{"id":25770,"date":"2020-11-28T07:24:31","date_gmt":"2020-11-28T06:24:31","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=25770"},"modified":"2020-11-28T07:24:31","modified_gmt":"2020-11-28T06:24:31","slug":"%c2%a1las-estrellas-%c2%bfque-seriamos-sin-ella-p-no-seriamos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/11\/28\/%c2%a1las-estrellas-%c2%bfque-seriamos-sin-ella-p-no-seriamos\/","title":{"rendered":"\u00a1Las estrellas! \u00bfQu\u00e9 ser\u00edamos sin ella? P no ser\u00edamos"},"content":{"rendered":"<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">\n<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">\n<p><img decoding=\"async\" src=\"https:\/\/e00-elmundo.uecdn.es\/elmundo\/imagenes\/2012\/02\/09\/ciencia\/1328782693_1.jpg\" alt=\"El espect\u00e1culo c\u00f3smico de la 'incubadora' de estrellas | Ciencia |  elmundo.es\" \/><\/p>\n<p>En \u00e9stas regiones de inmensas nebulosas se forman las estrellas y los mundos<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"De estrella masiva a un Agujero Negro : Blog de Emilio Silvera V.\" \/><\/p>\n<p>Aqu\u00ed podemos ver el recorrido de la vida y la muerte de una estrella como el Sol<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/e00-elmundo.uecdn.es\/assets\/multimedia\/imagenes\/2014\/06\/09\/14023103494389_464x0.gif\" alt=\"A la caza de las estrellas de quarks | Ciencia | EL MUNDO\" \/><\/p>\n<p>Ainque se ha especulado con la posible existencia de estrellas de Quarks, no han sido vistas<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTMyQ6q4_oJzDNdt_bz-AS8epya1y7HSK3G8g&amp;usqp=CAU\" alt=\"Estrellas de Quarks - F\u00edsica y cosmolog\u00eda - Espacio Profundo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSb7F8b9JJZagagBqS7F2xWXYQEgsYFD1DYdA&amp;usqp=CAU\" alt=\"Elementos en las estrellas | Dciencia\" \/><\/p>\n<p>Las estrellas de Quarks estar\u00edan hechas de materia extra\u00f1a. En las estrellas se &#8220;fabrican&#8221; los elementos<\/p>\n<p>&nbsp;<\/p>\n<p>No tiene ning\u00fan sentido explicar, sin m\u00e1s, lo que es un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, sin que antes explique algo sobre las estrellas que, en definitiva, son las que dan el origen de estos fen\u00f3menos cosmol\u00f3gicos conocidos como <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, estrellas enanas blancas, de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> , o, \u00bfDe Quarks?<\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Buscando el borde del disco de una protoestrella | ALMA Kids\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxASEhUQEhIPEBUVDw8QEA8PFRAPEA8QFRUWFhURFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGBAQGi0fHSUtLS0rLS8tKystKy0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tKy0tLSstLS0tLS0tLS0tLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAABAgADBAUGBwj\/xAA2EAACAgECBAQDBwIHAQAAAAAAAQIRAwQhEjFBUQVhcYEGEyIUMnKRobHBB0IjUmLR4fDxFf\/EABkBAAMBAQEAAAAAAAAAAAAAAAABAgMEBf\/EACYRAQEAAgICAgIBBQEAAAAAAAABAhEDIRIxBEETIjIUI1FhccH\/2gAMAwEAAhEDEQA\/APizYLBZDRI2CyAkwCWQQPELY0tsMWJB2WDANkUhWxbALLEkNinT3ViyYArQHEMmLYjQCCBCpr9Ut16FG3\/e5r8QjTXoZDPH0rL2UaIAopK3i4tnt5iSg06LNLppZJcMVb6t7KK7t9EXap41UINzr72R8pPtFdvPqEv0r3GfkhGxpsQraRi63FbLIwFkhaAY4OTpbsEotOmGM2na2YJO9xACBRLAAEhEARECQYWyQpaxGi0k4gWRgFTSwoiLIxCAIItSIkC+gyCSEcS1oVoAqTI2M4i0AAAy8xWI0DBbr1AWYF9SXmiKqNvi8K4fwnOO38RQrgX+k4hnxXeEXyTWQMswYXJ8K\/N8kIXLJwql15suojRqc6hF4sb2\/vmuc32vsYR8vDf03Vde4jCTQojRUera9r\/krsiYw0wxrpOHo+KL\/YXJhlfK\/Rp\/sU2ROvIfY6RoCLPmvrv6gtPyCDRGgF0sXUraDRFIQIaAEGRBBewIZCUaJCSBwMdDIAqjEdDDNLp7gC2MhYQbdDNAEbBYoQCMEkCTElIAVoiBZCTFv2L9Cv8AEh+OP7mdGzwyN5YfjX7kZXqrx9x0viSO68jhM9N8WY6a\/M81JGfB\/CL5p+1FSpCBDE2kZBQrL8iaW657ooY7AASWFMQToKEAARoiDBAZSGnJCxhYeAoEJRcsQ\/AkGgzUQuAGi2ZEaGSI0MgIiILAIKMJIAdMDmV8RLAGcgKQAUAGSFCCSAQjGcWhWEhQo6fgMLz41\/qRz4RO58J4HLUQ\/En+W5HJ\/Cr4\/wCUdH41x0033a\/Y8i4n0D+oum4UvxtP3\/8ADw+JUuPttHzkZfGv9uNeef3KqzRr6O28vxdvYpLMuS\/+8ytm8YX2aeRvm7rkKREZRFIEBIPCDd10VvyXK\/1ECQYSh4RsVGrAkOQLcWIjiPxoF2WZBUy6VIRASv5YS2yANKGyEcadEElAUENAZJFc2WzBGuwBQaXoclcTi0ujlUb9mVcI05Nu23J9223+orFTX2bHpcknUYuT7LcGbBOG0oyj+JNWPhyyj91teaC88qcZOck+ScpNLzpi7OzHX+1CFmWTle9KPkrr9RJRHtOlYUPwBjER6PBHqfgHHeph6nmseNnvP6YaFy1ULX9yftaMfk5a4sv+NeHH941\/1J0ruSareM\/Z2j5zq5corklXufY\/6xabhua\/yxgq7rp+p8dlhb3ow+Fd8UrX5H8uvtjkhTRPE1zRXw+p2ObSsg\/CPSqq3vmMtKUiUWtvuxeEWhohC2OMZ4WPQ0oLMSFcQwCE0xmlz3C5JcitxAyi2M52J8wViMAf5rIV0QWw10NwmvDo+I16bRRvfoG1zC1yeAuhpW1Z1vssOf6F+LDDp+QvJc4nFjopPp\/wFaHem\/y3PRw0aat+dFKgoPf\/ANJ\/JGn4NduT\/wDIlV1S83bLNL4O5O3sjq5JvlwyVq03yHWNxj9771VW79SLydNsPjy30wy8NSjVRe931KNXoVJxgkl0TR1tHpJTTdt71VefPyL46KnaqPDsuLr5mf5ZG0+JcpvXThZPCeDmxMGjilUk3bpHSzarJbbjGlKk+nuuxfDLF\/VwOnVOrSfJtBeSydp\/Bhvphy+DWlS6IGn8LjHeS60vU7s9PkSTxty9ar3LNP4XqJtccYxjbatq6e9PuZX5M+7Gt+LjL6c3S+Hrj+7xdEu7Pon9PvCZxzQm8ajXdpPfpRysPh8Y1GLePiauUfvS7q+i9D6T8IeEQhFT879WY5\/I\/J+s+xnxY8WFyrkf1T8IebEqX96d+zT\/AIPkGXRKD4FFKtnJquJ+R+jviDw\/5+Ph3T6Ncz4x474NkhNqb24uFWk20rqvMrDlnFbhthxScmEv3HlNZooOCVLnzOevDYqTbTpb+Xuelnop8G8nHZ\/S0tvL9jn49NN8StNKuap7KtqNZzz\/AC1vDLrpih4fCe+0drKM\/hMOKKXu1uvU62bE\/wC1K\/p2fOVduxXKORS4aUE99t2\/JvoXOXYvBjIyR8JxtVStXv3M2XweKdHcWncfqatW29930VDT0inHijJLbrtuOcuqMvi7nU7ech4Uk\/cHiGmUY7L3OxpcUpU1T3q+vshdfg34ZbOm68u5r+XvTG\/HvjvTy8tG+hXPRyR6fDhikv4BrcUNkl050Ez2yvx+nm8WN1ZJYTsafSW\/LqjdDwyLXI084y\/DXlvlCPAz0z8PXYpy6Fc6HuJ\/FXA+QyHXekfYA0+FbOCuW3coyKd2uRv1kK\/k5\/HuZbdFgxmw4c7g7590WLcM8VPi25E7VrXps0mpeXa6rev4LdVpPmR2f3VT7+xzMUttk0292tjfgy0t3tW+\/wB71Iymu46OOzKaya9K0oqDTbS+lvffsaFo1GEpb8S3iudexME3OHEmny4VtsLPxDg+9zf0yV7ephd309DHwknkOjz3BuuV8TvhtLoczI55ItRbjadNu+pqySTW9b7fS\/3KdVifSqUe9eyCdVnyW5SRxsubLG4yTcVVt9ju6HxnFwxjwxVKr9Ohzs2JzbacqVXXVUZ9VhxxkoK0nvf6IvLDHkmq5Mcs+K+U9f7ev0mshki3GSW+6dbV6HU0fisaqXDJ8k10PE4dPLFa\/wA3Jp7K+R0vBbjak48l1OPP4uNldnHy5ZWY2PXSnDbinJdqfI+ifCWvx8HyuO2ucpPdvqfEdb4j9Vx34Wk6390dr4N101Km2rt23ey3F\/T3DHylZ83hyW4PuWr1EYRtv0XOzwHik5yyXHHlnb6Rk4\/tSLvjPVzUYxUrqPkqdbr80z4\/rvFM0Ju5Vve3NeaYsfj\/ANR3WHDJwY+V+30rX\/CWuywlNvBiivqqcm3S6bQa\/U8n9iUZL7q+l3wvZteT3T8meYx+P6tt\/wCPmcZdPmz38qsu8N1yjayS36Lz8jqy+Njjh44zv\/quDl8s\/wB71\/zX\/ro+MrHBX1rZ\/wCx577dLiviaVXW\/wBR0tbgnm4fqSjs1xbbepS9JhxySScpWmpSX0+ldS+HGYY6vdPn8sst49Rdp\/FU24uNvd1yXkWY\/EJRi8bSg2k4pbt3vuPr8UMjuleztUqObq8U9kqXDVS5tjkxqrc8PvbZPLLAotbpW2tqi2HV5nlxfN2TjJ7\/AObyRRn1CilxK2+a5tsy5tUnH5dJLnT2Y5jvs8uSTeO+v8Oj4Y1ljuqfFV3\/AAY9anGTx3bUufeJj8N1jjLhjxc+tbI2avDbTXPqOTWXbDLPy45r2148ajG+\/YODPtb\/ADMs+JKm3t0M7y7VfLka4xlnlI6U5oSDTOesjZ0NOkXrTOXZuFBA5LuQWz0zZ8ip8mcxT3FytkxcyvHTG5N2lx9Rsif+4uDJXMskrfkRZ21l6V45bUXSceF325AwYm3sLqcNWTra5bImhnK+dLtyG1rtpvdIxO+lh+0W\/q5dhXHvZ48n6+NWa3VtpKO3YrfiMvluNbu1fQzvdgeMfjPtF5ct3VWaDVzSq9jU478Umt\/u30OaoGzHmbpNWKz7isOTrVDUeIbcDu+lcvzM2XVNUm3t07LsJrYU2zHPK5P9C8cYzz5ct9u34fnfJR2b5vnR7LwKKU4vu0vQ8N4Tma68t0j1PhOpuUUu5z806rr+NlNbr3HxfmrHB9Pl13uS5t+bPmfiOWOVN1Lm3eyZ7f421KWDGk7aW9999jwEMyfbdt0jL4mP6bP5Gffj9F0fyU0km3vbk2uH2KtZqaklBRgntaS4vWy+cVWyMOWCuzqk3dubK6x06+gT6ycl37Ms1mpVu+1Luc7RKV1Hl2NWTTp8+f6k3GbbzkvhqK1klyTW\/PuiLI1O3bS9ty+OOMfy90ZNRmdtL\/wr2i3U7q7NNS5rfozleJY8iacm3tX\/AAaPlvnb6FerlKTp8ug5NVnnnMp37Y9K3drmdSE5VxSvnsZseOK9RsuqbXDsGXdZ4Xxna5a3v17hcVLdbmBQs16VdORc6Lyt9roxHjKRJWaMPDW47TkY5OXZgN8miB5F4uZOuZMcolPE2gRkXYz26cafkXM5Kz11LcWr7sixczjdjlTJkmnuZJ500Z\/nPuHiflp0ceNGfLiTdA02TzNNpc9xWHLtljgp9wzgn\/KNE3aMWXILQpJYkNi2BzFboaJ0s1Gmtb7UcvLhpna+0WjmalIcGcn0qwp9D0Xw\/kanHfqjjaWPU6nhbqa9SOSbxquO2V6b461G0V5pr0aT\/k8pixWrs63xlmf0fgh+1HnsesZj8fHXHGnNl+9dGNiZcZVj1FmiUzZO9qcL4RseZ3b3K3PnsUPJRXiVz015MrfkBO2zA8zRZHUIPEvPbocNbFOoh0LMeZVZTqcqfXfyFo7emLJBlcUPknRbp4J9SmSYol+OkVypOkVZc1b3uCt6bMmUSeqSMcc18ynPk6DFydFahkOSsxAT5ND1DT2ZWsjKkRstltY8gIzKmxeIC21vKBZDLxFkJpc9xLlbMOR9DR9qSre+\/Zf7nMnmvy8hOJh7Py06s9XZVk1COf8ANYjyCsHk2faWIszsosliG2\/5uxTKSZncytyAbbY5qNOh1H1r1OXxFukn9a9UTlOqeOXb0PxPn2hfavZHnHkOr8S5LcF5HDbM+CfpFct\/atePU0dHT5+Pm6OFxGrBmrqbREydrUpJczmzkVPVvqUfNsqDLLa3LIWOVoqbDkSSTTvuuw0StGPU+ZMupMLZLIV5L5ZrLcM2Yi\/HMBK2TzmTLlsE5lUmAtOszQsp2ISwLZuIgpAJqsDEsaLLSVgGkKwB8mS0lSVdiugkAbRIsETJxAEkCTV2thZyEFTi1zFchCWSrYtkbFslgRi\/Sv6l6ooseEt1QX0I6Xjk7lH0OSzd4lK3H8JhZnxzWMXnd1ApiBLQZsOOLfIVMKKgFyFCwAEBYWCxBLDYCABbBZLAAEkUAgAxCIgBdVjJD48nDyS9xLLSjQjGYoBAAbA5ABbFsgBGjYCWQnZoQKjt\/ABBAEIAFDQ5iBiFDTrHuvwmdj5ZfsIGM6O+wIRkAhHVV5laHSLgFRH+UPhRsyxVFzHZyOZKIjL5lLIsIpAgJCFmLG5PhXNlYYtrkIDOLTp9BQtkQwJA0QeguIQhSSiBIAIyEISa1fdfqVEIAQhCCpoAhBACEIAEiIQdBpgRCCh32DAQgEYsiQhcB4F0nsQhYZ8pUyEIvsIw5P4IQmggUAggISEKB0QhCyf\/2Q==\" alt=\"LAS PROTOESTRELLA &quot; Se denomina... - Hermanos Del Cosmo, Ufo - Ovni. |  Facebook\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>Los beb\u00e9s empiezan a crecer antes de nacer, cuando todav\u00eda se encuentran en el \u00fatero de la madre. Lo mismo pasa con las estrellas: antes de empezar a brillar, crecen dentro de una gran nube de polvo y gas. Un equipo de astr\u00f3nomos japoneses descubri\u00f3 nuevos detalles sobre el crecimiento de estas proto-estrellas.<\/p>\n<p>Las estrellas se forman a partir de nubes de gas que entran en colisi\u00f3n. El gas cae sobre s\u00ed mismo por efecto de la gravedad, hasta que empieza a acumularse y forma un disco plano, en cuyo centro se encuentra la proto-estrella. Tambi\u00e9n se pueden formar planetas en el disco.<\/p>\n<p>Cabe preguntarse, entonces, en qu\u00e9 momento empiezan a formarse los discos y d\u00f3nde se encuentra el punto de transici\u00f3n entre el gas proveniente de la nube original y el disco plano que gira. Gracias a ALMA, un equipo de astr\u00f3nomos japoneses dilucid\u00f3 el enigma, al menos en el caso de una proto-estrella conocida como TMC-1A.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Atacama Large Millimeter Array - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Gracias a la sensibilidad de ALMA y su capacidad de observar detalles, los cient\u00edficos pudieron determinar con precisi\u00f3n el punto de transici\u00f3n entre ambos estados, a unos 13.500 millones de kil\u00f3metros de la estrella que se encuentra en pleno crecimiento. En otras palabras, el di\u00e1metro del disco tiene cerca de tres veces el tama\u00f1o de la \u00f3rbita del planeta Neptuno, en nuestro Sistema Solar.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4a\/Cepheus_B.jpg\/440px-Cepheus_B.jpg\" alt=\"Nube molecular - Wikiwand\" \/><\/p>\n<p>Las estrellas se forman en nubes moleculares como esta<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p>Las estrellas, enormes bolas de gas y polvo luminosas que desde su nacimiento producen energ\u00eda por la fusi\u00f3n nuclear del hidr\u00f3geno para formar helio. El t\u00e9rmino, por tanto, no s\u00f3lo incluye estrellas como el Sol, que est\u00e1n en la actualidad quemando hidr\u00f3geno, sino tambi\u00e9n proto-estrellas, a\u00fan no lo suficientemente calientes como para que dicha combusti\u00f3n haya comenzado, y varios tipos de objetos evolucionados como las estrellas gigantes y supergigantes, que est\u00e1n quemando otros combustibles nucleares m\u00e1s complejos que el hidr\u00f3geno, o las enanas blancas y las estrellas nucleares, que est\u00e1n formadas por combustibles nuclear gastado.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/_w1kycNNBkOE\/TCud6Ae2DgI\/AAAAAAAADqI\/ELlde7TaDT4\/s1600\/PRLeoRing1Text-580x568.jpg\" alt=\"Astrof\u00edsica y F\u00edsica: junio 2010\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p>Esta magn\u00edfica vista de la zona que rodea a la estrella R Coronae Australis fue creada a partir de im\u00e1genes tomadas con el Wide Field Imager (WFI) de ESO en el Observatorio La Silla, en Chile. R Coronae Australis se ubica en el coraz\u00f3n de una regi\u00f3n cercana de formaci\u00f3n estelar y est\u00e1 rodeada por una delicada nebulosa de reflexi\u00f3n azulada que se encuentra en una enorme nube de polvo. La imagen revela sorprendentes nuevos detalles de esta espectacular \u00e1rea del cielo.<\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/57\/Betelgeuse_captured_by_ALMA.jpg\/800px-Betelgeuse_captured_by_ALMA.jpg\" alt=\"Betelgeuse captured by ALMA.jpg\" \/><\/p>\n<p>Betelgeuse captada por\u00a0<a title=\"Atacama Large Millimeter Array\" href=\"https:\/\/es.wikipedia.org\/wiki\/Atacama_Large_Millimeter_Array\">ALMA<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4a\/Treasures3.jpg\/240px-Treasures3.jpg\" alt=\"\" \/><\/p>\n<p>Rigel en IC 2118<\/p>\n<p>Cuando una estrella masiva termina su estancia en la secuencia principal se convierte en una estrella s\u00fape-rgigante, y su evoluci\u00f3n se vuelve mas r\u00e1pida. Dos ejemplos de estrellas s\u00faper-gigantes son las estrellas de Betelgeuse y Rigel en la constelaci\u00f3n de Ori\u00f3n. Betelgeuse es 1000 veces m\u00e1s grande que el Sol, y 20 veces m\u00e1s masiva. Rigel a su vez es 17 veces m\u00e1s masiva que el Sol.<\/p>\n<p>&nbsp;<\/p>\n<div lang=\"es-ES\" data-md=\"25\">\n<div data-hveid=\"CAUQAA\" data-ved=\"2ahUKEwium6nBsaTtAhXr6OAKHdhYARkQtwcoADABegQIBRAA\">\n<div data-tts=\"answers\" data-tts-text=\"R136a1\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Comparison_of_the_sizes_of_a_red_dwarf,_the_Sun,_a_B-type_main_sequence_star,_and_R136a1.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/df\/Comparison_of_the_sizes_of_a_red_dwarf%2C_the_Sun%2C_a_B-type_main_sequence_star%2C_and_R136a1.jpg\/350px-Comparison_of_the_sizes_of_a_red_dwarf%2C_the_Sun%2C_a_B-type_main_sequence_star%2C_and_R136a1.jpg\" alt=\"Comparison of the sizes of a red dwarf, the Sun, a B-type main sequence star, and R136a1.jpg\" width=\"350\" height=\"197\" data-file-width=\"2500\" data-file-height=\"1406\" \/><\/a><\/div>\n<div><a title=\"Enana roja\" href=\"https:\/\/es.wikipedia.org\/wiki\/Enana_roja\">Enana roja<\/a>,\u00a0<a title=\"Sol\" href=\"https:\/\/es.wikipedia.org\/wiki\/Sol\">El Sol<\/a>,\u00a0<a title=\"Gigante azul\" href=\"https:\/\/es.wikipedia.org\/wiki\/Gigante_azul\">Gigante azul<\/a>\u00a0y\u00a0<strong>R136a1<\/strong><\/div>\n<\/div>\n<\/div>\n<\/blockquote>\n<div lang=\"es-ES\" data-md=\"61\">\n<blockquote>\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">Por lo menos tres estrellas presentan masas que superan las 150 veces la masa del Sol. Una de esas estrellas,\u00a0<strong>R136a1<\/strong>, es la estrella m\u00e1s masiva encontrada hasta la fecha, con 265 masas solares, as\u00ed como la m\u00e1s luminosa, unas 8 700 000 veces el brillo del Sol.<\/div>\n<\/blockquote>\n<\/div>\n<blockquote><p>\u00a0La masa m\u00e1xima de una estrella para que sea estable, es de unas 150 masas solares, por encima de la cual no estar\u00eda garantizada su estabilidad, ser\u00eda destruida por su propia radiaci\u00f3n. Esto no impide que puedan existir algunos casos extra\u00f1os (como el de\u00a0<a title=\"R136a1\" href=\"https:\/\/es.wikipedia.org\/wiki\/R136a1\">R136<\/a>a19<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">\n<div lang=\"es-ES\" data-md=\"32\">\n<div id=\"media_result_group\" data-hveid=\"CAwQAg\">\n<div data-count=\"4\" data-hveid=\"CAYQAA\">\n<div data-hveid=\"CAYQAw\" data-ved=\"2ahUKEwi1lJO6uqTtAhWwAmMBHQ3gAiEQ5m0oAXoECAYQAw\">\n<div data-attrid=\"secondary image\" data-docid=\"HohOGCZhhwfw9M\" data-lpage=\"https:\/\/www.ecured.cu\/Enana_roja\" data-ved=\"2ahUKEwi1lJO6uqTtAhWwAmMBHQ3gAiEQ_R0oAHoECAYQBA\">\u00a0<img decoding=\"async\" src=\"https:\/\/israelnoticias.com\/wp-content\/uploads\/2019\/09\/planeta-gigante.jpg\" alt=\"Astr\u00f3nomos descubren planeta gigante orbitando alrededor de una estrella  enana\" \/><\/div>\n<div data-attrid=\"secondary image\" data-docid=\"jHLC41hcSHBfvM\" data-lpage=\"https:\/\/es.wikipedia.org\/wiki\/Enana_roja\" data-ved=\"2ahUKEwi1lJO6uqTtAhWwAmMBHQ3gAiEQ_R0oAXoECAYQBg\">Enana roja<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div lang=\"es-ES\" data-md=\"61\">\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAsQAA\">Este tipo lo forman la mayor parte de las estrellas, siendo sus valores de masa y di\u00e1metro inferiores a la mitad de los del Sol (por debajo de 0,08 masas solares se denominan\u00a0<strong>enanas<\/strong>\u00a0marrones) y una temperatura superficial de menos de 4000 K.<\/div>\n<\/div>\n<\/div>\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Enana marr\u00f3n - Wikipedia, la enciclopedia libre\" \/><\/div>\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">\n<blockquote><p>La masa m\u00ednima est\u00e1 calculada en 0\u201980 masas solares; por debajo de ella, los objetos no ser\u00edan lo suficientemente calientes en sus n\u00facleos como para que comience la combusti\u00f3n del hidr\u00f3geno, y se convertir\u00edan en enanas marrones. Las luminosidades de estrellas var\u00edan desde alrededor de medio mill\u00f3n de veces la luminosidad del Sol para las m\u00e1s calientes hasta menos de una mil\u00e9sima de la del Sol para las enanas m\u00e1s d\u00e9biles. Aunque las estrellas m\u00e1s prominentes visibles a simple vista son m\u00e1s luminosas que el Sol, la mayor\u00eda de las estrellas son en realidad m\u00e1s d\u00e9biles que \u00e9ste y, por tanto, imperceptibles a simple vista.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<\/blockquote>\n<\/div>\n<\/div>\n<div style=\"text-align: justify;\" data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/7c\/EtaCarinae.jpg\/800px-EtaCarinae.jpg\" alt=\"EtaCarinae.jpg\" \/><\/div>\n<div data-attrid=\"wa:\/description\" data-hveid=\"CAQQAA\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong>&#8220;Eta Carinae<\/strong>\u00a0(abreviado:\u00a0<strong>\u03b7 Carinae<\/strong>\u00a0o\u00a0<strong>\u03b7 Car<\/strong>) es una estrella binaria del tipo\u00a0<a title=\"Variable luminosa azul\" href=\"https:\/\/es.wikipedia.org\/wiki\/Variable_luminosa_azul\">variable luminosa azul<\/a>\u00a0hipermasiva, situada en la\u00a0<a title=\"Constelaci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Constelaci%C3%B3n\">constelaci\u00f3n<\/a>\u00a0de la\u00a0<a title=\"Carina\" href=\"https:\/\/es.wikipedia.org\/wiki\/Carina\">Quilla<\/a>, a alrededor de 7 500 a\u00f1os luz (2 300 parsecs) del sistema solar, es miembro del c\u00famulo estelar abierto\u00a0<a title=\"Trumpler 16\" href=\"https:\/\/es.wikipedia.org\/wiki\/Trumpler_16\">Trumpler 16<\/a>. Su\u00a0<a title=\"Masa\" href=\"https:\/\/es.wikipedia.org\/wiki\/Masa\">masa<\/a>\u00a0oscila entre 100 y 150 veces la\u00a0<a title=\"Masa solar\" href=\"https:\/\/es.wikipedia.org\/wiki\/Masa_solar\">masa solar<\/a>, lo que la convierte en una de las estrellas m\u00e1s masivas conocidas en\u00a0<a title=\"V\u00eda L\u00e1ctea\" href=\"https:\/\/es.wikipedia.org\/wiki\/V%C3%ADa_L%C3%A1ctea\">nuestra galaxia<\/a>. Asimismo, posee una alt\u00edsima\u00a0<a title=\"Luminosidad\" href=\"https:\/\/es.wikipedia.org\/wiki\/Luminosidad\">luminosidad<\/a>, de alrededor de cuatro millones de veces la del\u00a0<a title=\"Sol\" href=\"https:\/\/es.wikipedia.org\/wiki\/Sol\">Sol<\/a>; debido a la gran cantidad de\u00a0<a title=\"Polvo interestelar\" href=\"https:\/\/es.wikipedia.org\/wiki\/Polvo_interestelar\">polvo<\/a>\u00a0existente a su alrededor, Eta Carinae irradia el 99\u00a0% de su luminosidad en la\u00a0<a title=\"Radiaci\u00f3n infrarroja\" href=\"https:\/\/es.wikipedia.org\/wiki\/Radiaci%C3%B3n_infrarroja\">parte infrarroja<\/a>\u00a0del\u00a0<a title=\"Espectro electromagn\u00e9tico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Espectro_electromagn%C3%A9tico\">espectro<\/a>, lo que la convierte en el objeto m\u00e1s brillante del cielo en el intervalo de\u00a0<a title=\"Longitud de onda\" href=\"https:\/\/es.wikipedia.org\/wiki\/Longitud_de_onda\">longitudes de onda<\/a>\u00a0entre 10 y 20\u00a0<a title=\"Micr\u00f3metro (unidad de longitud)\" href=\"https:\/\/es.wikipedia.org\/wiki\/Micr%C3%B3metro_(unidad_de_longitud)\">\u00b5m<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.eluniversohoy.net\/wp-content\/uploads\/2016\/01\/37377191900221.jpg\" alt=\"El c\u00famulo estelar Trumpler 14 es hogar de algunas de las estrellas m\u00e1s  brillantes en la V\u00eda L\u00e1ctea - El Universo Hoy\" \/><\/p>\n<p style=\"text-align: justify;\">C\u00famulo estelar abierto\u00a0<a title=\"Trumpler 16\" href=\"https:\/\/es.wikipedia.org\/wiki\/Trumpler_16\">Trumpler 16<\/a><\/p>\n<p style=\"text-align: justify;\">Eta Carinae es una estrella muy joven, con una edad de entre dos y tres millones de a\u00f1os, y se encuentra situada en\u00a0<a title=\"NGC 3372\" href=\"https:\/\/es.wikipedia.org\/wiki\/NGC_3372\">NGC 3372<\/a>, tambi\u00e9n llamada la Gran Nebulosa de Carina o simplemente nebulosa de Carina. Dicha nebulosa contiene varias estrellas supermasivas, incluyendo, adem\u00e1s de Eta Carinae, la estrella\u00a0<a title=\"HD 93129A\" href=\"https:\/\/es.wikipedia.org\/wiki\/HD_93129A\">HD 93129A<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa hom\u00fanculo en 3D Fotograf\u00eda de stock - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\">La estrella est\u00e1 rodeada por una\u00a0<a title=\"Nebulosa\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa\">nebulosa<\/a>\u00a0conocida como la\u00a0<a title=\"Nebulosa Hom\u00fanculo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Nebulosa_Hom%C3%BAnculo\">nebulosa del Hom\u00fanculo<\/a>. Dada su gran masa, Eta Carinae es altamente inestable y propensa a violentas eyecciones de materia. Seg\u00fan las teor\u00edas actuales de la estructura y de la evoluci\u00f3n estelares, esta inestabilidad es causada por una luminosidad extrema y una temperatura superficial no excesivamente caliente, lo que la sit\u00faa dentro del\u00a0<a title=\"Diagrama Hertzsprung-Russell\" href=\"https:\/\/es.wikipedia.org\/wiki\/Diagrama_Hertzsprung-Russell\"><a href=\"#\" onclick=\"referencia('diagrama hertzsprung russell',event); return false;\">diagrama Hertzsprung-Russell<\/a><\/a>\u00a0en una regi\u00f3n afectada por el\u00a0<a title=\"L\u00edmite de Eddington\" href=\"https:\/\/es.wikipedia.org\/wiki\/L%C3%ADmite_de_Eddington\">l\u00edmite de Eddington<\/a>. En dichas circunstancias, la elevad\u00edsima presi\u00f3n de la radiaci\u00f3n en la &#8220;superficie&#8221; de la estrella hace que \u00e9sta expulse grandes cantidades de materia de sus capas exteriores al espacio. En la imagen se puede apreciar la nebulosa Hom\u00fanculo, formada por estas eyecciones de materia.&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Diagrama Hertzsprung-Russell | Geofrik's Blog\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;El\u00a0<strong><a href=\"#\" onclick=\"referencia('diagrama hertzsprung russell',event); return false;\">diagrama de Hertzsprung-Russell<\/a><\/strong>\u00a0(com\u00fanmente abreviado como\u00a0<strong>diagrama H-R<\/strong>) es un\u00a0<a title=\"Diagrama de dispersi\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Diagrama_de_dispersi%C3%B3n\">gr\u00e1fico de dispersi\u00f3n<\/a>\u00a0de\u00a0<a title=\"Estrellas\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estrellas\">estrellas<\/a>\u00a0indicando la relaci\u00f3n entre las\u00a0<a title=\"\" href=\"https:\/\/es.wikipedia.org\/wiki\/Magnitud_absoluta\">magnitudes absolutas<\/a>\u00a0o\u00a0<a title=\"Luminosidad\" href=\"https:\/\/es.wikipedia.org\/wiki\/Luminosidad\">luminosidades<\/a>\u00a0de las estrellas en comparaci\u00f3n con sus\u00a0<a title=\"Clasificaci\u00f3n estelar\" href=\"https:\/\/es.wikipedia.org\/wiki\/Clasificaci%C3%B3n_estelar\">clasificaciones espectrales<\/a>\u00a0o las\u00a0<a title=\"Temperatura efectiva\" href=\"https:\/\/es.wikipedia.org\/wiki\/Temperatura_efectiva\">temperaturas efectivas<\/a>. De forma m\u00e1s sencilla, en el gr\u00e1fico se traza cada estrella para medir su brillo en comparaci\u00f3n con su temperatura (color).&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"1 AGN ACTIVE GALACTIC NUCLEI Facultad de Ciencias CTE II ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>&#8220;El l\u00edmite de Eddington<\/strong>\u00a0(tambi\u00e9n conocido como luminosidad de\u00a0<strong>Eddington<\/strong>) es la m\u00e1xima luminosidad que puede pasar a trav\u00e9s de una capa de gas en equilibrio hidrost\u00e1tico, suponiendo simetr\u00eda esf\u00e9rica, una composici\u00f3n de hidr\u00f3geno puro, gravedad newtoniana e interacci\u00f3n entre materia y radiaci\u00f3n \u00fanicamente por dispersi\u00f3n&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-DiBFYQgucz8\/TvXXsK5sv_I\/AAAAAAAAAk4\/RSZNHf2YQ-8\/s1600\/Cielo+estrellado.jpg\" alt=\"Yumys Galaxy: No todo lo que brilla son estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando vemos las cosas con cierta asiduidad, como nos pasa con las estrellas en la oscuridad de la noche, perdemos la perspectiva y s\u00f3lo vemos &#8220;puntitos brillantes que titilan debido a la atm\u00f3sfera que nos separa de ellas, y, raramente pensamos en lo mucho que all\u00ed est\u00e1 sucediendo. Sin ellas, no estar\u00edamos aqu\u00ed.<\/p>\n<div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Observatorio de rayos X Chandra - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"El telescopio de rayos X Chandra cumple 20 a\u00f1os en el espacio\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El\u00a0<a href=\"https:\/\/rpp.pe\/mundo\/actualidad\/sabes-donde-vives-sagitario-a-el-agujero-negro-supermasivo-que-esta-en-el-centro-de-nuestra-galaxia-noticia-1156471\">Observatorio Chandra de Rayos X de la\u00a0<strong>NASA<\/strong><\/a>\u00a0public\u00f3 una imagen del origen de los elementos qu\u00edmicos. De hecho, cerca del 99% de nuestro cuerpo est\u00e1 hecho de cuatro elementos qu\u00edmicos:\u00a0<strong>carbono<\/strong>,\u00a0<strong>hidr\u00f3geno<\/strong>,\u00a0<strong>ox\u00edgeno<\/strong>\u00a0y\u00a0<strong>nitr\u00f3geno<\/strong>.<\/p>\n<\/div>\n<p style=\"text-align: justify;\">si no fuera por las estrellas que explotan, se fusionan y colapsan en el espacio no existir\u00edamos. \u201cT\u00fa eres una estrella\u201d, dice el\u00a0<a href=\"https:\/\/rpp.pe\/mundo\/actualidad\/sabes-donde-vives-sagitario-a-el-agujero-negro-supermasivo-que-esta-en-el-centro-de-nuestra-galaxia-noticia-1156471\">Observatorio Chandra de Rayos X de la\u00a0<strong>NASA<\/strong><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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alt=\"\u00c1cido desoxirribonucleico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"ADN: qu\u00e9 es, definici\u00f3n y estructura - Toda Materia\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;El nitr\u00f3geno en nuestro ADN, el calcio en nuestros dientes, el hierro en nuestra sangre, el carbono en nuestras tartas de manzana se hicieron en el interior de las estrellas colapsadas. Estamos hechos de materia estelar&#8221;,\u00a0dijo una vez el cient\u00edfico\u00a0<strong>Carl Sagan<\/strong>\u00a0en la serie\u00a0<em>Cosmos<\/em>.<\/p>\n<p style=\"text-align: justify;\">Para saber m\u00e1s sobre la relaci\u00f3n entre el ser humano y el universo, el Observatorio Chandra de Rayos X comparti\u00f3 una imagen en la que indica que:<\/p>\n<h4 style=\"text-align: justify;\"><\/h4>\n<h4 style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Demostrado. Realmente somos 'polvo de estrellas'\" \/><\/h4>\n<h4 style=\"text-align: justify;\"><\/h4>\n<h4 style=\"text-align: justify;\"><strong>73%<\/strong>\u00a0de los \u00e1tomos del cuerpo humano provienen de la\u00a0<strong>explosi\u00f3n de estrellas masivas<\/strong>.<\/h4>\n<p><strong>16,5%<\/strong>\u00a0del ser humano es producto de la\u00a0<strong>muerte de estrellas de baja masa<\/strong>.<\/p>\n<p><strong>9,5%<\/strong>\u00a0de los \u00e1tomos humanos llegaron de la\u00a0<strong>fusi\u00f3n del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/strong>, la gran explosi\u00f3n que cre\u00f3 el universo.<\/p>\n<h4><strong>1%<\/strong>\u00a0de los \u00e1tomos del ser humano son parte de la\u00a0<strong>explosi\u00f3n de enanas blancas<\/strong>.<\/h4>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.cristianosgays.com\/wp-content\/uploads\/2018\/06\/polvo-estrellas.jpg\" alt=\"Cristianos Gays \u00bb Polvo de estrellas\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0CHON (Carbono, Hidr\u00f3geno, Ox\u00edgeno y Nitr\u00f3geno)<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">De hecho, cerca del\u00a099% de nuestro cuerpo est\u00e1 hecho de cuatro elementos qu\u00edmicos:\u00a0<strong>carbono<\/strong>,\u00a0<strong>hidr\u00f3geno<\/strong>,\u00a0<strong>ox\u00edgeno<\/strong>\u00a0y\u00a0<strong>nitr\u00f3geno<\/strong>. Siendo el\u00a0<strong>ox\u00edgeno<\/strong>\u00a0el que m\u00e1s abunda con un apr\u00f3ximado de 65% y seguido por el\u00a0<strong>carbono<\/strong>\u00a0que ocupa un poco m\u00e1s del 19%.<\/p>\n<h3 style=\"text-align: justify;\">\u00bfPero c\u00f3mo es que somos estrellas?<\/h3>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxISEhUSExIWFhUVFRYVFxUWGBUVGhgXFRUYFxUVFhcYHiggGBolGxUXITEiJSkrLi4uFx8zODMsNyotLisBCgoKDg0OGhAQGy0lHyU1LS01LS0tLi01LS0vLS0tLS0tNS0tLS0tLS0tLS0tLS0tNS0tLS0tLS0tLS01LS0tLf\/AABEIAKgBKwMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAAAAQIDBAUGBwj\/xABAEAABAwIFAgMFBQUGBwEAAAABAAIRAyEEEjFBUQVhInGBBhMykaEUQrHB8CNS0eHxRFRigqPSFRYkcpKiwgf\/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAQIDBAUG\/8QAKREBAQACAQQBAwMFAQAAAAAAAAECEQMEEiExQRMiUQVhwUKRobHwMv\/aAAwDAQACEQMRAD8A+GoQpMcQQRqDNwDp2NigQKk15EQbgyCNvJJrZMWvyQB8yhgm38B9SpDaR9fou303qbww0xOQA5oIHhLtwdRJj1C4QU\/I6gSBPyNuV0dPz5cV3FcsZXscJiKeUH3eVsRmyuuSDBdNiSQdP3VoGFp1AYmwnMPoNPyXiziCXGzW5joAAB5DQLr9L63UpQ1hLhAzNMTZ0gNM32vbjz9fh67DPxlGWWF+HSxGGfTbewJO1hIt92CLHy2C6HSulVHsE3mZIm\/l6aeq09M63QqGKjvERJa9saTe9nLccDXY33mEc2CC5wIJJ2huoAsT5ldkuM+7HzGNt9XwwYf2eqDMTlyj4QNY010ldHpHQ3ueRmBgR8JBbMQQTqQBAiy6HSvaJhdlr0X4d1rvEMdImQ4W+q9r0+g0gOaQRtGixy5tTwzyzynuMnTvZ9oAJmY5XYo4FrRZamNUlxZ8uWV81z3KqRRAVdZojRaSvP8AWurBjC5rh66HtOyYS5Um6vquHJCqbVnefOF56n1x7qzWGmHCSCRHhvuN5vyupWouuWv8PFgR5Lo7de0Z42e2xzu1+wVNXDtdGYabCBf5Lm0sU9phzzpv8psuicSIsQfXTur3G4s7YyYvANLZAm8ERtyuBiej03OjLGuo7WiV6R1e+n681AkfeAd6Ax6Fa455T2y3q+PD531P2cdJBAtMG0xrzHK8ni+kuEw0mPoByvsmMoZhYxbcrz+OwtMyS2NiQTPcxvKrnwYcsdPD1eWN1XyvEd2ZbGACdzIJzTa+llQ71\/X6+q9L1bAjM6CDEjNrmjcm8CNxwuDiqWU88m5B8l4nUdNcLa9bDOZRmUwCbwYGp+iKZvcSL\/hrrqNUnxJiYm08d1yNEUJpKAIQhAIQhAIQhAIQpBBFCEIJNA52\/LRDXR8o0B181FSCAafXsrH1cxl07d4AEAX2sB6KGW0zfjta\/wBfopOZBmxFtwdR2P8ATsrTehFx+t7bdoU21C3Q6KRYPd5odZ2UOkREEwWxrvM8qvaLa+ug34Vpbjdob6GKLobU8Y1vcwJJAOwMrvdGx7qBOVtV3w5cr7A6QWSZmw11XlmMuW2BnUzOht6+XC2gupGMwMgGLwZJ3twNeV6fT8\/jeX92eeO30fp\/tdSIjFMLBJbJhwBB0dluPr9V7DpNXCvbNGo1p+I5HAajcd18Wbi6eXLUpU8p8Ui7vi0DpvabE7p0WUTBEt0s6SbC5yDiYEnZdeV7vV\/j+HPeKfHh9vo4vE0rF7KkkhucwTJkCQdY7bJYr2oqMt9le95sAwtMnfWIjvqvl2E9psRRhlNzoaAA14kmCJDABqQDr3uV6Sj7b03TNOpw2oWeE28XcQTHdU+lKyy47Pjb0uN9smNGRzXMfAPjb4ROoJaTftqvn\/VuvtdUeA55DhENDi25M5ARIFtRv5runrVLENlkEiJAEECbgTpsslLEUmSCzic2UECYDc0aAifUrow4bJuKzOY\/0uR0Lr7Q7xEmYjwwZjeZLjMXXoavWszQGyRYwDf8NPRYcRigHgQGiDcXaYvoR+BVf2umYBMQSQTmE7eE6FbzDX\/qqZ5d3ntbqHUQS4uY8BokEEHiJ7Iw3VDRpl78pBMNBMTOzrz\/AEWZxpOE5m3HMEzGm2\/OyyPqUSADl8MQ6b21k9ypuMZyS+NPQYXqT33fAJvAJIvotVSrxb1gx5ri\/bhM7C9gdNxz2Q3FybEdr384G\/ZO1jcMrXWw9YxEyY0IHP60PKqY9ocIAM6zfXn02XPc9wIMtA0vJvaSMu4vb+iz1OtUw4NIcdpAIk32+Sr4h9K30z9XwrS4zTDpBEfCQTuQDydF5HG4A0mvFQBktLmktLszmugNYR8IuZOnh8l6Pq\/VQH+FzWmYaJuCDaT8l5jqmd7jmgkE\/ek3BJcNDGpmIXL1Vxs\/d6HTY5STbjPGtvmolW1HWiBrM78RPCg9hFiI0sbG9xYr57Kar0IrQmkqpCEIQCEIQCEIQCcpIQCEIQWMpOILgDDYk7CTAn1UEEJtIm4m+nI4QMt4vabTx5bImTJ7dtEg5GW0z6KRayzg4WvmiRYAzra9u2yiCXQOJ45kklJnOvINrDvKQdxItHn\/ACU7Db6Wv57QFMVBBERuNfrylWmYLcphvPEg35F0gABJEg2F9Db+fzVplZULm0xs4ZbSTbYSACZdExZaaWJcwEZCHuLSHS+csExlmHTLdeAsbKgBnKNDAIBF5+LmxsfJDq7hAk201tvI4nX1W+HN2+YizbpDGOizrlomex0FpaZA0+a2DHuDHMcXyYMMMjM0SHECQYsTr3XCD4HfztB2j9aq6jXNOC18G+kiLER33C7MOq2zuDuMxzpY4PPiymXnI0PzFoMECcpmXDS6uxVZz\/FV1\/fbptlcAIJGu+44XDwdXKZJaCZb4hJbMXggmI31VhxrYBk5rkggHix4m9x8l0Y9RLj5qlw8+He6fis0EujL9wk3iJIOUg2uQdFYcZTNWTUaPvEtDiWnUAAAa6WXlPf3kCYudSBfQ9loo4mYBIyibEloktMG17TsrTq5ZpW8Py7+IbSqPbUJzB74922QQ2fuy65EgDvA7LOxwDRmeGtJOQHK50Eg3i+kea87UM76cbp\/aYFmDNJM2iNAMkWIvfvosb1eMu7FpxXXt7fB1aZhvvDNpzDLAGuu60UwxhB9+wZpgEZp8ovMjVeAr1HaH6Tx3urMZ1Co505uNCSDAib6yZWl\/UcZ7jK9LbfFfS8R0zwkv0MEQYMjWLzEX+a5b+s4fJZvjBABNwbfeJjUbX1Xj63UXuinTe8g6BxkydiRqdIssb65MEuEz8N4AEQeO3NlGf6jjPUVw6S\/1V6eo9jnuqVcos1waIMQIDQf1suN1LHMftmsQJmRN5MzIBNgIWKtingu0u3LdoMNmxaSLG3xC+qzhoiSd9IM6TPEeq5Obre6duMdOHFrzUHId+CGNJ0CnVcTBIAEACBAOW09zyV5vvy3VFCaSgJCaSAQhCAQhCAQhCATSQgYQGoJQgEBObR9f5pIJNaL3i1u9wI+Un0QCgjgWt+vxUoBNjAJAk7efZSG0WFwBcg7yB2uL2SePQ\/u341v+rp1qWUgGDIBtwRI+iTqpJzEyeTefOVN\/FQDqTr3+n5qJKnOskyfnMjVSaS7Kzwi4uYF+S46BTrYdJ8uGa4m+Y7Ru6x0HKUS0uJ35BJJEkxMxrfyRVnNJbfWIDRAEmwAi3EKNN4Dg4tBAIJbJAIGokXE\/mp3rxRNxENvI3FwRe7fqb90NfIEglrTJAEWJEy4DeN1N+JaZ8A+EtbJHhGYEWAGYgZhJ1zTsFnmI0\/FTctXxRpZjKmQ0xUc2nJJYCYkxNhqfC3XgKLhlJFjY65txGbzH4jdU0zBBkiNxrI0j1hWvqGoZe6DBvF3HXxEakk\/EfVTM7rz7RpLE1Bn0ho0baw1iRM66mSqyZGl7XJP07fwUaJ1kEiDxxY3BgTH8Qh5uRpO147a3Tv35qdNHvmhggEOBknN4TcZIbFiPFJk67KdGvBcKQdD25S2QXEQC8SG6G+mizvJLWyWgCQLCbySTAk8XPCQJgSfCDyDG5gbq31LtGoTyAbafOxH4p1w2YZJAJEmPFexyj4bRaT5p4YsD2+8aXMBlzQcpI4nafoq7TaY1j8fzusrdxKT3eED1M7xMFtpAvESUqhBjmIOu2lyTtHChKUqu0pQY7afmoqbqkgC0DgAbnWNTfUqLjwNv0UCQhCgIpKSigEIQgEIQgEIQgEIQgkBKSCmUChNTBbbw3BvexFoEajeb77QkTO1z6fQWUiKFNzSLHa\/OvMeaiVGgy2L86XTqtAJAuNtPrCi0fihwgkfz+RUjq9GwDcRUp0yXiRlJgRmkkNHaI7yV2var2PqYQNqQXMtv9Oy4vQMd7nEU3BxLWvBINhxMTxuvt\/tXiqVXAucC0+HMNDBjW9l63S4YcnF26871b\/px83JlhnPw+AsZnc1rGkvcQA0AGSTADRudLbkqt7SCZF7ztfdWGW5rcXtaSCDMceSiA3Lqc06QIiL3nWYtHN15eU+Pl1k2S6Qb6zvIE7KLQN9O38E2ibQSdo\/V7Sm2Iv\/AF9dvkqpKe5idPzU87Y+EaRvyZcb66aWtooQpMaMpJdcRDYN5mTOgiPqkotxOQWplxEuGc2a4WiG6tMXIJOo0VAHfT6+Skazi0MzHKCSGyYBMSQNATA+QUEt3ULmnM7xEdgZidQ3XwgnvAlQe0gxbixDtDyO4UQYIIkHWe\/IRrJJvrvc\/wAU2G6ZvM95nj+Sgp1HEk5pmTM87qKi1IDo9NEHWYtxeLesoShA3EfyGg7XQGjnad\/l+uUkR9e4+qAlJSqsykiQYJEgyDB1B3CigEk0igChCECQmkgEIQgEwElMAQbmbQIsdZkzbbbdAh5qyAW75gTMkRl8IbA1JmZ7Qq0ydO39UCUiTAF4uQNr2JA9B8ki2wPKkYBMGeDcesIJUmiJJ8OYZgPijcjbtruotflMg6aSB+Cgpgg9t7Cb8dgp2EwjcE22MeuhU31ZaG5RYzm+9poTxMn1VaFG6J0yIMztoQPO0XXT\/wCP1hT9yHnJ3N42C5QUid7eUcW0WvHzZ8c+26VuMvuJ06ebMZaIGYyQ2f8AtnU9gqlY4t13n4Y8MQLzM3M2+qbKjcrgWAuJbldLhlgnMIHxAyNdIWdSi0t3k6yAQNvCRY7xP6KgrGFtwRzcEi+2xEeg11VaipSHeQDrG4m\/np806pbPhmP8UTqeO0fVRc4mOwgeSE2G4b2ve0fLt5JsqEacjYbaKJjv+Pr22sknoOP0fxSTASUATaJI\/O3zShCCyvTLSWEtOUkS0hwO0hw1FlW4R8pQkptBZJNJQBCsZTlrnZgIgZSYJk7DeIv6KtSBJNJAJJpIBCEIBCEIBMJJoJJtbM9hPpyooKAQhCAThJNQGHWI5+fpwrHNMEnQeGbawYH64VSanYAiEIUBptjf6KKEEgJngXuQPx1NtkiEkINGKdm\/aOqBziYgAgwLAm0CwFu6zlCFNu\/JDBvp6XQe31SUqVMuIa0SToAoA12tgZEXm3cQdfPlRVooy3NN5ADbkmZv+uVrwXQ8TWbnp0KjmkxmDTEgwb6aqLfymS30wNPbaL\/j5pSrMTQNN7mOjM0lpgyJGt91WpQFFMqKBoUhRd+6fkU\/sz\/3HfIpuJ1UEKTqbgJII8woqUBCEkAkmkgEIQgEIQgEIQgkEJBBQBTUUIJJpBCgNEqJQEEk1FSQCEIUAQhCCMpSghJWDlXYR8Padg4T5TdUKbHRB4vsdNLHVBrwVF9T9mxsu11AAAMkydl9E9m8U5jAHPpUxSZTZUfMvFJpMupTZpLnhrnBpcLGCLjzPs\/SY0io3Wq2rTNxYyx7QGwMtg4anQ6K+jiX06ocBBAdMw4GNnN47HhYcnm6bcV7fujzfUvd++flLss6m7iYE8T4p49FPqPRq9AMNWnlFSm2owhzXBzHCQQWk3A1Go3AWjqmJr1BTp3cKDMrSG3yS7LmI+IAGJ9FhodQqsa+lPgfGdhAIJBsYI8Lh+8IK2npnld21lXqPZCjUcyrkYHEObYuLdQeAeF5tgNyBMCTwBIEn1I+a9p7AYylh6dWpWc4B9SmwQ0m4a923IP0WPUb+ndRpwa+pN\/94acDg6lamKjpbmvlaBIGwJdM2vtqq8R0UcE+ZJ\/ktnT\/AGuwVOk1rjUJAizONNSq6\/tngzpTrH\/Kwf8A2uKzl7rrF3S8WvNea63gSymTEAEfivPr1HXvaChWpOYxjwTBBdlizgToTsvLru4O7t+5w8\/b3faEkLZTpNjM5j8pBALZAzR4bkQd7LZiy1KZESIkA+h0KirMTVzPJ5NvIWH0VSmgQhCgCEIQCEIQCZQhAkIQgYTUUygSEIQMKQUFMKKGhCFAEIQgg5JMpKwFJro2nsVFCDs9PrZaIzNzNz5vCBmHu4JzHUMOYjcXKlTxzM4aadSQ4gNc4ODXTrlLbwY+Wy5tIjIdJvrGhgCPr5eq20alJtJ\/7IueajctXO5pDIOdmQGJNrmbSO6rZEyvQ9N67UpPbXZWD2+6qUzSdRLs1JzQ19JzZgza82yz2WXrFZuPr5W0qOGyNLQ1pe6zdzoItoANV5xrnZobmBmNwYiCD2t9F0OiUnCtGX9o0QGkxBt4hMgkagaaKtx15XmXw39KwNNlSs1xOVtN0925gDmBGocG\/PRb8PgmvwxyuaxnvmVGuy2huYaW3IETsuZQGXFVhlJ\/ZOBkgwSxslx3k2\/zKqrAovZUaGvtkuYblec28XBPyHKrZv8Aw1wk+Z+UKfs1iqnjpUi+mS7K4FsENcW7nsrG+yGO\/u5\/8qf+5fQ\/YFs4Ch294P8AVevQCnquHk63PHK46nh04dLhcZd18r6R7K4plQOqUYZlqBxzMNjSc3QOJ3XkAv0LToTbmR+S\/PlNskDuujo+bLlt3+38ser4pxya\/f8Ah0K2JfTtTe5gOoa4tBMC5jVYqlVxmXEzcySZPJWnHaeWU\/MEfkshXqZzzdOGK00wEiFhYsSEIUAQhCAQp+6PCfuXcIK0K33DuEe4dwmxUhW\/Z3cJ\/ZncJsUplW\/ZncKX2Z3CjYzoWg4V3CPsjuE2M6m1W\/Y38JjCP4TYqQrvsr+EfZH8KBShX\/Y38JfYn8IM5SK1fYn8KJwT1OxmU6FFz3BjWlznGA0AkknQADUq77E7hdfoFB9NuJqt+NmHdkI1aXvYxzmnYhjnX7qLdJkLEdGr4UftKT6bi1xzOECA2QGObIzWJ20WXq+IeajJaA5lOkzwjU06baYJHMNA8wV3OgdSIwmIpVHk02OovGaTkL6ga4c8GB+6Vz8NgvePNN1RrqtXxlxDg1gAL3vc86jLLvCDJGuxjf5NfhzW4aoW1MzmtyeJweQHEgkQ2bkzItytfTccTWpkgAGmKMgG8Nytmxk2bojqdDDtYfc1H1y1zR7z3Zp02tc10tgy7NmFiSBrY3jn4WW5XwYbUaQdBOsTyY+in3D1XWfiQzETBDaoe10alriWtcAbCC0EDt3WZjAaZJ0a9+UxY2bAvxEx3PKswFdj8Q01WtyzudmthrfmB81DGV5cKeXLE6zOnfX81T50trd2+l\/\/AJu6cEyPuvqD\/wBp\/NeqyXK+UexvtA3CVPdvrZaDnZnEtNQDw3ENvJgXGl9V73\/nrpn96\/0q\/wDsXldRwcnfbJuXy9Lh5sO2S3WnfwzNPNfAW4f\/AKmo3911QfIkL7BT9vOmD+1f6Vb\/AGL5TRe1+LrvYZa51RzTBHhdUlpg6WIXX+mceePJe6WemHW545YzV2xY0aj\/AAj6EfxWNq39QqnOWQIg6C5kE3K59PbzXs5X7nnz0nTZJhVVNT5laaRgk8QPmQqm04MFUzx34hFKEyksFghCEHTbe6kGpoVEmGJ+7SQoSYpKXukIUhiiVIUkIQP3SkKKEIJikmKRQhQaP3SeRCEBk7p+7HKEKRIUxyr6eCB+8AhCgb8N0EO1rNH6813ukdBZSdmFRrpa5rmn4XNcPE0wmhVyaYyHW9mm\/BTbS92X+8qNdUfme4A5AXBlmtJmALlA9lwHEtpYdoc11N8OrF2RwyuyEwGmDrGyEKm\/hbtjlY\/2Nq+7fSpEH3r2Oc4hjABTDsrQ0PMkl5JdMWEBY6fsf1AM92KtAMgw3wnU7+DXvdCFMyqLjGbE9Ow2ELqbyA9sOl7WlzgQLttaPEABM6yNuD1XG06zs4LwZ+F157yNyZSQtMcPlllfhhoVXAhsAgkeEzB84v8AIr0\/s66nRLmPZSeS\/KW1WUqlwPuOL25Z0tmBypIU1WXy9RhBhnuLXYbCUxbK4MpVMxOohplpFtRqtbukYOIFFotqym9h9S2JQhU3cb4bSbjh9U9k6D3tfTqOpwIIcMwPcSZFpXKo+ydETOLZY38BEHicyEK\/1Mr8q3GRDFdBw4\/tbNQ4jKYIG3xHlcbHYIAmK1MjgF34FtkIV+7L8qXTA6n\/AIh6SUOa3Yk+kIQiFZSQhB\/\/2Q==\" alt=\"La importancia de mirar a las estrellas | RTVE.es\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u201cUna estrella se forma cuando una gran cantidad de gas, fundamentalmente hidr\u00f3geno, empieza a colapsar sobre s\u00ed mismo debido a su atracci\u00f3n gravitatoria\u201d, dice\u00a0<strong><a href=\"https:\/\/rpp.pe\/ciencia\/espacio\/la-ultima-tesis-de-stephen-hawking-el-universo-es-finito-noticia-1120315\">Stephen Hawking<\/a><\/strong>\u00a0en su libro\u00a0<em>La teor\u00eda del todo<\/em>.\u00a0<strong>Hidr\u00f3geno<\/strong>\u00a0es el elemento n\u00famero 1 de la tabla peri\u00f3dica porque es el m\u00e1s b\u00e1sico dentro del universo y el que abunda.<\/p>\n<p style=\"text-align: justify;\">Cuando el gas se contrae, los \u00e1tomos colisionan entre s\u00ed con mayor frecuencia y con mayor velocidad, esto hace que el gas se caliente a temperaturas tan grandes que cuando los \u00e1tomos de hidr\u00f3geno ya no reboten, se fusionar\u00e1n para formar\u00a0<strong>helio<\/strong>, el segundo elemento de la tabla peri\u00f3dica. El brillo de las estrellas es el calor liberado por esta reacci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Subrahmanyan Chandrasekhar is considered by many to be the greatest of... |  Download Scientific Diagram\" \/><\/p>\n<p style=\"text-align: justify;\">A inicios del siglo XX, el\u00a0cient\u00edfico indio\u00a0<strong>Subrahmanyan Chandrasekhar<\/strong>\u00a0fue quien calcul\u00f3\u00a0el tama\u00f1o necesario para que una estrella explote o se mantenga\u00a0 contra su propia gravedad. Dicha masa es conocida como el\u00a0<a href=\"https:\/\/starchild.gsfc.nasa.gov\/docs\/StarChild\/whos_who_level2\/chandra_answer.html\">l\u00edmite de\u00a0Chandrasekhar<\/a>. Por \u00e9l es que el observatorio de rayos x adopta el nombre.<\/p>\n<h3 style=\"text-align: justify;\">Un poco de qu\u00edmica<\/h3>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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alt=\"Ilustraci\u00f3n De La Mol\u00e9cula De Ox\u00edgeno En El Fondo Blanco Aislado Fotos,  Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo Libres De Derecho. Image  31529545.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQTf5IZigOCw5_uoHHJ_4xa6uqI8MGsM54eug&amp;usqp=CAU\" alt=\"Sodio: regulaci\u00f3n y funciones \u2014 Mejor con Salud\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Icono De Magnesio. Mol\u00e9cula De Mg Con Attoms Redondos Ilustraciones  Vectoriales, Clip Art Vectorizado Libre De Derechos. Image 74862475.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El\u00a0<strong>\u00f3xigeno<\/strong>\u00a0(O) es el elemento m\u00e1s abundante en el cuerpo humano, junto al\u00a0<strong>magnesio<\/strong>\u00a0(Mg) y al\u00a0<strong>sodio<\/strong>(Na) son el resultado de gigantescas explosiones de estrellas masivas que son\u00a0<a href=\"https:\/\/rpp.pe\/ciencia\/espacio\/astronomos-captan-la-imagen-mas-detallada-de-la-nebulosa-de-la-tarantula-noticia-1126018\">conocidas como\u00a0<strong>supernovas<\/strong><\/a>, que ocurren al final de la vida de una estrella, cuando se queda sin combustible (hidr\u00f3geno) o cuando acumulan demasiada materia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nuevas moleculas de carbono by Valentin Osorio Martinez - issuu\" \/><\/p>\n<p style=\"text-align: justify;\">El\u00a0<strong>carbono<\/strong>\u00a0(C), presente en la vida del ser humano,\u00a0 y el\u00a0<strong>nitr\u00f3geno<\/strong>\u00a0(N), presente en las plantas y animales, existen principalmente gracias a las estrellas de baja masa que terminan sus vidas como enanas blancas .<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"BF3 Boro Fluoruro Mol\u00e9cula 3d Aislado En Blanco Ilustraciones Vectoriales,  Clip Art Vectorizado Libre De Derechos. Image 53624025.\" \/><img decoding=\"async\" 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alt=\"Mol\u00e9cula de dicloruro de berilio - YouTube\" \/><img decoding=\"async\" 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\" alt=\"Nitruro De Boro De Los BN De La Mol\u00e9cula Ilustraci\u00f3n del Vector -  Ilustraci\u00f3n de mol\u00e9cula, nitruro: 86282952\" \/><\/p>\n<p style=\"text-align: justify;\">Los elementos m\u00e1s extra\u00f1os son el\u00a0<strong>boro<\/strong>\u00a0(B) y\u00a0<strong>berilio<\/strong>\u00a0(Be), y algunos is\u00f3topos de\u00a0<strong>litio<\/strong>\u00a0(Li) son \u00fanicos en sus or\u00edgenes, porque\u00a0fueron\u00a0el resultado de part\u00edculas de alta energ\u00eda llamadas\u00a0<strong>rayos c\u00f3smicos\u00a0<\/strong>que al chocar con ciertos \u00e1tomos dan lugar a estos nuevos elementos. Estos\u00a0<strong>rayos c\u00f3smicos<\/strong>\u00a0se<strong>\u00a0<\/strong>acercan a\u00a0la v\u00eda l\u00e1ctea\u00a0a una velocidad cercana a la de luz.<\/p>\n<p style=\"text-align: justify;\"><strong>Fuente:<\/strong>\u00a0NASA Chandra X-ray Observatory<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed os dejo el trabajo que os har\u00e1 mejores conocedores de lo que, en realidad suponen y non las estrellas que, como antes digo, sin ellas no estar\u00edamos aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\">Emilio silvera<\/p>\n<\/blockquote>\n<\/div>\n<\/blockquote>\n<\/div>\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%2F2020%2F11%2F28%2F%25c2%25a1las-estrellas-%25c2%25bfque-seriamos-sin-ella-p-no-seriamos%2F&amp;title=%C2%A1Las+estrellas%21+%C2%BFQu%C3%A9+ser%C3%ADamos+sin+ella%3F+P+no+ser%C3%ADamos' 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; 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Aqu\u00ed podemos ver el recorrido de la vida y la muerte de una estrella como el Sol &nbsp; Ainque se ha especulado con la posible existencia de estrellas de Quarks, no han sido vistas &nbsp; Las estrellas de Quarks estar\u00edan hechas [&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":[1,174],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25770"}],"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=25770"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25770\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=25770"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=25770"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=25770"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}