\/em>. Un n\u00facleo de hidr\u00f3geno posee 1 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>; un n\u00facleo de helio posee 2 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y 2 <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. En \u00e9pocas antiguas exist\u00eda igual n\u00famero de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, Cuando estas part\u00edculas colisionaban, no lograban fusionarse ni mantenerse unidas porque la temperatura era demasiado alta. Con el tiempo ocurrieron dos cosas: los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> comenzaron a convertirse en <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, reduciendo gradualmente la proporci\u00f3n de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> a <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>, y la temperatura sigui\u00f3 descendiendo en forma ininterrumpida. En un momento cr\u00edtico, cuando la edad del universo era de alrededor de un minuto y cuando la temperatura c\u00f3smica hab\u00eda descendido a unos mil millones de grados, los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> lograron mantenerse unidos al colisionar, creando el helio. Entonces, todos los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> disponibles quedaron encerrados en n\u00facleos de helio, con dos <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> emparejados con dos <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. Los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> restantes se convirtieron en hidr\u00f3geno. La fracci\u00f3n resultante de hidr\u00f3geno a helio se determinar\u00eda por la proporci\u00f3n de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> a <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> justo en el momento previo al inicio de la fusi\u00f3n.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify; margin: auto 40pt;\">\n<p style=\"text-indent: 24pt; text-align: justify; margin: auto 40pt;\">\n<p style=\"text-indent: 24pt; text-align: justify; margin: auto 40pt;\"><img decoding=\"async\" src=\"https:\/\/i1.wp.com\/www.sopitas.com\/wp-content\/uploads\/2018\/11\/huracan-materia-oscura-tierra.jpg\" alt=\"Materia negra en forma de un hurac\u00e1n se aproxima a la Tierra\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify; margin: auto 40pt;\">\n<p style=\"text-indent: 24pt; text-align: justify; margin: auto 40pt;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Ahora bien, mientras la temperatura del universo primigenio se encontraba por sobre los tres mil grados K, la agitaci\u00f3n t\u00e9rmica disocia (ioniza) los \u00e1tomos de hidr\u00f3geno. Su materia se asemeja a la forma de un <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> el\u00e9ctrico, compuesto de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> (el n\u00facleo del \u00e1tomo de hidr\u00f3geno) y de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> libres. Se trata de una sustancia opaca a la luz.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">M\u00e1s tarde, cuando la temperatura desciende bajo 3.000\u00b0 K, los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> se fijan a los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>. El universo se transforma en un gas de hidr\u00f3geno, transparente a la luz. La radiaci\u00f3n c\u00f3smica de fondo se emite en ese momento, comenzando su largo periplo de miles de millones de a\u00f1os luz.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">La radiaci\u00f3n c\u00f3smica de fondo es igual que un f\u00f3sil que conserva la memoria del pasado. La temperatura de esta radiaci\u00f3n ha disminuido de tres mil a tres grados, pero la forma t\u00e9rmica del espectro ha permanecido inscrita en este flujo de radiaci\u00f3n que viaja desde el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-indent: 24pt; text-align: right;\"><em>Texto extra\u00eddo de <a href=\"http:\/\/www.astrocosmo.cl\/h-foton\/h-foton-09_02.htm\" target=\"_blank\">Astrocosmo<\/a><\/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%2F2021%2F03%2F04%2Fcuando-surgio-la-luz-y-todo-se-hizo-transparente%2F&amp;title=Cuando+surgi%C3%B3+la+luz+y+todo+se+hizo+transparente' 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; 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La luz en sus m\u00faltiples formas, es un ingrediente primordial en el Cosmos y, all\u00ed donde est\u00e9 presente la materia estar\u00e1 tambi\u00e9n la [&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":[9],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2365"}],"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=2365"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2365\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2365"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2365"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2365"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}