{"id":443,"date":"2022-03-01T04:06:46","date_gmt":"2022-03-01T03:06:46","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=443"},"modified":"2022-03-01T04:06:40","modified_gmt":"2022-03-01T03:06:40","slug":"ano-internacional-de-la-astronomia-en-espana-aia-iya2009-18","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/03\/01\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-18\/","title":{"rendered":"Siempre tratando de conocer el Universo"},"content":{"rendered":"<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a1El Universo! Gracias a la Astronom\u00eda, la Astrof\u00edsica y otras disciplinas y estudios relacionados, estamos conociendo cada d\u00eda lo que en realidad es nuestro Universo que, nos tiene deparadas muchas, muchas sorpresas y maravillas que ni podemos imaginar. \u00a1Son tantas las cosas que a\u00fan tenemos que aprender de \u00e9ste Universo Inmenso!<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/hipertextual.com\/wp-content\/uploads\/2018\/05\/macs.jpg?fit=1024%2C768&amp;ssl=1\" alt=\"Las primeras estrellas en la historia del universo\" \/><\/p>\n<blockquote>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">&#8220;Aproximadamente 250 millones de a\u00f1os despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, la gran explosi\u00f3n que dio origen al cosmos, comenzaron a nacer\u00a0<strong>las primeras estrellas del universo<\/strong>. As\u00ed lo atestigua una investigaci\u00f3n publicada hoy en la revista Nature, que ha sido posible gracias al uso del observatorio ALMA y del Very Large Telescope (VLT).&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/elsoldemargarita.com.ve\/uploads\/images\/2015\/02\/05\/estrellas.jpg\" alt=\"Primeras estrellas del universo son m\u00e1s j\u00f3venes de lo que se pensaba\" \/><\/p>\n<p style=\"text-align: center;\">Las primeras estrellas aparecieron despu\u00e9s de cientos de millones de a\u00f1os<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Al principio, cuando el universo era sim\u00e9trico, s\u00f3lo exist\u00eda una sola fuerza que unificaba a todas las que ahora conocemos, la Gravedad, las fuerzas Electromagn\u00e9ticas y las Nucleares D\u00e9bil y Fuerte, todas emerg\u00edan de aquel <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> opaco de alta energ\u00eda que lo inundaba todo.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"https:\/\/ichef.bbci.co.uk\/news\/640\/cpsprodpb\/8C41\/production\/_100250953_bigbang.jpg\" alt=\"El &amp;amp;quot;amanecer del universo&amp;amp;quot;: as\u00ed eran las primeras estrellas que se crearon  tras el Big Bang - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">M\u00e1s tarde, cuando el universo comenz\u00f3 a enfriarse, se hizo transparente y apareci\u00f3 la luz, las fuerzas se separaron en las cuatro conocidas, emergieron los primeros <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> para unirse y formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, los primeros n\u00facleos aparecieron para atraer a los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que formaron aquellos primeros \u00e1tomos. Doscientos millones de a\u00f1os m\u00e1s tarde, se formaron las primeras estrellas y galaxias. Con el paso del tiempo, las estrellas sintetizaron los elementos pesados de nuestros cuerpos, fabricados en supernovas que estallaron, incluso antes de que se formase el Sol.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"https:\/\/static1.abc.es\/media\/ciencia\/2019\/04\/30\/sistema-solar-kvUF--620x349@abc.jpg\" alt=\"La vida pudo surgir en el Sistema Solar antes que la propia Tierra\" \/><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Podemos decir, sin temor a equivocarnos, que una supernova an\u00f3nima explot\u00f3 hace miles de millones de a\u00f1os y sembr\u00f3 la nube de gas que dio lugar a nuestro sistema solar, poniendo all\u00ed los materiales complejos y necesarios para que algunos miles de millones de a\u00f1os m\u00e1s tarde, tras la evoluci\u00f3n, apareci\u00e9ramos nosotros.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcTR7cn6NP58MkOB9Pruc5gHhxQyrGiMKJtXMrADJ8lztJ1yLTrq\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT8u1SkjdaN3A8_YTRrHSpAG5dsu7Pfv1HAVie6WXK1xPObPuWgwmNsCWI_Dx7tVVih5fQ&amp;usqp=CAU\" alt=\"Si los fotones no tienen masa, \u00bfd\u00f3nde almacenan la energ\u00eda? | Fundaci\u00f3n Dr.  Antoni Esteve\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">La liberaci\u00f3n de los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> hizo un Universo transparente y la luz, recorri\u00f3, desde entonces, todos los confines del Cosmos<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Las estrellas evolucionan desde que en su n\u00facleo se comienza a fusionar hidr\u00f3geno en helio, de los elementos m\u00e1s ligeros a los m\u00e1s pesados. Avanza creando en el horno termonuclear, cada vez, metales y elementos m\u00e1s pesados. Cuando llega al hierro y explosiona en la forma descomunal de una supernova. Luego, cuando este material estelar es otra vez recogido en una nueva estrella rica en hidr\u00f3geno, al ser de segunda generaci\u00f3n (como nuestro Sol), comienza de nuevo el proceso de fusi\u00f3n llevando consigo materiales complejos de aquella supernova.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/3.bp.blogspot.com\/_ho31mPxF31w\/S-RQrKTwh4I\/AAAAAAAAAC8\/eunM6eqY-jg\/s1600\/big-bang.jpg\" alt=\"\" width=\"450\" height=\"405\" \/><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Puesto que el peso promedio de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en los productos de fisi\u00f3n como el cesio y el kript\u00f3n, por ejemplo, es menor que el peso promedio de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> de uranio, el exceso de masa se ha transformado en energ\u00eda mediante E = mc<sup>2<\/sup>. Esta es la fuente de energ\u00eda que subyace en la bomba at\u00f3mica de tan malos recuerdos.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">As\u00ed pues, la curva de energ\u00eda de enlace no s\u00f3lo explica el nacimiento y muerte de las estrellas y la creaci\u00f3n de elementos complejos que tambi\u00e9n hicieron posible que nosotros estemos ahora aqu\u00ed y, muy posiblemente, ser\u00e1 tambi\u00e9n el factor determinante para que, lejos de aqu\u00ed, en otros sistemas solares a muchos a\u00f1os luz de distancia, puedan florecer otras especies inteligentes que, al igual que la especie humana, se pregunten por su origen y estudien los fen\u00f3menos de las fuerzas fundamentales del universo, los componentes de la materia y, como nosotros, se interesen por el destino que nos espera en el futuro.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p id=\"summary8203151440578236082\" style=\"text-align: center;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxAQDxAPEBAQDw0NDQ0NDQ8PDw8NDQ0NFREWFhURFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygvLi0BCgoKDg0OFRAQGy0fHx0tLS0tKystLS0tLS0rKy0rKy0tLS0tLS0tLSstNzAtLS0tKy0tLS0rLSstLS0tMC03OP\/AABEIAMIBAwMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAADBAECBQAGBwj\/xAAyEAACAgECBgECBAYCAwAAAAAAAQIDBBFhBRITMUFRIXGRFIGx8CJCocHh8VJiBhUy\/8QAGgEAAwEBAQEAAAAAAAAAAAAAAAECAwQFBv\/EACkRAAICAQQCAgAGAwAAAAAAAAABAhEDBBIhMRNBUWEFIlJxgfAUMkL\/2gAMAwEAAhEDEQA\/AAwwRqrhuptYnD3LwbmJwpeUfPyyUe\/PNGJ5WrhOwzDg79f0PZ1cPivAb8LFeDJ5Wcz1L9HilwZ+jv8A1D9Hs5UoG60ZvO0NZpnjZcI2AT4Nse1dSKOhC\/ySvLI8NPhGwGfCdj3csRegU8Feilqh+T6PBT4XsK2cK2PoE+Gr0LWcKNFq0Pej59Zw1rwLzwtPB767hLEL+FP0bR1MWP8AK\/Z4qWNsBljr0erv4XsxC7hrNlmTHsPPyx0CljI2LcJoVnjtGimS4GXPEASxmakq2ijRamQ4IynUyrrNKUEBnUWpEOAk4FHAZlWUaf6lWRQs4A5w2G+UjpjsVCPRI6C9DrrI5B2TtQjLEQJ4fz218tL0vlmk4lPj9\/I9zE4Iy3jv0VdRp86Xj6Pynr3QGbXplKRm4IQ6JwxJrXySOydqP1Hi46Q5GaRm136h4TPl5Srs7pwHeoQ5gkyJMhzM9pM5gpWoVyb9BKVzfkSi5GsYGp1kR1omVzbk6l+Jl7DV6iJU17MtTJVpLx17FsNTU7QzlewkcpkuP2G1jbrQOeOn4KRygkb0T0KmLW4MX4Er+FJ+DZViZOiKWVoE2jyt\/CF6M3I4OvR7iVSF7cVPwbR1LRops+fX8IM67hrXg+i38PTM7I4bsdUNSi7TPn1uE14Fp457fI4fsZeRw\/Y6o5kwcDys6AEqGehuw9hKzHNlMzcDFlWwb1NedQGdOxopGTgZnMdzDk6F6AToKTIcWAehVoI4FXEYik4pv4Wi8LvoUdW3b5ewRogYqAOpHBzh2Laj7\/TMeqkY9No9TafPTh8noZIGpBlmhaqwYjLUxcDkaoyuIR0a9Cmpt5ePzx08+HuYs6pJtNaNdzWEqjx6NoNNEcxyZMKwyrOaWoZfAJFgqrJ6QlqX8CsFqSpBOkQ6ilq\/oXBVSLKRV1kcrLWpg+0FBFIvG5oX+SeYtTxyChyOT7CxtTM0rzNA8cGG01nFMFOgRhlNDNeavJm8VdBtaBXYifgzsjhqN6NkZHSq1EpSj0NTo8Zk8O2MrJwNj39uMn4M\/J4en4OmGoa7NVJM+eZGJp4EbKtD3mVw3Yx8rhq9HZDOmDgn0eUlEHKtGvk8O07GfbjtHTGaZlKFCU6EAnjjktUUcjRSMnAQlSyjgx+UUwUqi1IzcBPTY4Y6ZxVipn12nJTHabl7MVVtf4DV2M8d\/Z7Dgn0ehpuHarTzlWRoP0ZRk4o5smE3YTKZOOp7P2KU3jELRNUuDkcGmKuhr4fclQH1o18lJV6bmOTTpq+mG9iygTyBeQvGByPG0G4ByEdMa5ETy7B4w3CfTIdL9Md5Wd02V4WLeIOh+mVeO\/T+xoOqRXpyDwy+GPyGbKh+n9mDlFmo1Iq5PyCc4e2UpmTJA2a8lF94r7afoBnhwl2bi\/ujeGqfvktTXsz42NdmM1ZrXcpdw+a+VpJbd\/sIyTWzN1PHPtGqqRu15MZFpVpmBGzQapz2tyJYP0ieN+hy2gz8jCT8GnVlxkTOCZlcosFJrs8tk8ORk5fC\/R7W2hMz8nD9HRj1DXZsqZ4DK4bJePsZtuO0e8ysV+UY+Xhr0d+PMmRLGeSlBg5G1kYuglOo6VKzBxoQ1Zw06kcOyaPoML3sFViexmttdnqi0cjTucB6VfBoL6phq7NzOjcmEjL0yHFMr9zYpyWh6nKPORuaGa8kzcWuiJYUz09eQGjaedpyx2rKIlJvs5J6do2k0EitTNqyBiFpSSkjmljaNCujUYhjC2PnafElqva7mnRbGf8A8tPbyvyO\/T4cT\/c5MjlHsEsdFuivQ0ok8p3rDFejDexTor0Q6V6HOUhwH4o\/At4hKhegM8RM03WBnAynpoPtFrIzIuwvQlZW4m\/JCWZBaHlarQxSbR0Y8r6MyFhe7Hhav4l\/F4ku6A6fI1TE8iN3R0PjlGDl4coPR\/K8P2hNo9TlwUo6P8jGuxvKNlmcHR048trkQjY15GqM5ruLW1NC8k0dKnGaOilI3671ImcNTAhkSiaGNnp9yJYvaJeNroJfj6mVlYexuqaYOypMmM3Eal8njcvDX+zFy8Jrsj3eViJ+DGy8H0d2LMNwTPGup+jjdniPUk6vKjLxF4XsIppiUJBUzCjtoM4kxm12egNNk8\/tCAahky8\/IWN6ezEVYi8bBUM0YXtbjNWZ+RkxmEjYQ42VafZv05m47VlnmI2fkMV5LXkyeNrlGcsMWeqrykM15HlPRrs09GeXqyxyrL3BZJR7OWemPX43F5L4l\/EvfaX+TRhnRnF8jTno+WE3yay0+Fr\/ALPE15YzXlHXj\/EJR4fK+zgyaJPrg3P\/AB23NsU5ZkejNS0jVCEeSK2lrLm+4LHy+Ifjen0YTwP4ue+bdNsPh6cq\/n+dFpovr7BjcUnHtLVepfKG48Xk\/S\/I9Ba7G43Rxy0k0zbBWzRkSzpv+f7aIXss17tv6ts5sv4jGP8ArFv+\/wAhHTv2zQvy4Lzq\/S+TOvslPZf1K9RIpLIR5Go1s8vD4XwjohjUei8KUi7mkKTyQFmSce9Lo12tjF9wtjy5uZenr+Qrbka\/CJxZaNP9sj7Zqo0g91Gpm5GPob84p\/K7MVuq1KjJxZUMlHnrKwL1Rq5OOIWVndiyKR2QnZbHydzQryTFnFoNj3eDWWNSLaTNlyTFMjH17FI2aB4WJ\/Uy2SiJRoyJ4r1fwcbHIcab2O0eGiETRnxuCRuOtoseTLLQSV5eNyFQUOcv0I5EBhduGjYhCJSZKk\/RKkdoAWWjNF1IFoV+RUNMbjMNC5iCs\/fYurP33FRVmpDJYzXmGJG8NG9e0Q8aYNJ9o3q8vcary9zzkbfoGhkMjxuPRnLDFnpYZKDK3Xyebry9xqvKfstTftHPPTGvLX3qAmmAhlvcYhkJjcMc+0YvE4i1kpIXc5M09Yv0UlUjGekj\/wAiXAnXEaqiQoJDFSXtfc4p4pIUmxzH7aFZxCVR0REkRtdGF8iV9ZlZVWhuWRM7LgELTOjFLkxpvQDqtdxuysV\/Dtv4R6kLrk7YtMcpn7LN6E1VfGhFkTRKwst+K2OFWjg8cQs8KrC6mIqZdWHRRaY6pInmQrGQSMiaKDpllJglJF4sQBYWyQaOUxdNFkkIBuOVsEjkL2JFkKhUPdVHKxCaLKQUFDsZJl1FCGpZWyXgdIB9fT+4SM9PH2M+OTMYry5eUOh2x+Fi9MPCX1M+OTrsGhbv\/QKQm2aUJ7jELGZkbX7QWF+6DajNo1I2hY27mZG76BY2j2IycTR5tSsoikbC\/UE8SZO2i7bXZ\/n2JWXNfzP76\/qAlIG2jN4DRJPsdeXP\/l+gCy1vv\/YA7SHcJ4UCgl6DxgvK+5LSXYWVj8hYNlqANUc3oBc+4eyIJVFbWLcgTWxwfpr2cVtFvPlKZdMFEImWzZF0EU2CTLJioqwqmXjYCRIUFh1aXVwqWUWKkOxtXFlYKKLJ+RUgHY2BY2GcpMnqsNoWaisReM17MpWsvGx+w2iNXm+j\/odqtzOjeXWSFAPxnoXWRsIq8vG5DAfhkbDELTLV6Lq8dCZswmgnV9GKr37DQyH7Alo1lPcspf8AYzo3yCRtAmh9T3ZZSW4lG4LHI2HRPIzpqXjWheNwVWoKRLkw0YII7YoTld6X3B6vu2F\/Aqvsc\/Ea+Cs7RfqBISDkVF0yCeZ7HBYj5TFoImKRYRTKaOhMaTLpoViwiZLRVjCaLpoWRZCGhnVHc4D8yV9SSg6ZKaAr6lkwALzI7VA+ZEpgBfVHaFdCyiFgSidSuhA0xUFUiymLPUmKZYhyMg0JCKiEi2BLZow09hoNGdCTLqe4cC\/MaKsLdVGZ1H7JVjFaBRfs0+qwis9sy1Yy3Owse00lk6diXlPcQhJhVqTyG1DcbpBOoxSOoWK3C0JoZrfnUagxOGiCq1EuZDiOpnCnXRwtxOxnyvmJixdSCKR10SpDMZllMV5jucmjTcPRmX6hn9UvGwlxKUx3nJTFozCK1Coqw6kTzMB1UcrRUPcMJllIXVpZTFQ7GYyLqQsrC3UFQ7GOYnnF+Y7mGkFjHMTqBUy3OMBiJdTSFXaUdociHJXFHaKKRdLUKGH6peNrBQigqQuA5CK7cLC1sAooJGWhLYDcJsJ1RN3A5ZG4hUaPXO\/EGYri6t1FQ6NFZLJ67EoBUSFIY6r9nAeY4Ao+eRmWUgMvgpznpUeZuoa6h3MLqeoSLE4lqYaJdMEmWUiaLTDKR3OBcyVIVD3BlIspgOY7mFQ7GFMIpi0ZBIiaKTD85eMwCLcxNFph1YT1BfmOUgoNwyrCXaKcx3MVQnJjPVLxkJ8xeEhOIKVDimXjYJOZHVFtK3mnGwt10ZasYSMiXEpSH3klHkNi6LomigybfkvFA4l+okSUFUQkWkKO8q7Wwqws0XekClkimu53MPahWHdzOBJkjoVnl8hCjIOOyB5uTs4OjjhsmJZFkccSaoqXRxwMESyDjhDDVhonHEM0j0SiJHHCKOJIOGBJyOOGBKLknCBFSqOOACyDVnHEvoqIeJLOOMjU7Ugg4Bl0WRxw0BZnROOGIYijjjjMZ\/\/Z\" alt=\"ALMA descubre protoestrella con un disco deforme a muy temprana edad | ALMA\" \/><\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Protoestrella - Viquip\u00e8dia, l'enciclop\u00e8dia lliure\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una proto-estrella es aquella que acaba de nacer, cuando en esa fase del nacimiento lanza grandes cantidades de hidr\u00f3geno y ox\u00edgeno desde sus polos, se est\u00e1 formando y mediante estos mecanismos busca la estabilidad que la mantendr\u00e1 fusionando hidr\u00f3geno en helio durante miles de millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Cuando alguien oye por vez primera la historia del nacimiento, vida y muerte de las estrellas, por regla general (lo se por experiencia) no dice nada, sin embargo, su rostro refleja escepticismo. \u00bfC\u00f3mo de gas y polvo puede surgir una estrella? \u00bfC\u00f3mo puede vivir 10.000 millones de a\u00f1os? Despu\u00e9s de todo, nadie ha vivido tanto tiempo como para ser testigo de su evoluci\u00f3n. Y, si es as\u00ed, \u00bfC\u00f3mo pueden saberlo? Bueno, lo cierto es que s\u00ed, tenemos los medios necesarios para saber eso&#8230;y mucho m\u00e1s.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p id=\"summary4518980437953361891\" style=\"text-align: center;\"><img decoding=\"async\" class=\"aligncenter\" src=\"http:\/\/3.bp.blogspot.com\/-yFY6kT43bHI\/TpxaEnx8kiI\/AAAAAAAAAj0\/GZdScHJhJFY\/s320\/abci-hallan-extrano-tiburon-ciclope-201110171429.jpeg\" alt=\"\" width=\"260px\" height=\"195px\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">El Universo no tiene l\u00edmites y todo lo que podamos pensar que est\u00e1 presente en \u00e9l, ah\u00ed estar\u00e1. Fijaos en lo que nos mostr\u00f3 National Geographic, las im\u00e1genes de un raro ejemplar de un solo ojo descubierto por pescadores en el Golfo de California.<\/p>\n<p style=\"text-align: justify;\">En ocasiones de especies tan asombrosas que parecen sacadas de otro planeta. \u00bfQu\u00e9 no habr\u00e1 por ah\u00ed fuera?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo miden los cient\u00edficos la edad de las estrellas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRZbf7RVqgTy3kRrSr0-uLV6jiux-70DmQGoYcN9CiCcElosPNaEhx20SXMGFo8SQ2Fh1E&amp;usqp=CAU\" alt=\"Miden la edad de las estrellas j\u00f3venes con ultrasonidos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: center;\">Un grupo de astr\u00f3nomos consigui\u00f3 demostrar que puede calcular la edad exacta de una estrella por su velocidad de rotaci\u00f3n.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Se trata de algo que resuelve un desaf\u00edo de larga data, permitiendo a los astr\u00f3nomos calcular su edad con un margen de error inferior al 10%.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Claro que tenemos los medios t\u00e9cnicos y cient\u00edficos para saber la edad que tienen las estrellas.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<blockquote>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcScSsdja6VcB6gpiCMQIp2I4ixssgZSFx0AXg&amp;usqp=CAU\" alt=\"La magia de la isla se esconde en la puesta de sol de Playa de la Arena\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSAsnSRNftj2h7nk2wQoU2-JEJEyNjZKoaPJg&amp;usqp=CAU\" alt=\"Sabes \u00bfPor D\u00f3nde Sale Y Se Pone Realmente El Sol? \u25b7\u27a1\ufe0f Postposmo \u25b7\u27a1\ufe0f\" \/><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<\/blockquote>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Nuestro Sol, la estrella alrededor de la que giran todos los planetas de nuestro Sistema Solar, la estrella m\u00e1s cercana a la Tierra (150 millones de Km = 1 <a href=\"#\" onclick=\"referencia('unidad astronomica',event); return false;\">UA<\/a>), con un di\u00e1metro de 1.392.530 Km, tiene una edad de 4.500 millones de a\u00f1os. Y, sabemos tanto de \u00e9l como de nuestra cercana Luna. Incluso se est\u00e1n realizando estudios con sofisticados ingenios tecnol\u00f3gicos que nos dir\u00e1n lo que realmente ocurre en el n\u00facleo del Sol.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoGCBMTExcRERUXEREYERcXFxEXFxcRFxcYFxcaGhkXFxcaHysjGhwoHxkXJDUkKSwuMjIyGiE3PDcxOysxMi4BCwsLDw4PHBERHTMpHyUxMTEuMzE0MTIzMS4xLjExMTExMTExMTExMTEyMTkxMTEzMTExMTExMTExMTExMTExMf\/AABEIALYBFAMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAADAAIEBQYBB\/\/EAEEQAAICAQMCBAMECAQFAwUAAAECAxEABBIhBTETIkFRBmFxMlKBkRQjQqGxwdHwBzOC4RUWYpLxJENyNXSissL\/xAAaAQACAwEBAAAAAAAAAAAAAAADBAECBQAG\/8QALREAAgIBBAECBAUFAAAAAAAAAAECAxEEEiExQRNRImFxgQUUkaGxIzIzwfD\/2gAMAwEAAhEDEQA\/APGcWLFnHCxYsWccLHrjMcpyGSgoztZxcIuUYaKGViK5P1nT5oQjSxSRK4tC6NGHAo2u4C+Cp\/1D3GRqGRkttyRXTOAZOXSs6O6raRhS7cUoZgqk\/UkDAQxFjSjcQrNQ+6ilmP0Cgn8MunkHKOGCC50Lh5YSlBxtLKrAWL2sLU\/KxR59CD640AZDZZIGFxwXJMmnZQjMKEiF0J\/aUOyWP9SOPwxoTKNhFABtzu3D7MWzI3FvTI+3ERkjbnCmduIdZGK4guHK4+KPJ3FfTywSphAmHEed2YNyCqsAExbc1nSuiaZdD+n6v9IkVtQYlj0\/hr4e0AlpWkUgWTwK9vfgPQ+iwTtqZ3eSLp+nG9nIRp2V3KxRgDy+I1VfYHLYZXjkzJXJmp6RKmni1bbfBlkdEo225DTWvoM0I6LotVDM\/T21CTwRGZ4NR4TeJEv22jaMCmXgkEc2APkuuf8A0TQf\/d6r\/wDY5ZIpJmNbBthGwTZKKyGNgzj3xmEQGQsWLFklRYsWLOONp8H6fpzQIdW0aypq5JGDOVMkKRxKsJAPAaSQG\/upLzxhtX0bpio0pn3MDMwhj1EVMBuMaJaFkPAU7g12KJHfMfDcUTzgT14QimY7iwW0hkdb2kMfMq8Agnt65dz9F0TIuojlcROZWEXG5RHHO\/hktYRiYo6tmNTDg7QX44mf8N6ZF436z9IjKSoH\/SIFfcusVEEcewsrGFQ\/iUVIdgAKyJ1XoegiWIpqPGY6wRvslha4S8g3qDt8NgqLZc7bcG6xyfC0G83qP1I3DeGiJLLM67K3fa8MI5\/+Y9CMf0\/oGkewHZw0IKgvEroWbRvuFkKdseolUg9\/Bc+X9jjiTpejdNimRzOkqLqI73TxOhH6RGpjaPYGceCzyGQHZalOe5g6\/pHT49P4gmMk\/wCj34aTRMGlJgAZQE3BP1spKMA36phY74xvh7T7JWScMY4EffuWmdoTKVVKvaRSAlgd18GqzXfBPwvFp4\/GkZJdSwG0jcwiU12Xbe7zKS3FfZ97DffGqOX9gtVTslhGR6R8D66btGIeL\/WnYx4vhAC91zVZZzf4b61RYeBh\/wBLvxd19pAOaP4d+xzdzTyCyrgsQeUDL5jaX5kAqiRfzX1F4SHVPGR5d615VKjzCjuFntZ2\/lXvmU\/xCbfg0VpEkYj4h6rNp2k8TRnTaibxfEm8RSWMskMkio6Rhto8NwFLsyiU8igCupfFbmm8ApHNDRVpvFaSNf0uKpG2AstzCt1\/5C9+CPTQkeph8OYI6MKeMltqjcOT6kmlIog0AQf2j5X8e9FbT6ixZgcARE\/srGqqI2onzKoTm+bvveOVarf32B9FZwEPxalk\/opppWlceOVO9pYpbRljBQBohQ5q+SfWP1P4r8Q7vA2\/51oJB4cjTaYwmSZBGN8gJLbrHHlr9rKMJiMV4T1mXemTXRon+N2L7lhIBlRm3S72ZBJK7QFvDH6kiTYErygEea6ELo\/xF4GnTTmJ2KeKFmSbwXQSckxVGQj3+229qLKCAaFH4VGskQ6Yn0yZW4Kw0yfGC\/b4rBWVf0cKZIpY\/LKVRRLJqZADHspgjakFexBiHIuhS9Z1LajUSTsCDJKz7S2\/aCfKgPsq0o4HCjgdsmafpbHk8D55Zw9FAXcbI+Q\/ri09XFcZHq9DLtIy4hOd8A5p100fohPphl0Q+5++sC9V8hlaBmRMJxjRZs36YhP2aT713+ORdV0hANwYEH1HIyY6uLKS0MvBlPDw6RZby9IZease+R305GE9eMumCWmce0QSnt3y510enRJFhN7oqDblJdfGgZbXxGIelckFU9fKK4glMaUy8bMFZVGi+CFnh2zQ67S6aNnqWCaYJuRTR3wsKa1uiOee4w8ev0UknUdFGy6bSapo208pG2NHibcAwq0jdrrjyiuBmSZMDIMLG3jAvOjls1vSo4emx6iZ9Vp9RqJdK+nhh00g1FGSt0kjAUoWhQ9efllX1fVxnpOjhV1MqanUM8YYFlVj5Sy9wD6HO\/8ALVk1LuqR1AVFZnVIXk3xgSUQdlAEiw6NxuAyH1ToQihaUTpIVAO1BYYF1W1fdRWnUj1NMKG1qMuuhWSWe+TPPgmOaj\/llfEljbVRr4cSyA7GdnJ3ArtQmgCtFgSPMnoeOz\/CSr4n\/qUISGd7qOiYWIWM1KWV223VeXfGDy1CyQGUkzItnKzRfFfQo9MymKUSo8syqtqzKsbLsJZCQ25WHIA5VhQIIFHty2cFNuQFYqw23Ftztx20FWcwu3Fk5I2kvoIjMu2UqEaKVAz\/AGVkeJ1jZj6AOUN+lX6Zf+F06v1lM6xopCSbFLRxaYMOFO7dI+o8wNHZY98yGLJKm16lp+mjYQyuEjKjY4UylIZz51CWp3ppxu\/a8RuePJWdb0OjRolhmsGI73A8Qb1YhWoNaqy03uPug2ozowgOQyyNH8L9JSTUxgTQuFbcRcifZBYfbRbFgds9G6ipWJiQ7xswXfDTeWq3Eod1c7SBzRJzzf4EdRq1DX50ZQRyd1WK5H3a\/HN38VxyvppGjBJQ8hlEiSR2FLOhsB1ZgwYD\/wBt7ulzK1S3Xxi+sf7NHTPbW2vczvUOpMpKhGSJoSqtIKZWCH9UxYWQCa55Ia7qiLL4U6mZldJKvf3\/AGjYFszWTVCga\/PnKaPQ6gQR77ZZHJSMln2oi2WMfYCnq+3Iur5utD0No9R4kRKwsAFQnabIL7SDzQuqPPmHPfK3qvY4rvww1bm2mzY9HkZZGXkq52nappj68dh7XRAB4rG\/4gdPEuikNeeMLKpoD\/LFMb3c2jNfoDXqcH8P34o20w55KirIoDzccXfb+WS\/jXUBdHOXXnwmQE8HdIuzdxVKS3rdle3unRLDX1JsXxcHkUag4RYcFAhvjNB0nQbxuI8o7\/7Y3bYoLI9VXvK\/S9LLntXzy90vShGLC7muuf5DJqRgMI0Fn0UDn6nL\/p+k2LuJG+q3UaB9gB\/HM6zUSl9BhqFSzjkzsnTxDGdRqmIUfZjU+Zr7LfpfPb0s8VlX1DQ6mQo6gSK6s0aQbpQiqwUkhRf2jW49yCLsVnPiXqR1EtKf1SEhK7E\/tP8AO+w+QHucm6PqcrONscd\/qlVQHomIr4JAL0pUjgClO5twN4\/RFRjmfb\/YpJ2dlRHoNT5dqT+YWtLJ5hQNrQ8wog8e498amsnXjeTXFMAf9812ij1QakMLtvAF77JhWKEsrcVQ2gmxfnrctjK2foE0jFx4chZixKtxbl6+0BVujIPmPbnCyin4z9iIXc\/E0it0nWCCPEWxQHHI+fl9PzOWuimjeyhUjvXfb\/pPIyM\/w3IHVZGjjDypGrEu25mIBCqF3cWL3BRyOebwLfD8tJJEwYFFbeCwKl9oSgBu8xYBeLJsUMBPSxn1wwq1EV5LdfUEAj1\/v0yLqenowv7J+eRm1skEhi1NOdqnxUs2rKHUlSATwR6Aj2yxSmIZWLI3NghhZ49f7GJTqsqlyGUozWUZ3XdOZDyOPf0yvkTNy0QIIbkHM\/1bp+zkcr6HDU6jPDAzrT6KB1yNIMmzJWRZFx+DEbIkRuO3HBHHHB7j6ZHKZOMWNZKw6mJSrbIRixjJkpxgyuEUgMoEbZnduGKZzbltxTYB25wrhymcK5O4q4Efbiwu3Fk5K7SDixYsMLCzoOczoziUStDqWidZEO10YMp+YN\/lnp\/T9cZ3ik0rzDgORG42hyCPCZHFEqsZvzWVIYDbnlCZe\/DPxBqNFJvgag1b4zyjhTwGX5c0e4vFr6VNZXaGabHHjwes66Pw2viS1sPwpAtV8tcBgjj2IHPGNh070U226l2KsOTQ9TwfL5hfv+6v6T\/iBpHTbMradrvaELJzd0yDcaBA5A4GWB+MNALbxrZgQSEls+YdwBQJ3O3yoAZiS09qeNrNGNqaLzRacRruKsjsAWG4MqhmJoC72mrqua\/HMX\/iJ1dZCulTaSpuV1JcEhjsQE\/KmP8ApHcEDvUvjCWdWTRgxrf+bJXiW3LBKsKAexuwK7UKy8GmbfTg7ibN8k3636\/XDQq9P4pBKYb5ckvo3Ty7fLuTmg2HadlBV7D3rvj9HpvDjocMRz+Iyw6NpxYvmiaHueTf7sQut3PJqrFcckzo2kCKHcHewNj7o9h88ifGfUDFAyqSruTGtcUtDefysfUjJuqY7gRxQXktwAT2r1Pc8Zi\/i\/VeLqNgNrGoX5bm8zEfmo\/05Omjvms9LkVUXOW5lZpY8uNFASRXfIeiizTdI0jegJYjsAWNfQYbU2tddjeVFZYisxu5XNkMfM3LCqJ55PA5\/wCke2RpIJACNzFSACAxohWLAV8mJb6knLgxVwRRHBB4IPzxpjzP\/NWZ5YNOHsii1Ek1m5JLJUnzNyym1Y89wRYPochzSy2T4j2SpJ3NZKMWU9+6kkj2J4zSSQg9xeQNTofVfyxivWPyy6jB+DNa7e7FnZnagNzEsaAoCz7ChgtJqXha15F2UPAP9D88tdRp8gtpHc7URnb7qqXP5DnNCFisWHzk5xwXWh1ay+ZAxF8j1U+xA7fzyzURuu1+xBv5c9\/ke2YmOV4JCQCrDh0YFbH3WB5H8s0ui1Suhkj58tcns\/Fq304\/s4rqNPseY9E\/3IpetdPMbEd17g+hHvlRIgGbPVQsy7GUq47Wu0k8gij81I\/DMtq4KJw9FjfwvtArIcZRXSYBlyYyZL6IkRl\/XbK8N9m8kRmTafDEpHOzd+F1fF47B5eBCyGFkpCmMKZsYenaJgG1EixubLiGWMJv3SDw44wrbV2LGwksqS+0ewCdD08R+KXfd4O8QiZCzt4asyN+quLbITGL5cDcO1ljD9xR49mZPZiK5o+u6DSRwloJvGlGpdAN6MGi3zBWKgBgwCRG6CnxOL\/Zz7DIeUyMJoERg2GFbBtkoHJAzizt4suUK3OgZwY4YwJJCC45VzoGPUZVsIoiVMIiYq4\/DN11L4X0zSzCCXw44Rtag021gkkheZnZfDQhFQMu4FmA78GvLCLC7MWqYZLGbGf4PiDMY55BEHAV2iElKRDRYo\/LP4p8NVU79hHvUiL4UhIEJlZJlkmLv4TTsyxvCiokUchPaTefLu4YGtpwckxiDXuZ\/o3UAlIRSkm29bPY\/T0zUdM6b5zKvKVu9+fl7++QNJ8MI0byrKSY4I5CPDG0s8ImKBg5IpWADMBZsVxmm6B0+WOKlIbnsrK\/A9QAbH7sztY2o7cdmnpsJ7s\/qO0Ui7gSLWrI\/D+xkmKUtxxHvJPr5QL9+RYGFgRju8pVgCvHFMRd+\/YfvxRx7nDbdtGi3Fg8\/Z9PxzHk0uBqck3k71ArsAG5WVd5N8ivcn5D9+edROXYu32mYsfqxs\/xzffFLrFppqBDFNoPuZGCmvwbMLolx3SrEHL7fodTyi46ZDZAzU9NKqwZlLADgCuG9Dz3rvXyyk6NH3Py\/jl7AuZ+ouanleAl3KwWcU9gBVJNGuzGyGG7tZYkgn6fk+cFhsERBZt10a78kCuO4v8A3zvTIiDY78\/vFfzyweMgDgUB2o16G+\/uoP5++Hp32Qbk+\/kujIskoz4M9JonugpPbkAkcmhzXvgZ9Ey9wb59Caonj\/8AFj+By61DyAEUORV0br8+fxyDLqW54UWCCKscliSL9fMw+jHF5Rpg8NsZhbY+sFFr9EezKVar5BWx+OVCRlJUbaWKSq20d2KsDQ+ZrNRrpGchmoUKAF1Vk+pPqTlbq4jtO3gkUT616qD6X+\/thKblCfD4HYSco4kU8mtjjjSLYQ6RlPFVldkJCWyE2BZQ9q4dvXkjh+II0JHhsqMrKSpW4wxWo4wFFxrter587fPcHVxZV6lM2IW+pHD6IdEU8+T0k6pWXxFAIbc1gjzK3iFTdf8AWp\/0j5Vm\/jBA0iuq7VKDubJ5Y8k+wIH0A7DgC+CuoWraZz2BKH\/pJ8y\/gTf4\/LLXr8IMYPsf3H\/wMSnOddji\/wDkUrripmGkjwbJk3UjnIkhxqEsk2QSAOMC+Fc4CRsYiJ2MGxwLnHu2AdsNFCk5CY4F2xM+Bd8NGItOY7diwO\/FhNoHeR8cpxuIYUAmFBx64EHL34Z6bHqPEQlxMFQxhdgVjJLHCoYtyPNKpv2ByrRdSwV6YWNRlsvw29Fv0jSlAHO9XeVSI1jLkGOM1t8VODR70D6yB8Kzg7WkhUre\/c7qIwFmbc7FNtfqJfsk9hgpRYxCcSpjQewyVCg9hk6HoMhBKyQt5JHFO5VhG8qAK+zaxfwZWUA8qpPGSx8PyeL4Uckcn6zYH86AkGBTYK2Beoj\/ACb5WCcJDtVkF5DdJiXjNrCh8NApo0D+f\/nMho9KyIsu9GRmAAUuGpt5RirqpCsEYg+tZqI5DsI\/a2Up\/Kh\/ftmJq4yjPDNeLUoLaW\/T2OwAkkEA03mB3dhTcAVhdookgLRIJHAJ4\/ZuhZ9h64PaVpQSPQHvVUL+nY50ud3m7A9uALv7X7u\/0xVyb4Yo1l5RQfHshGmVb4aVBX0DN\/FR+eZjQrl\/\/iBI3hxK1cys3H\/xrn3+1lFoBmhVxQvuOULg0\/SU8v45c6Zcq+mDyD+\/XLjRDkZi28z+5W59mg6PBZAy5aBT6ZD6KvBPyyyz1uhpiqVldnmdRNuxlTrNHX0ym1mharA45\/dwc1rLYo5Wa21sCv8Awbv95xXW6Gtrc+vkF0+omngyh0rEgAWTXPoLNCz6c8fUHIckDGqVjYJFKTYHcj3y61WpIP2VoMGA54IJN\/a55JyDJrWoKVUgACuRdbdpNEcjYO1dswlCmLw28mvXZa\/BlepwUb9DlHqkzWdUUsCT9osWPpyTz\/HM3rEx3S2GiuUVWnmMUiyj9lgSPceo\/EWM3uoIaFip3Aru9\/n\/AAzA6lc0nw\/qydOEI7bkv6AgA\/6SPzxnVwzGM\/bgHjkota9E5BkkGE6oxDH65VSyYzVXlIVvtwyRJIMjySZFkkyO8hxuNRm2Xkp3wDvkZpDgy5w8axOd2Q7PgmbB3nCcIogZTyOvFjcWWwUyLFixZxAsNHKy3tYrYANEiwCGANd+VU\/UD2wOdGcSi+6RP47udXPLtEZa\/FpnLPGhXc991ong8IPbNHqJY\/DLHWSOIgWjCzIklo2pQ7GHAMm1WLbS1SKLbu2BUYZEyjeAkY5No0EEYf8A9XIxqZT4c4QyhJNY4L2Wvf4cYFcXMGpiadvUkMMJaLVvJWqMaouo37o42lVJGjUDYVEURBthToRt4GZWKPJcMeBnNYHKa3ku+jayQbV3FkX7KN+sRe\/2Ua1Hc+nqc9CglVlSlUmhuJUKOaqtte5zznpsXIzedIshOL5H4URzeYetk88G3VD+nll\/AOQL4J7Djk8fz\/dnJdoBNADaOeK49K\/PE4on0AJFevfEaoBVo8ndxzz79+5\/jmf4wB85Mj\/iAK8Hmzb+\/oE98qOn5cfHyeSI8V4j9ueSL59jx+7KXQHNKv8AwL7\/AMjlPRrum\/ZX6ZcaHuMpelt5B+P8cuNI1EZiWcWfcHeuzW9KYAc8cZPMy++ZqLWUMIdb889FT+JQhWo+xg2aWUpZLqfVgdsqdZqciTaz55An1F4jq\/xPfwg9OkwLVS3kGZsdPKALJoe5yl1\/U\/RP+7+mZcK5WSya1VfsO6nqgAVHf1+WUGqlxanUZXzy5s6fT7UM9IZqGGaXoHTDHCWfhipfb921oA\/Ohz9c58O9BIHjTo248xxdqP3n\/kPT68C81MDrGeOCSL+X9cnVW8bI9eQSmm8IwnVoRZykmhzTdUi75STRnGNPZ8IHU189FVLDkWSHLSWM5GkjOPwmZVtRWPHgmXLB48C8ZxiMxKdZDOcyQ0eMaPLqSAuDQLFjtuLJyVwNxYscoyTkjgGEVccq4REyjkEjAagyRGM7HGMkRoMDKYzXWzkS5LhQ5yJclRjFpzNCqss+lL2vPTPgVY2DRsLJXj5e\/wCPbPLtI9ZpugdUaN1YGqP\/AJxCT22KTWV5NCdfqUuEXh+DcSx0SFAI5BPtd\/yrK+egDuFkng9uexv2HJybLqkJDobXaLH4f1OMtWNk9yLBHp7D+uIWpbmkxODaWWjL\/HkROnDfdnVr+RVlq\/qwzL6Fs9E+MNLv0Uqjuse8e\/6sh\/8A+c810T4\/RH+jj2Y3pp7kzXdHfivn\/HLiOTMlp9WV+yayQOpv979w\/pmbbpZSllDE4bjUiXOmXMo3U3++f4fwwEutJ7kn6m8GtFJ+Qfoo1U+vjXuw+g5\/hlbqusfcH4n+gzPvqsA85OM16GK7LKuKLDV65m5Y3\/ftlfNqMZDHJL9hSw+92X\/uPGTI+k7QJJbdSQKUkDk137kfSscUa6+H+hfOeiuRHkNIpau59B9T6ZsfhLoUUbrLMd7g2SRSrXoo9\/n+VYunwrwEXbGD5RVchrLH8v4ZO8YA1ze6v98FLVST4XH8\/UDanJOKNZpNVFJIFVQKU32Hcen5Y3rTxNG0SAWbpfmPl7\/1zNxT+CwZTZLXfy9fwAyl13UmaYNdEsD9AT\/TCvVuVbjhZec\/T5CFegbsUk+F19SL1Lp8pJAic\/RG\/plHqdDIO8br9UYfxGT9VrVYkHvfDdjkR9ZID5ZHH0dh\/A5FOEsNM1LU2uWhmo6DMFRwocPF4oCh\/LHQJZmZQnG5bpjV81kQdB1LEhYXYhmUgAcMrFCv13ArXqeBk3UdUkaPwyErwRCWCAMYwVIUt8ti5J\/5ompiVjLl1dX2IArhy5k21TOXO6\/Q\/LjH4yh8zMshZjjBQp0OZgpCEbygUEGyJFd1c0DtQLGzEtXl5FiyAdR6FqIld3jYRI5Uy0VXhwm4A0dpLJzX7a+4yzPWph9wmkDkopMgSOSICQ\/t3HK6E9yDd3zkbqPWJ5VZXZdpj8OgiqAniRyBVocAGKMD2C1h4zjgUnXPPgzzLgXXJzpgHTLRkLzrIe3FhduLDbgGwhqMKi4xBhUy0mUih6DCoMYuEXBSDxQZBhkwCnLv4ekiCyhmijnIj8KSePxYgAW8QbSjqHI2UWU8BgKJGD25eBiLwiFGcOjZc+H00q1NtKxgWXlLFvBVlaNdpDXKXRgSAqICOSWwz\/8ACixCsUAZipMkpD0+oRFc7SVUhNM7MBYEjVVUKOpvyGjel4ZTLJWSINVWWcU\/T4T4sZSWRfFpGMkq7v0RyuywBsWYBFLKSQytfBor6bpYoRuWBMSh2MoAVnIeR1HJcL3W1F1QHqOWnWOWg8NZzwmT+hdRJG2+fTNJ0rXMzbCoa6o2Aflfp\/DMM8unjmfw2ZogEKbOAWKKXG5ySoDbgOG49fU3uh6mjDyAKaNlmZmHzBXaPzGZV1GyWfA68Ww65Zso2Em5ACeCGHy7EZ5LPoJYHeMo52OyhtrUwBIDA1RBHObdNaQOCdxFbr9\/plZLq\/Etr5B7j5e\/OdVqNqwl9TqKJQk\/YzIdvut+RxwZ\/ut\/2nLiNS7E2KB72G\/7bGTdOhogmwRyL3Fh\/TCS1CXgacceTPJFK3ZH\/IgfmcLF0+Zr4Ao1yw\/leXzXQ7KQfbgA5zb2+zV1wf5emDepfhIjaVun6N6ySGvZACfzN\/wzR6KHSxJ5IVkbbwzkyGx8iNo\/LIOzzDm6+YFe3GDjLdmBHmsDdd33HNZT8xZ4f8A7KYz7H6gMxJk8ij0+yOTwB7+\/4YYQbxbObFV27fIe\/wA843uefrRrGLq+4uxdHm+fb+WBy2Xw8cFjEa7+UKOAT6drOAnnUk7aJoC\/3n+Iyv1GoMh4Av2H8\/yyHrtUIRZPnI+z3r5k5Ma2+PJXYo\/FIkdR1+zyg81R59D6ZSanVX275U6nXFmJJxq6jNCGm2oF+ZXSJLtjDJjDJgy+GUQMrAxkxjPgicYWy6iClYPdsA5zrPgnfCRiAnIa5wL49mwLthooWmweLG3iwovkiKcIpwAOEDYVoXiw6nLjonSDqI5pA4QQqCbBINxyyckHyiomF0eWHHc5Rh8laTXSRf5blLYMQKNlVdRd9xtkcV2IY3ldvuE3exdSfDOsU7XiCE0AGkiS2bdSAluX8j+Xv5fpbz8PT2VUBn3JtQvEjMjMUMhBfyqJNqX2JJ5FZC0HxJNEzSVG8jAedkAIcbqlOyt8lO\/na2O42SCQQf8AHtT38U3Y821N1Ahtu6r2bgG2Xt3c1fOdsRZWSRO0HRppZxB5E88IaUvGUVZ9vhsrbgHLKwIUGzz7GuQ9C1BaBWUR\/pJXwmd1VTuCMCxvy8SIfc7qFnjIWi6tPE3iRyFX2otlVbiIKIiAwIDJsWm7iu\/fHp1CTdG+4B4tnhuEQMPD27NzAW+0KoG66ArtkNJFoyk3yWWn6HqCCVVW2xpIwWSNiEddyk03qoLV7c+2TE6JqA21lAG+NCQ8clGWVolA2tRO+OQd\/wBg\/I5Ux9ZnFgSVuAB8qcBY\/CG3y+T9X5fLVjjHR9Y1ANiTzWDu2pu4lMwAbbYHinfXYmr7DAuEX2NQskusFpp+mTHvSUY99vGfCV1kbdJ5vIQsZO00eQODQJzptRAN5Xjdt2hkZ+ZGjB8NWJosjKDyD6E2Lpv+Nzj\/ANzkhQbSM7wqMiiS1\/WeV2Hmvg\/IYCfqk0m4SSFgwprrkeI0nPH33ZvxyjqhJdBlqJxfaNxodShFOyBya2Bw3b1JUkD6E38skjTAGyObPr3Hv396zz7T6krl707rjAAN5h+8fQ5mXaSSeYdGjTq1LiRpHh3DbyAefY37cenOEWPbwPbnkkgfI98haXqCPxuqx2PFZNSqu79LHJr05GJSUlwxtST6OeIvPNWD5TYP54xKUWD3UHcSGqvbHSRiiCfrdEkHBwoPfgDt7fQd8hYwWEjg+buCO\/vneaJ3EGz9O3yziafjtXtVVV3xZzrRbR7Ld8n1\/pkvB3AhI3A78c+t3\/tgzp6B8vG6\/Y8n35rGvqIgdu6742igPzyt6j1Mpa8jt65eFcm8IhySWX0TtZqREKQ7no\/388yfUdWzElibzup1hd\/KO\/Ff365M6lo2aLcwp1BJ96HcHNCmpVtbu2KWv1Yy2vr9zPu+djmyO7YIyZoqGUYjtwyyWbH+Jlcsl49Zcq6y6uJu\/Ol8ieJnPEyNhPqkhmwTNgzJjC+WUCkrBztgnbOM+CZsJGICUzu7O4O8WXwB3EfFeLFhQB287uxuLIwTkduxytg8cM5olMOrYQPgFOOBwbQWMiQrY4yVkbfjGe8jZkJ6mA++8er5GDY4NnOJEZkxXwqSZCV8Ij4OUA8LCzh1BGToOpOvZjlKsmEWTF51J9oche10zRR9ZceuO\/4w3yzPCTO+JgnpoewdauXuaB+tyfer6cZDn6k7d2JyrL4wyZMdPFdIrLUyfknprCGDexy+1MSTqsgYC17Ht8xxzYzINJhIOoOgKg+U9x3yZ6dvDjw0Wp1sYZjPmLLmPQ+G24EOQeALFfM3nNd1KAr4bvIjHhpVAkXv2ZDR\/wBQY9vsnKCfXubFkA+l5Cd8NXQ87p8gdRroqDhUsZNXD0bRvp4d0zpqXgnmJQGVTHA2rLERsqAWunQL+sBJc2oFHCyfB0aI7vPI5\/RpJIwkSjxCiRPvjJkPiQ7ZTbivsN7ZiycYcdWDGbfuegw\/Au0SRyOwl8ZFSQREhE8aeIySJvFRERpIX52qbAPcxZPg0Kit+kbmeKNlVYfKzSvEiCOSSRUdC0o898bDYHF4bHKc5pEKT9zcav4NEdg6oBiHMe+ExCo4BM3ilnuKgWXs3IHvwbTfBfiSCASSIwnmjaRoaO1P0RUfw\/Evwi05O8E+XzEV2wVjOZ2F7E7pe4cPnC+C3ZwtldpLmEL4wtgyc5eWUSjkP3YsZiycEZFixYskqLFixZxws6MWLOJQ7FedxZUscJzgOLFkkHQccDixZDLIeDjlOLFlWFiGVseGzuLBMNFjg2d3YsWVCJnN2cLYsWcc2MZsGxxYsugMmCY4MnFiwqAyGk5y8WLLA2czl4sWSVO3ivFiyDhXnLxYsk4WLFiziBYsWLOOP\/\/Z\" alt=\"N\u00facleo solar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fusi\u00f3n NUCLEAR en las estrellas - RESUMEN con ESQUEMAS!\" \/><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Es tal su densidad, es tal su enormidad (es el 99% de todo el Sistema Solar) que, cada segundo, transforma por medio de la fusi\u00f3n nuclear, 4.654.000 toneladas de hidr\u00f3geno en 4.650.000 toneladas de helio; las 4.000 toneladas restantes son lanzadas al espacio exterior en forma de luz y calor, de la que una parte nos llega a la Tierra y hace posible la vida. Se calcula que al Sol le queda material de fusi\u00f3n para otros 4.500 millones de a\u00f1os. Cuando transcurra dicho periodo de tiempo, se convertir\u00e1 en una gigante roja, eyectar\u00e1 el material de sus capas exteriores al espacio interestelar para formar una Nebulosa Planetaria y se transformar\u00e1 finalmente en una estrella <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>. Para entonces, ya no podremos estar aqu\u00ed.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 son las nebulosas planetarias? \u2013 Nuestroclima\" \/><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Nebulosas planetarias. El Sol cuando llegue a su final se convertir\u00e1 en una de ellas<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Para cuando nuestro Sol se transforme en algo como lo que arriba podemos ver, \u00bfD\u00f3nde estar\u00e1 la Humanidad? Aunque es posible que, para entonces, no quede ning\u00fan rastro de nuestra presencia aqu\u00ed, o, tambi\u00e9n podr\u00eda suceder que estemos tan ricamente instalados en otros mundos. \u00a1Qui\u00e9n sabe!<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Cuando mentalmente me sumerjo en las profundidades inmensas del universo que nos acoge, al ser consciente de su enormidad, veo con claridad meridiana lo insignificante que somos en el contexto del Universo &#8220;infinito&#8221;. Como una colonia de bacterias que habitan en una manzana, all\u00ed tienen su peque\u00f1o mundo, lo m\u00e1s importante para ellas, y, no se paran a pensar que puede llegar un ni\u00f1o que, de un simple puntapi\u00e9, las env\u00ede al infierno.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/3.bp.blogspot.com\/-OOMR7nr7eGI\/Tn8x5KoabJI\/AAAAAAAAAUQ\/tuc3qknhpbM\/s1600\/MANZANA%252BDEMONIO.jpg\" alt=\"\" width=\"343\" height=\"400\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify;\">\u00a1Es todo tan relativo! Millones de seres infinitesimales pueden vivir ah\u00ed arriba, y, para ellos, ese es, su universo. Ajenos a todo lo que ocurre a su alrededor. Nacen, se multiplican y mueren. Simplemente es cuesti\u00f3n de de perspectiva y, desde luego, de consciencia de c\u00f3mo son las cosas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"La vuelta al mundo de un confinamiento: los pa\u00edses con m\u00e1s restricciones  contra el Covid-19 | Internacional\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRWV30vPh1pi_QpFKdunIkfn_hNCQ1YAcgTjw&amp;usqp=CAU\" alt=\"TELEVEN Tu Canal | \u00bfPlaneta Tierra o planeta agua? Conoce el origen del  nombre de nuestro mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Igualmente, nosotros nos creemos importantes dentro de nuestro cerrado y limitado mundo en el que, de momento, estamos confinados. El paso del Tiempo nos permiti\u00f3 evolucionar, y, al observar la Naturaleza y contemplar las maravillas que encerraba, mirar a los cielos y, asombrados ver el brillo de las estrellas, buscamos la manera de llegar hasta ellas para poder aprender lo importantes que eran para nosotros y para la vida. Tambi\u00e9n, desde un universo peque\u00f1o de esferas cristalinas, nuestro creciente saber, nos llev\u00f3 hacia un Universo ilimitado de enormes proporciones que no dejaba de crecer.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\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=\"modelo 3d Reactor de fusi\u00f3n ITER - TurboSquid 1317588\" \/><\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRvF2hd7XnyMfM-K0A8EMNXF2fMMmeuN6628w&amp;usqp=CAU\" alt=\"No hay plan B para el ITER, el mayor proyecto energ\u00e9tico del mundo, o  avanza o\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si alg\u00fan d\u00eda, aqu\u00ed en la Tierra, aprendemos a reproducir la energ\u00eda de las estrellas, ese d\u00eda, la Humanidad habr\u00e1 dado uno de los pasos m\u00e1s importantes de toda su historia. La Energ\u00eda es la base de la vida, y, para poder llegar a las estrellas, donde est\u00e1 nuestro origen primero, es necesario que aprendamos a dominar esa fuente inagotable que nos llevar\u00eda m\u00e1s all\u00e1, mucho m\u00e1s all\u00e1 de nuestro Sistema solar.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Tendremos que dominar la energ\u00eda del Sol, ser capaces de fabricar naves espaciales que sean impenetrables a las part\u00edculas que a cientos de miles de trillones circulan por el espacio a la velocidad de la luz, poder inventar una manera de imitar la gravedad terrestre dentro de las naves para poder hacer la vida diaria y cotidiana dentro de la nave sin estar flotando todo el tiempo y, desde luego, buscar un combustible que procure velocidades relativistas, cercanas a <em style=\"mso-bidi-font-style: normal;\">c<\/em>, ya que de otra manera, el traslado por los mundos cercanos se har\u00eda interminable. Finalmente, y para escapar del Sistema solar, habr\u00eda que buscar la manera de romper la barrera de la velocidad de la luz. Bueno, m\u00e1s que romper, se tratar\u00eda de burlarla.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/3.bp.blogspot.com\/_wwGnn63GwvA\/S6p6WrgogII\/AAAAAAAAEdM\/3I0olvWIVOI\/s1600\/universo.png\" alt=\"http:\/\/3.bp.blogspot.com\/_wwGnn63GwvA\/S6p6WrgogII\/AAAAAAAAEdM\/3I0olvWIVOI\/s1600\/universo.png\" width=\"320\" height=\"320\" \/><\/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:ANd9GcRoPFbgNR_YgKqEkk4R_Ne4xFfmz7_aXdBj9OV2wid_UWhZefRyte6q7X6WQ3k5xCRq0RE&amp;usqp=CAU\" alt=\"Evoluci\u00f3n de un c\u00famulo de galaxias con supercomputadora | KosmosLogos\" \/><\/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:ANd9GcQrHSc_xW3o2aJMLgOHlZqi8OM-ensHvM1Swg&amp;usqp=CAU\" alt=\"EXISTEN ESTRUCTURAS MAS GRANDES QUE LOS SUPERCUMULOS DE GALAXIAS \u2013  UNIVERSITAM\" \/><\/p>\n<p style=\"text-align: center;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">El entramado de un multiverso desconocido pero, presentido, puede ser el lugar en el que est\u00e1 ubicado el nuestro, entre otros muchos universos en un c\u00famulo de ellos que, como en el nuestro las galaxias, formen complejas estructuras no de mundos ni de estrellas, ni de galaxias, sino de Universos.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">No ser\u00eda descabellado pensar que nuestro universo es uno de los muchos universos que antes que \u00e9l existi\u00f3 y que, al cumplir su ciclo, desaparezca para hacer posible la llegada de un nuevo universo, con un nuevo tiempo, un nuevo espacio y unas nuevas especies en multitud de nuevas estrellas y nuevos mundos.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Si es as\u00ed como realmente sucede, \u00bftodos los universos que han existido antes o que existir\u00e1n despu\u00e9s tendr\u00e1n las mismas propiedades que este nuestro?<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">No creo que en los ciclos de universos se produzcan siempre las mismas consecuencias y est\u00e9n presentes las mismas fuerzas. Simplemente con que la masa o la carga del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> fuesen diferentes, el universo tambi\u00e9n lo ser\u00eda. Los equilibrios de nuestro universo son muy sensibles, la materia que podemos observar: estrellas y galaxias, planetas y nosotros mismos, son posibles gracias al equilibrio existente a niveles nucleares. Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> confinados por <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> que fabrican la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>, se junta para crear <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que conforman los n\u00facleos de la materia y, al ser rodeados por los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, dan lugar a los \u00e1tomos.<\/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:ANd9GcQ-MFVkYs1vinC86woLV27uLTuuHAQBeJoxjQ&amp;usqp=CAU\" alt=\"C\u00f3mo reaccionar\u00eda la humanidad si descubriese vida extraterrestre?\" \/><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Incluso es posible que, otros seres, en otros mundos lejanos, hayan podido llegar a las mismas conclusiones cu\u00e1nticas que nosotros por diferentes caminos, no importan las matem\u00e1ticas o las ecuaciones que apliquen, al final del camino, el resultado siempre ser\u00e1 el mismo: part\u00edculas elementales (Quarks y Leptones) que no importa el nombre que les puedan dar, ser\u00e1n las que formar\u00e1n otras part\u00edcuals complejas para formar n\u00facleos que ser\u00e1n rodeados por <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (sea cual pueda ser el nombre que &#8220;ellos&#8221; le den), y, de esa manera, a ellos tambi\u00e9n les aparecer\u00e1 el \u00e1tomo que unidos, formar\u00e1n c\u00e9lulas que se juntaran para formar mol\u00e9culas que se unir\u00e1n para crear la materia.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">En <a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a>, la propiedad de <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> hace que la interacci\u00f3n entre <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> sea m\u00e1s d\u00e9bil cuanto m\u00e1s cerca est\u00e1n unos de otros (confinaci\u00f3n de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>) y la fuerza crece cuando los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> tratan de separarse, es la \u00fanica fuerza que crece con la distancia. Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> est\u00e1n confinados en una regi\u00f3n cuyo valor se define por:<\/p>\n<p style=\"text-align: center; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-outline-level: 1;\" align=\"center\">R \u00bb \u045bc \/L \u00bb 10<sup>-13<\/sup>cm<sup><br \/>\n<\/sup><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">En realidad, la \u00fanica manera de que pudi\u00e9ramos observar <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> libres, ser\u00eda en un ambiente con la temperatura del universo primitivo, es la temperatura de desconfinamiento. En aquel \u00a1infierno! primero del big bang, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> estuvieron libres durante un tiempo antes de formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y otras part\u00edculas de las familias de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>, como los <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a>.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/4.bp.blogspot.com\/-WNaQ0W51gik\/TdPjfoU8HRI\/AAAAAAAAE60\/5ZbIX3U5aso\/s1600\/AChildMundi.jpg\" alt=\"http:\/\/4.bp.blogspot.com\/-WNaQ0W51gik\/TdPjfoU8HRI\/AAAAAAAAE60\/5ZbIX3U5aso\/s1600\/AChildMundi.jpg\" width=\"399\" height=\"401\" \/><\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Pero, a todo esto, \u00bfQu\u00e9 pintamos aqu\u00ed nosotros?<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">\u00a1Mirado as\u00ed no parece que seamos gran cosa! Sin embargo, la cuesti\u00f3n no es tan sencilla, y, parece (al menos a m\u00ed) que, si estamos aqu\u00ed, tenemos algunas obligaciones que cumplir, y, entre ellas, una de las principales es conocer el Universo al que pertenecemos y del que formamos parte. Nuestras mentes, de alguna manera que a\u00fan no podemos determinar, est\u00e1n directamente conectadas con el Universo.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Muchos grandes pensadores se han devanado los sesos tratando de desvelar los misterios del Universo, y, desde luego, nos dejaron datos y conocimientos valiosos que ahora, nos sirven de base para que nosotros podamos continuar sus trabajos y desvelos. As\u00ed, por medio de la Astronom\u00eda, la Astrof\u00edsica, la F\u00edsica y las Matem\u00e1ticas (la Qu\u00edmica tambi\u00e9n est\u00e1 presente), podremos continuar andando por el largo camino que a\u00fan nos queda por recorrer.<\/p>\n<p style=\"text-align: justify; mso-para-margin-top: 1.5gd; mso-char-indent-count: 2.0; mso-line-height-rule: exactly; mso-outline-level: 1;\">Mientras tanto, disfrutemos del Universo pero, sin olvidar que, toda respuesta, est\u00e1 cargada de nuevas preguntas.<\/p>\n<p style=\"text-align: right;\"><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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F&amp;title=Siempre+tratando+de+conocer+el+Universo' 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%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F&amp;title=Siempre+tratando+de+conocer+el+Universo' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F&amp;title=Siempre+tratando+de+conocer+el+Universo' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F&amp;t=Siempre+tratando+de+conocer+el+Universo' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/03\/01\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-18\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F&amp;title=Siempre+tratando+de+conocer+el+Universo' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F&amp;title=Siempre+tratando+de+conocer+el+Universo' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2022\/03\/01\/ano-internacional-de-la-astronomia-en-espana-aia-iya2009-18\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F&amp;title=Siempre+tratando+de+conocer+el+Universo' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F&amp;t=Siempre+tratando+de+conocer+el+Universo' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=Siempre+tratando+de+conocer+el+Universo: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Siempre+tratando+de+conocer+el+Universo&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F03%2F01%2Fano-internacional-de-la-astronomia-en-espana-aia-iya2009-18%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a1El Universo! Gracias a la Astronom\u00eda, la Astrof\u00edsica y otras disciplinas y estudios relacionados, estamos conociendo cada d\u00eda lo que en realidad es nuestro Universo que, nos tiene deparadas muchas, muchas sorpresas y maravillas que ni podemos imaginar. \u00a1Son tantas las cosas que a\u00fan tenemos que aprender de \u00e9ste Universo Inmenso! &#8220;Aproximadamente 250 millones de [&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":[51],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/443"}],"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=443"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/443\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=443"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=443"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=443"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}