![Imagen del universo capturada por el telescopio espacial Hubble.](https://s2.eestatic.com/2019/02/25/ciencia/ecologia/Ciencia-Universo-Misterio-Ecologia_378975916_115689521_1024x576.jpg)
Setas, gatos, el espacio exterior… Todo lo que nos rodea tiene aún mucho que explicar. Y en ello están los investigadores.
Noticia de Prensa en El Español
El físico William Thomson, conocido como lord Kelvin, afirmó en un discurso pronunciado en 1900 ante la Asociación Británica para el Avance de la Ciencia que “no hay nada nuevo que descubrir en la física: todo lo que queda son medidas cada vez más precisas“. Aquella afirmación se realizó en un contexto que, heredero de la Ilustración, todavía mantenía una fe ciega en la ciencia, y el progreso se basaba en la creencia de que la razón y las evidencias empíricas eran más que suficientes para desentrañar todos los misterios que rodean nuestra existencia.
Hoy seguimos encontrando sucesos sobre los que los científicos no pueden explicarnos el porqué. Algunos de ellos son fenómenos asombrosos, como la aparición de formas humanas en fotografías; otros, en cambio, se relacionan con actos que hacemos cada día, como bostezar. Aquí presentamos un recopilatorio.
El ronroneo de los gatos
Si te gusta rascar a un gato, ¿alguna vez te has preguntado a qué viene su ronroneo?
De todos es conocida la docilidad que muestran los gatos cuando se les acaricia el cuello o detrás de las orejas. Esa imagen fiera de león en miniatura se desvanece y deja paso a una especie de peluche que se acurruca para disfrutar. Un fenómeno que acompaña esta acción es el ronroneo, un sonido que indica que el gato está viviendo una especie de catarsis. A pesar de lo familiar que resulta, la realidad es que los científicos no se ponen de acuerdo sobre a qué se debe este peculiar sonido. Para algunos es una forma de mostrar felicidad; para otros, quitarse el estrés. Las explicaciones posibles son varias, pero todavía no se ha dado con una que sea cien por cien compartida.
Las causas de la desaparición de los dinosaurios
![Resultado de imagen de Las causas de la desaparición de los dinosaurios](https://static.vix.com/es/sites/default/files/btg/curiosidades.batanga.com/files/dinosaurio%20extincion.jpg)
Durante casi 150 millones de años, los dinosaurios fueron los vertebrados terrestres que dominaron el planeta, entre el Triásico y el Cretácico. Sin embargo, desaparecieron dejando un montón de huesos, pisadas enormes y algunos descendientes con una imagen mucho menos feroz.
Los paleontólogos no se ponen de acuerdo sobre la causa de su extinción. Hay quien aboga por culpar a alguno de los muchos meteoritos que por aquella época caían sobre la tierra; otros prefieren responsabilizar a las erupciones volcánicas que contaminaron la atmósfera, y un tercer grupo se inclina por el cambio climático y la disminución de los alimentos disponibles. Una hipótesis reciente afirma que su desaparición se debió a que sus huevos debían ser incubados durante mucho tiempo, lo que, en ausencia de otros alimentos, los convertía en un buen objetivo de los depredadores.
Qué son los sueños
![Resultado de imagen de Los sueños](https://www.arimak.es/wp-content/uploads/2017/05/boy-1262989_640.jpg)
Los científicos siguen investigando las razones de los sueños
Hay muchas cosas que compartimos todos los seres humanos. Una de ellas, tan cotidiana como misteriosa, es la capacidad de soñar. A pesar de que dormimos un tercio de nuestras vidas, solo soñamos unos pocos minutos. Cuando dormimos, solo deja de funcionar una parte de nuestro cerebro: su centro lógico. Por eso, los sueños suelen adquirir matices surrealistas.
Por tanto, parece que conocemos el proceso del sueño y qué partes de nuestro organismo se ven involucradas. Pero lo que no podemos asegurar es el motivo por el que soñamos. Algunas hipótesis defienden que es un intento del cerebro de solucionar algún problema. Otras, que es una representación simbólica de algo que tenemos en la mente, ya sea una preocupación, una alegría o un motivo de tristeza. En cualquier caso, lo único que tenemos claro es que los sueños, sueños son.
![Resultado de imagen de La materia oscura](https://upload.wikimedia.org/wikipedia/commons/thumb/c/c3/CL0024%2B17.jpg/230px-CL0024%2B17.jpg)
![La materia oscura y la energía oscura del Universo - Grupo Marie Curie](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTVGB2N78_HiYHlndqblczmAxuHmN0B6Fonag&usqp=CAU)
La existencia y las características de la materia oscura son fuente de dudas para los expertos en, valga la redundancia, esta materia, especialmente los cosmólogos. Su existencia es bien conocida desde hace al menos casi un siglo. Sin embargo, nadie parece encontrar una respuesta a la pregunta sobre cuál es su origen y qué moléculas la componen.
Jan Oorts se dio cuenta en 1932 de su existencia, al observar que no había suficiente materia conocida en el universo para evitar que las estrellas salieran disparadas. A esa ausencia de materia la llamó materia negra y afirmó que debía haber cinco veces más materia oscura que materia visible. El problema es que no se ve, lo que es una dificultad añadida para analizarla. Sobre su composición, una hipótesis es que está compuesta de neutrinos, partículas elementales minúsculas con muy poca masa y sin carga eléctrica, que se originan a partir de las reacciones termonucleares de las estrellas.
Grupos sanguíneos: ¿un rasgo evolutivo?
![Resultado de imagen de Grupos sanguÃneos: ¿un rasgo evolutivo?](https://i2.wp.com/www.anthropologies.es/wp-content/uploads/2017/10/sanguineos1.png?resize=638%2C479)
Los seres humanos tenemos sangre. Es una obviedad, pero lo que no resulta tan claro es que no todos tenemos la misma tipología de sangre. En 1901, Karl Landsteiner, premio Nobel de Medicina en 1930, descubrió que los humanos tienen diferentes grupos sanguíneos, con sus propias características. El sistema de clasificación ABO es el más extendido y se basa en los antígenos que posee (A, B, AB o O). Cuando se realiza una transfusión de sangre este factor debe contemplarse, dado que de ello depende que exista compatibilidad.
En cualquier caso, no se conoce con certeza el motivo de este fenómeno, aunque algunos estudios insinúan que puede deberse a factores genéticos o al proceso evolutivo que ha generado diversidad para proteger mejor la continuidad de la especie.
¿Por qué bostezamos?
![Resultado de imagen de ¿Por qué bostezamos?](data:image/jpeg;base64,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)
![Resultado de imagen de ¿Por qué bostezamos?](data:image/jpeg;base64,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)
Antes de dormir, al levantarnos o durante el día, bostezar es algo muy común. A pesar de todo, los científicos todavía no están seguros de por qué.
Un reciente estudio sugiere que bostezar es un comportamiento termorregulador que enfría el cerebro, aunque no se puede afirmar cuál es su verdadera función. Por otra parte, tampoco han podido establecer el motivo por el que es contagioso entre los animales sociales, como los humanos. Otro estudio de 2005 afirmó que las redes cerebrales responsables de la empatía y las habilidades sociales se activan cuando ves a alguien bostezar.
El Machu Picchu: un enclave misterioso
![Resultado de imagen de El Machu Picchu: un enclave misterioso](data:image/jpeg;base64,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)
![Resultado de imagen de El Machu Picchu: un enclave misterioso](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExIWFhUVGB4YGRgYGB0gHxoaGRgfHx0eHRofHyggGh0mIBoYITEhJSorLi4uGh8zODMtOCgtLisBCgoKDg0OGxAQGy4mHyUtLy0tLS0tLy8vLSsvLy0tLS0tLS0tLS8tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAMABBwMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAFBgMEAQIHAAj/xAA/EAACAQIEBAQEBAUDAwMFAAABAhEDIQAEEjEFQVFhBhMicTKBkaFCsdHwBxQjweEzUoJykvFDYrIWNKLC0v/EABkBAAIDAQAAAAAAAAAAAAAAAAIDAAEEBf/EAC0RAAICAgEDAwEIAwEAAAAAAAABAhEDITEEEkETIlFhcYGRobHR4fAFMsEU/9oADAMBAAIRAxEAPwDrwx7GMZwYJ7Gcex7EIZGM4xjOIQzj2MYyMQhnHsexnFFnseOPYyMQhjHsZjHsQh7HsZjHgMQhnEGZztOnHmVESdtTATHvhd8a+Lkyammt67KCoiyySJP0NvbHIuIcVq138yrULt/7tokmIFgLmwtfESBc6PoDJ5ynVGqnURx1RgR9sWMcN4BmHpeukWTUWEgkFRAP/IWi/THYuBcRFekG/Ep0t/1Df62PzwtTTdBq6sIY9iCrnaa/FUQXi7DfED8YoDesnyM/lg6ZVovY8ThSz/ippIpABeTEX+kwOeBGY4pVcQ9RiOk2waxNgPKhuzHiGkrBQSwmCw2H/wDXywUoVldQysGB5jHMteLWTzr0zKMVnp+m2DeL4AWU6NjDsAJJgDmcc9fPVGYMXYsuxJMj26YtZrjNSogR2t7C/vgfSYXqoYKniKkNlY/QYv5HOLVTUtuRHQ4QhVGLFKqy3ViD2MYJ4vgH1GO9VwASbAXJxUy+epvswnaDY/TCxUzlRhBdiOhJxCMX2FOVjcc/SBjWP7fXbHsKerHsTsK7hxGMg4xjYDChx7GQMexmMQs9GM49jIxRDGM4zjMYhZrjOMxjDMAJJgDmcQhnGlasqDU7BR1JAH3wMzniXLUxPmBj0S8/Pb74QONccqZhyWJCz6Umy/qe+DjjbFyyJHTMxxCki62qKF5GZn2jf5YX874yUGKST3a30A/XCOa8riHzsNjiXkXLI/A8p4160QfZo/scCvFv8RhTpaMuNNdjF4OhSPiH/u2iRG55YWaubCqWYwAJOEHPZpmZmYksxN/tbtfFShFAvJIm4nxd6rFnZmY3LMZJ+uNaObJ0qBMkDfvgUwMgRvi9knCuthuPleJ/zgJPWhabsfHraDVNpp6Q0Gx0jf5CR/xGCeV4gaQVEZoqP6rkfgJEx7gfbCxw+hUZjWrHTrpEaRsXDgbe1+5JwRosFUagSJ1b7S2o++k7dsctvslaezo33KmMGvHteKdGqDENKkEg9wJj99Mbq+OvhzRyq0Y8mNwZZ1YyDitqxkNhosszjM4rCpjOvEIWNWNtWKnm4wcxiELmrHjVwPbM98aGviECtPNYnWuDzwC/miMbjNjlbAtF2GzVxnAlM4Dvj2IQef8A6jysx56/f84jGT4jyon+ulvf7Wv8schqsd+n9+mMCodj9cJob3HXU8U5QmPPH0b9MX8rxajU+Csjco1Cfob44fXqR8z9ZxtTzBtP7H7jF9mieod7x7HKOB+J8xSUBXkD8DiV+V5HyIweX+ILR/8AbrNvxn52j++AoPuHqcYqVAoliAOpMD645xnPHmYaQi009gSfqTH2wv5zilSsZqOzHuSY9uQ+WCUPkp5Pg6XxHxZQpyFPmN0Xb/u2+k4R+L8cq12lzbkoso+X9zgMlc88ZrOYnDIpJi5Sb5JqlfkcVzUxAXxgNhqFtlnzMeFTFecQ53M+WjN0FvfliFAjxbnTK0wbfEe5O30j74Bmp6QOn7+u+K9SqzszEySZxuBffGecij1Npn9+wwU8OJqzAZrrTVnI66EJj63wOSwHLmcMPhSiNzJLh0MdGUi/Mbz8sIyzqDY3FG5Iv0s2S+jTJNAVDbmrtI++364IqD5gVtyeXQxz5i/2xXyeXZc1JW4oMobSdIYOzQYsDA57x3jFzNU9VVSCTCspPbQCD25WxzptX9xuUX+YA8N1dL1wSdNPkb2BI/TDdm6lNXGgmKksB/ttt7ek/s4TkozVzYRoDhh2BSoNYB59R2YYYfDucFUMDH9JyqnqCTpH0JGHylKEvUj+AEEnHsZc83GDXwM8QZs0GWE9LAxf8Qi3tBnGMvW8xNan3HQ46cM8JRUvkySg4ycfgJfzGNTmMUPMxjXhwuy6a+NTXxULY1nEJZaNbGDUxWnG64hLJQ2Ny2K5bHg2KIWNeMYiDY9iEsoU60EKfxbDl/nli26Xkc/7z9cDszQI0QIMkXvANxfpbF/zQrdQf/H17Yyt/A1P5I4vtJtcR2/8R2xHVQH5SYH9v31xbqAH8zvY+/W+2IqMFrm4tB6deoNx/nFqZbRtQaCO+L9NNQsf3/fFBaURPfba/LtijxXi38ut/jvpH5EnmJ+uBk/KLTrkvcRzlOiNVRgOXcnsP2MYy1UMi1EMq3Mfke+OcZrOPUcu7EsdyTy/t7Y6PwmSi0wIlFLMR8TAAmdt5P8Ai2M+XqXjp+BkMXfZNUWZIO1v39MbU2IsbjHlQiD+EgHruNsZqpPb9/nbGmGVSimuGKcWnsjr0ouNvy98VzUxYzjwL/8AmI5YGmpjRjdoVOky15mF/jmdDv5Y2QEn/qj+398Ea+ZgGLtFgASfoMKy+hzqB35i5F+RxMklwCtkVMXMbdMSReMbUkO/XGrt6p+WMrey3yZqSSB3vh28Mr5YS4OosvaQZPz+Lbphc4Vkw5PUfvthwRdRAAASdQUC4eQRHSbz7xjH1OSNdpq6deS7SrgVWXVYU2JvBJgEjptUJnucaZVyZBgxF7wbR8hGMHKF6isNypj5J/g/bE/DcshViLAj0LeygIpt/t59pHXGNbWjbsGDJimGCkFiXY351HA099gZ6D61fCp8upUn8TkAHY6II+sn6YuUKc1mVrKtTn/tdJt85++FZOIMlQk7KGAU9iT9Z/PGnGvUjKP0M85KDTGfx4g9RUWSraDIhk36i9o7Yp8AY6Wt8RkfT/B+mCXEKQfLPYyw1x7AH53G2A3C82dSAn44A+5+W/3weF3ia+GVlpZFL5Rrxfiel4RQI3n+0YrDjLQPSJxFx1R5rEc/0nA/kMdHE7gjBklU2MlLPqQJMHa/WO2LWFrURI5HG+Vr6QfcEHocH3SRVoY5x4NgRW4u02UfPF3K5kELMAt9Pne2C715LW+C3jE4ycatgiG049iINj2IVZf4jldaGDDRYx09uX+e+B6EyytYjYHt9gbjscEMpV1U4HxD+23tOMH+oDA9SxI6x0+U2xyoTa0zZKKe0CaeYUMFPcEwNt47jf8Ae1or6Tq3iNQEbTHP9+2BeYUq+rSSD9gNx/g9t8XQ4MrNmX5bCw7RH1xql4aEpnv5xPLLH8A1GekXm/3Hzwg53PGs5dvkO3LBnj+ZZENM7tb5fp274W3tgcip0g8e1bLGQol3AAm4t7nHWcllmBMTIXfnte/Ycu2Oe+C8prqFp+CLdzPP2Bw/Z3j9Cg7qvqqpcKdrfmJB2nHK6tylNRj4NuGox7pE3Ga3lsPSqsQAQDNlUG3LcmPvinXcSFPPaeeBlXiTO2p2QspmOoMXgX6Dc/2wUydSkyqjHSpMzGxIkRMwCZEkW6dJhzvE6fAE0sm0UeJ5tZ0xIWC0G41WUe5P2B7YEceqmhUFLm4BDbCGi83veMNPEvD6rTcUmEMFJjfUCpksNhYb9QexXvFmUaolNyDK6li0xIiY2No741Q6yXfSemLngVW+SSi4dKjRGlvSR9tr3E7bxiXLZcV6LU6slgxBJuRaQQY7j6YHUGAoqDKnaYvc9N4MH3ti3kK0VwsxED3MTbqI1D67c82S9tchKuABnqL0TpfaPSeoPP8AxyxRpPJ2tyw6+IOEebTJX1OpLIBzVgJXvsWB9xhJcQ0be+NuDN3x+pmy4+10M3AKqpSeob6XBbfY7djefvOGzhmWO4ggXPsrCPlc4TuAyctmEBExq5SYBm25AAP19sPnh9m0Ixkk01Jm1yvSev7OMXVak2a+nWkRQTq8smUkr7BevSCZHfniuWYIDqOkNphTzNog7gkD/tHbB/iQgXuCqhuULpYsYAtOu+F7iWXqIIKk1BU2APqCjWsD2EW7+wqMPCYyXyVs5WitRjZmJaP/AGo2mfmZ+eFalSDuWGxNQRzvqt73H1ww8ZzirSpVFvdSN4uL99h98KPCmmqq/wC4ke1rH5b/ACxp6eL7W/uMueXuSHjw7WNSgk3OkrfqRB+xws8OPqpb2a/blv8AKflg1wMsFzECCvrX3ZST9xHyjA3NHasllZj8mIDfkT7QcFhaU5L5KyX2xfwQcUfVUc9z9rYoJuv1xYzT2J64rUMdGGlRhm7kTO94xtRGIUMnEiPv9MFYJluXti2K0LA5f2wPD3xM1T8sU9lqVFnL8QZe46H+xwaVpUN1/f6YWEfEmWzR1bza3+PpibWwoy+Q+z49ima4OxxjDU7KsIcMrAsHDSGEG/Pa/wCxy74u1HFNxBiN/b9YwmcPzjIRBtuRglmeJB5n5H+x+2OfPBJT+hpjmXb9Q3xGgrSVA5aoP3Ee3ytgXmGgyLiPad/obYojNMDv7YrZjMbmdhOGQxuPkXPKnwCvEWb11SRsIHz5/f8ALAkgk2BJ6DEhUs0AT+uCWVyigci/Pe21vtvhTlRptRQc4TlVoUimttdUqSRAKoBePiggnngpxPwhmGVvJVnY6QjhAAYnUpglUMgGTAJ53wspb4bnmCQfsd/bDF4Xyxr1PLWsUBOs6GYekCIN+w2Fo33xmyvs9/8AI3HLv00KXCpSqVdirAldOk/ELEW2wSyfFqjEoBpK7mAZOq25sIJ2w3fxV4OxFCsEllXQ5GypMpubxJBJ97XwlGnq9JPmEiRDjUCeUaoK2n54FSjlj3UVOLjKhtyXHHam1NoQD0gllsY3BvpNyY9sXK9BjTghpay6lJOrSYkR6uZP+Mc//kCSS5IDXIUkXA3upBwb4hxSrUulVoiwlTEqRIMA7EjnucLfS7Xawllil7jXimfpU6h1SahsyLaDpg3Mc+wIxpT47SLI5psdI0zqAnr/ANJ5TgdlKADMGEGPSxG1t/33wTpZpqcMagtA9JP/AI5jnzxpWCNcie/YeWo7rQrUzClQCgM7C0Rzg/bFHxDwtapRw4DgBSTENBE9ww1E/bpOh43VJ0nUi7zO9+xsDbFuvxlWp6q9l1FrfQWBubAXMWHTGeOKUZpxY3ujJNEXAMsiUqyrUSo5BkA208wOfqhft8z3BK2nyiBMFAZkHSxA/wD2iL88LGV4lJFREphuyL6gLgki5O3PkOmLzcbdEVio53A9UgzcG0b4ueKcnyXGSiMXHHLAMbawzRcek7AexIH64omqWCs+ohVEDnBI+9+fTFJOONUBZyHAMSk6gDDEaYidre97Y1yebUiQfSt1F502mRFtuftgHjkgnJNkHiDLg0nUWNNpgbAtcj2ho/4jAHgiKKtMtMAMTAB5HrYHvyMYNVyzOWLKNRFoNogDlc4q5ThtRGqnTC6Tobl6psD1++2NUJpJpszzTckw34bzIZdZHxjaZj1N+/ngdkVnJ1VP4aoC87jSpHXc/wD5DGnhrMf0ri6QB8tZn3vp+nTEueoeXWqJMrVLQw/D5gEg/MA4BxqbX2P8HYd3FP8AuxfzNQXHOcQpVjFrjlLTWa1m9Y/5bj5GRgeWx0YTTSZz5RaZOjx88bLUgYq68ZLwDfBdwPaSpVvjZ6lifaMVEecbVm2xdl9uyXzMeyzwwOIi1sZy++JZfaEBWg29sex6sgDCDM9ueMYpSKcWVEbbE9N7weeCPEaKBUZMhXQaQC7MWDQInSoGknfcAzsMWKPAndWdFSoouCrCdMSJTXqV7bd7Thb6qDNH/lm+AWpItipxB4WBu23zwyeFuGDNZlabpVWjcswVQBAJEyhMEiJ1Th347/D7K10QUlajokmpYSDG4IJMRPLc4z5ethF9r8hQ6OT91nFKFPTbmRc81JxMXMbTy7+++HTingAIWSjmDWKIXLAL+GSxgGSAOYJviv4g8IJlvJ1VirPTDkRrUg7EfCVJM2v7jch60Bzwy5YqFZexMAxfnteflh+8G5hA6aoNSp6VCCSWvFTcENaGMiwmcA+CcPRmNFQXZiCNImL+osWPpXv27xi94r4VX4b5b07mqGlkUjSFCyGIBkHV2mPoGRxyewZii4+7wdPzwp1ddMqdQEzuNNoIOxnVsReOeEar4VVy6+awOowoUEqLEEE3K3EHv2uVbi6U0pu1QJqUamBDQFUQvlyZNgZi2k3E304fx9axspI2FQ6SGBGx0kkfPpyxy+3IoOUNGicYydMpcO4FSpiKqozat2YktcRpiNMXtB9+WF7iXBgKraZUSNlIAMXiSbTP1wxcU4gtEsjU5uoJQAt6gYnVc7HrzxDxzKaESooOhxvFjsfkduXLF482ZbXkz5IqteBTfh2/rJkAfKcRtliCW3J67fTl7jBV2TkT+/litUfD49TkvZkaop1MwKfqm0RHLGtPUKhZ7JuBPPuB88er9133kA/v3GKdXNNBEbgx27yd9sa4e5XEkXYcfNUtGoksRuAxEX+WKWX4mHeIMTYGL/WYOAtKqZAsQ1zbcwd/njevqW3w+3/j74aopakMcnYyqxBNm+KQBvAjlz5/XEwrMZ9O9ug27mCSYPLArI8UvT1qGJ9O0wykXie4xdzLCp6XpBSRv6SQbwYi2AyS7XVaDTJ1LgNrSnpud40wd42uAZHfGQtSmzC5APL8V4kT3GCNelVcTpW0xMt1iwABMHnN8RUuF1HpBQWUgnTKm0GQLwQeU9h8kesvNB0UMsjIsRIhvvMcuUn6jE9TM6ijTfn32/tzxc8KM2nMZeos1aipppT6mKOS0NsLAmdXLnGLq+EGWHzFREQKWKiWIKwAA0BSzMQAIPacO7k2u4ijrQqcTfzKYPNPytI/fTAQ7YYeIZQU6joZBpmGEg7qCRqAAMT05YBcXyr0KppsD2kbiJH2O3LDsbS0jNkxu7KxfGrvjxI3Ez0OME3IIw6wKN6fL3xtUPLGlIEEY8Gvi0ymtm1U3xJkgC18Vma+JKODTI1oJ1DMHvbly/x98exok6f3vj2LUqFNHWB4XWkdShm5ep6h0ib+lnInbY9Y3jFHL5elSqKo0IoIZ0ssjoTNhyHuMEuKZzMtncvRaFy1ZioCsQ00oDTtALbbyL4SeP8AFUavmKJpK5SqyhwdLnSxEkhbSdXuCOmOEoOW3v8AM7cmkP8Ax7jNLK5V6lEJqQqHUKYUtESLH4TAE9OmFrJeN6WZqOucrGgjKafpnQQxM+nSdJiBJuATfCo+aVWLUK+ap6ruCVa42E6lNpi/+MUcjTpM39UM5ZhAZoDEmLgSRM7z/h8cap2A5u9HRKPiDL0qGXCNSdlylag6h1EPVZDOonSR6W+Em+FemzZ+rSoV65I1KqfKANh0tciL77YC+KuFHLZqrSCtoVyEYg+pd1gnf0n7HGOF5zy6tJ4I0VFafZgeWDUKXcmLc25Uzunhzw3QyqxRWNiSSTJBvMnfviLxVmNC0KlzTWsq1PUAAjSCxk+pRFxzxa4/nzSpCol0UywAkshsYAjbUGPYd7c2r+KDnA+VdVp6qjMhD+k1NZ0KWI+BjsQLFlOwjGeMXLY9yrRDxuomuUXUqHy6gKiXJ+EMNtDL8JA6ncjF+pS8goRRWnTa8s1MGwBKimSCYJgwDzxnwtwSrXZKjr5Yp+gh11aqYaQpBIhkZZUnpt6Rg/8AxJy5/lUZR6qZLCOcKfSfcTfqoHPFXbUUThWKGfqu1Sm7eUfMXSbg6on8Iup9REGBffngxQFPN0gGYhkuI3WbHtBgg+2E3L8SV3Vm1KrC41SLyDqkElTPK4ubmMPdHMGjSpPJKlCpJgnUpgSFHq5AkcjN8Z+pwPt9mpLgCMVKwLmfDb/gNurEf2FsLvEuBZikZLgryYX+RsIOOlZfOI49LhtwROxFoixkfbFfN5pKMCo5vADEfF1sBG/L26jGDF1WeEu1x38VsVPDGjlb5FzvVOKz5MLMtqkRMiwiD9sdUymaSsWhQIMANBOwnlbf8sDOJeFKNZ9RUI530gaW7xaD3543Q/yDhLtyKhcsEkrTEDLUgo1ArBBUDv1kDfEFai287e+GniHhOpSBFKDTF51BSD3B2+uAmayNVbH/AOQI+oMY34+ox5NqX6CZJrkGZOoRrAu0Svcjf7flg1k+I1iEal50U2hgNQQekSJ2kkAwepwHOXIIIhYMzc3GDnDs3aDYmRvYqTt3Ecu040txavkZjkmFMxxyoKT1ApkXGpiRHPYxYxbviT+flBUtoaIvEiLi+zDe/XAHiDikv9KnonodQ1ezAm8D8X6Y1p5zVIWqE0qJiRqjsogHtYffC/SitpDr8BnLcT05hatMqatISuqwKtKkEj0zEkTzPsCb4l4opVUUaJdlb4yYRxKxAF+Zj6jHPshWKqxJ+MwT9z+f2wQyFV9ZCq5XTcQY0z0Hzg9u2ByYYtqT8EjPdFng7qtQMyeXpIgFwUa9x1ANhYn9Jq1P+ZY+e5OkVIAAJ1uJBBEECQtjtA2vihTpOlTzAK0kGVJMX5XUmOxn54lqZtWZPQylLjSZAIED0QJ5Wn7Wwclu0TSVA7OcIqIoKqTALNBBhQdMiN76rCYicDxBG4PfHTstwxSr0jU9Q1CRBVQYYR1YMH5W0kHuq8W4dlkqlNRR1JDrDXgi6kjSQd5Ee2JjzpvtfIvJirgWqdjGPP1wf4n4aq0iwnUQYIsJExIve4ItgDmVjex6d+eHxknwIcWnshnFmhYTiqLYs09sMTKkXabGD1649iKk1m+R++PYIV2s7txLM06tWi1RNOmfKP8A6gLRLD/YLLcX2625Txvh/m8TrJ5Rp0kYahYSpAGq3U6m1CTB5nc94g8Qilmp81QygqYhgrEkgFjdTDEMBIGgc8U+EcPYRWrBnpJT9aGmyFA2pIOreFknSTZuUW5GCDxpyl8HZm1KkgXmeFKhKoJpvQhqk+im7OHBteyoPTvbDPlvCNKjSraqOrMUaCZgMGLByCxhVsP/AEzyPxDnhg4XwlaNSpkx/p1cp6VaLEMyNpIGxDKet74Gt4mpTRBq+TXWitOs7BvSAFd1EwNR/CxG+1je5ZZPiyKEVyHfHNKnXyGYAZZUSCSPS6lSBJ2a4X545hmPDYp0aVQ5hT5uoemlKgpp1eoOCR6hcKedsacU4yoq6KLzQqEsaa1CQG1EWJkFoAMkG5tEWtP4ioPSo0WWuooa4ur/AOowNz6TyA2waU4R0A+2T2GuK+JFfKpSWojVRQFEsQwhWCGqSCt9XloLCfbmk0OG6nCCtSJbYRUPYm1O3L9jEzVcvK/1KzaBvoQE2IuTUPWdtxjof8OOEZY0mq0mZi5h2MagYkIItABnvPPYRy9KNoqvUkNvhzL1EoL50GodzBEgbTM3gb897The/ihnXXKGnSYeuFcESSgYTz73sbNyw6ohIAJ2G552/wAfnjjfirP1Mxm3FlVFWdThAHekgcDVuPTG9r/7jhGJbsbkegSnpvUy7GnHqeGBvaQT6ZkggEQYA54dfGdWnR4blmA1BnCow2Gs6gTN9OlTbrAwA8O8GqNXCkEUyCCQ6urg+kgMpN7jnYkdsGP4i0Ep8N8vSwXL1FpqxgksQWBExKyAp+cbYYknkSAjai2AOKNmEVKql/6hMCnI2UTJU2+Jbe4tGF1q2aqOFqVKukXI8znHSTHLfGcxxp3RKRVGVJ0yGEayCdmEzA3xb4ePVYwBYlADueQbeOh54YoqCulYEpdzDGbqDyRU16mqVUS+m8+k6lj4l9NxyI643OWqUDUpq+hxK6yskgOSswLr6jipmWWbwVdkDKvJ5lHWfwm5E8tSG4JwQ8bvWGa00ok0kLHT+FwRFgS34rx0GF1uvn+A3xZazPiRFAFcLqWVfTJ1W5KVuDb64rUKVLMGUmmpAIB79pEGffAnjuYpIQ2p9alfLUEgQxBuCJMD2xvmMyKWsU6VUkn4lB0gtBnUTps0m3tbCo9LBK4KmwJJN7JK/BHN1WR3gH/tJkG2BdXhNVfwHrH72PfB+i9REM0m1oRqpwQSNz6heecgwbb74tvTXMJry7hHiCjoC0ibaz6gZ5Gfltiu94n7nr5/cS+njyrFijVqJKmQxEWv8iOX98bgVhLesQJkkqL9zFvbGXyebWR6p22afywOzfDqy/EsE9Vv9xONSywfDQLml8lrKZptWk1ml9jIYAzsRyMzfG3FhTCAMQKg9YMRMTa28kfu+KuRVkYyNJA3AvHUmbxf9jFkZda7OA+pTHlhgAU9Q1GNnGkEWvfbniUu7u8BQ9yKC5gm4JgRzMAwIAvHLDVk+D5aox8up9qcx3G4wpNmihBWmAO25ECZja24jGz0XpllViRVgghohVYMecSCsfXDskHJe10XF1yhvCUkeomlqxQx6wAq1bEMNIEsB354h43xJqi+TUcnVp1IgW0EEETzJH54W8lnan+nV1MVbX6jPqY/ECexJDA35Y9VzZp1CpZyBBEwbMJuD7/bvgY44x5Vv5/YucrH6nlxXRTQqCYAZXAufOao87iCGflMkd8JnGOBETpqBzYlSfUoYSJnnEffHvD+bcZxZQhXgdLdY52nDt4ioo1Pznd0Cq4JAEEvCqIiTpsR7nGOWWeHL23p/wBotxU4nK62RdBLKQrbGxH2xqKkWOHLNrodKFVQ1JkDlpnSPwmRMW5jC1xPhL0z6ZqUzMML/WO2NuLPepCZ4yLLuOf0x7GlXLskahb7fUY9jUnoQ4nZF8NZOm1OnXDV3qsxRqgEKUEldQgwZsAOV7gYk4Xw5VqcRyKghWUMgMmBVpxIk/CrCPl1GLFQmpk8rmXbQaJp1m9MmykOI3EzFuccpIC57x/RRiERmqMF+IAAHmGk/hi3Wem/HSnLS3+h124x0FuMZgGkaQZTmFoaGe6qEPpf17ISyHuOfdJ8dZBmpUggaoEsap9WsESXYySAvoVZ3kxyxHl8ymaytSjROl09cO863cs7AkmGICHSTzJJ64B5XxTmKKFUqSrW0usrHYWgb22xoxwnHjlC5yT0/JLxHLUqAWkUSrppo/41J1Lq2UiT6uuKrmkGgUaYNyLM1xG+tiDv9jjd/FdZ3L1KVBm9PqaiCYXYTMwIA9sanjhb1Nlste/+lHykGR9RhqjPz+optPhhjwpw6pmagZEpqiMQGFGmC7C8SQTEC/uemOucD4TSy6EUQB5jazAsWaASOm4H2wJ8EVqVSklSkulT/SVRPpZFlvkYHfbmcM+XpC5W0HbrqKme0+qPftjBklKcnevoaoxUYgTj/iBcqP5gmVFKoEGwNQVEUr3JJHtDY5FQzrh9ZK6p1TAYAsxMCQbTvg7/ABSrtUAyiq/9Ks7rK3qeawMAg306iCCPyws1+H5tKasctWAET6CeRn5fpjVDGlFfURKTbH7wVUC11NOmPIq2IB/0KoBJWOavIK/KfhxL/EPjFOir069PzVeoj01I9K6aazJuLy0c9zyxn+FfDv6JrMoYsoa45mCpiTNpi36kH/FWm1XMqqNFZUCeWSAKiFm2JMagdXpO4NtrqhFSyNMY21HQAbP03Q+VkaVIn4agZZHdSVEHcSTjOUrrThWQlRYjmTeYIMSD1tIwG4Tl2uAxZl3RQ807wSwKxvax3OLGZOkLIYDuCLRIgn5fTDvSUfav+/8ARMpvljEtYU2W4Kt8DEWbU1gegYgf9DAHkQSX8UOHvUqZZ1OkPlwrXWZUzAGoaj6xt+mFjhmZSoy06jGPMVkI/A/WOatADdLNyu//AMSsvry2WCs2rTqRlBPqCLFwD6SCT3IEbHC/9Jqxi90GxWRf5jJoqgvoGlQVEFkI1Qonky7HcYBjjTP5aa0IdmXSFhl0/DqJ6kzbph48KZZaOXCKGBQoWkGNTiGKkiSpZVPadsJ+cWlls+5VmDGqZWICq51QGnoRywOHKnknDnyv+gyvmzofD8/SzlIbJmaSCVn4wo6/iB+xN8Leay8N/M5fUHqXqU3BgkRIkSB8jy54ocQytTUQEqOBdTMghhI26A4xR4clYeTUQLJDEyNYgRF/UFNyeU4kca8sZKd+Bhy3GVryqiKgHqUmGBiwIPxDo3t7YkzORZwBUUQNiP8AG+K/GODhMtRajrDLKkFjqIYWABMsRpawmxPLDJXyZEatLqwkbA/Q8xMY5XVYlhfdj4/QHsbWzm/E+HNSqgzO+k9oNsAjTandduh/t0OOqZxFUXA0m3IfL33wHbhFAn/TmeUn9cPwdfr3J/uZZYZX7RRoZsViUb42kBxZpiwYfjFhffudsS5KhUou1KtpTUraXglR6CQAY6gDte2D2b4BRcWQIRdWUkH8t+2FPjebNgrFmX0k82SSRq5Hl9BjqYMqyKl+YbTW5G2YydYjzVNiPUA3wgRcEQCJPLb74son8xlhR1S8zTJ31D8BY8m2F7ME5E4n8IZmlWnLPqUuHhlI9A0qzSCNh5QIPdutiPh3wYw9WYYqJEIDBkm0kc+w73wyWRJ+7lBRg3tC7wxapqL5cGooLaTyA72CxJx0o1qoQszKQqFnCqxNiT6Re1iIvt8sK2a4Y9HOPVLFFclgsxa0TBMgmbGDv83YKy05K+pKUwOdiY+ZP3xzP8hK5RpFwi1aFjxblfNpl6aqXVBDfQMscpBm/MYS8vxR6QCSbAkCoI7ekyJEdcdA4nmIVHCDWEh9RgDzBqKE/wDFRPIxhP4zQHltKtTVrjUJBLHkYkNAg84HS419JFemoyQM0T089RrJqdFKj8IFwSe3798ewKyg8qhTem4HmO4bUJslhB0z8o6Y9gni37W6+1i7rk634g4sjBsoHBqMrTYwqoBMGfiggxO5FtsIp4ArIw9U0/U4dTIVVBEgx6mLMBH+0gzhr/pGt5pqKGCgaFDAM0Td/wAXxPeB8R5gRVZZ81QVVWkyWA82W1NJGohAXblMxbCIZexe02zgnyjk+azTByKbMFm0GPfbf59T1xGK56H88dXyvD6CAqaalgJBRNlv6iZhvwnYfCRzxHnctlqljT1KpsAxuYuYWJ5c9yRG2NH/ALN12ifQlRy5M1aDcn88GuBcKq1aiF6VRaRJJfTAIHJZAB+U4eaOTpUwdCU6Ym7KvIzIDGW7WMCBiy6QIM3B3Y2BYiZM2AH52xJdVeooOOCttjvwXhiZeitNFVQTcKIu3tvAtPQY24hxmnRo5msZHkHyxJ+JmRStjb4mABjGeAZgVUQggt5aix2InUSRa5A+mOb/AMVsrXFSq6VC2W1IXQSYqadExGk/DHWx7TmxRU5bYzI3FaFviXEHrVTUWQIAB6ydRmDBkmTPb2xFlM7UovrSoVhtQEmJXaRMHn9TgCmeKzZoPONzjSvxQkEKInG70nx4Mvc+T6K8H5qnVoebTXTqPwi0afwx0BkjsRjln8S6avnawDRU3UG6sNI2MSjTq3tMbTOOk+AMkaWWFMzOouCQOaryETuf3tzPxtWfz6+apOtSi5UlDyuFK2NodATBEyOU4z9PSk6NGTgqeE+KU9OYqaGWtUDlXWoVCwhcmAZb1QII+eNqniOvpP8AXYgEA6grdDYsCYE/nifhnHaQyX8qcuQGUglGAI1STGoMSb8+XtgdWoZIXnNgb2alzP8A04N9rk20+ftBtpUmXOF8XermKdAViupo1aFOkQSbAAn4fvjpfH8sFo5dFHpSAoE2CAC3tP0OOWcKOUy9dKqLmC6GV11KemTa8JPM463xeoKmWo1U+BoIPZgYt+mMfW6h7eKCj/q75KmX9dJkm+m24g7jeJxzP+IdCHpZjbWoHzW4nvB+2Ok5BwWA5TH1thU8W5ZquWq0/LYaGNUE6bRJgXvKlgI7ewx/42fbkXxx+P8ANAT2gTlq1NvLas06VUgKs6ktAZgLG3Od+2I8llAtepUp1FhmJCMYIQEmzEAfCPcwcDvC/EF/l6tJtzGjsxYRfYCYknkDiw1B0gnSsEDVrWxInkZHv16Y7NOMmim1SHzNZmlURFqpCMwPqQtdRLSsGLTcbSb4TeK8SqU6y1lYNQSqZ0tJAYnTIO1tptNsScfz9RlpVZpFKdquibVGtqJ2KkLy2OoXxSyJo03LKlRkqLD0vjVv+U6gLEzcg+11Y8aSuX4DZzvSGYcZchmCefSOzItrbhwdiLfbFzJ8Q/mF1U1CwYIYAncG14I/LCblM/QykQMwEqNqAYpK8pEoQSFidpttOGjN8Lo1fLqUqnl0ySS6EqSGgEEBgS0i24HqkGcZ59NGD9uk/P8AAEb8BGtlyNybC0Df9fngXmeAUqhAZYP+4HSRF7HrvgzTIVFIWo2iEcEgsDESdgeYgRytjU53UIQDaOYYjrBE85tI3xjSnD3OT+4Jxi+SXhfCkp0HozIcMGchdTagRBIA5TynEbcZQMU/9RFBeSJX0i4XkIZjsLk4gThTVz5pBlYM8h0IiwIncRiLxDGRyzVUAatUdTJAM6TqOo7kAIdzucasOX1HTvZadLS0T5HhFSpmDmazFVPppUj9JIi20gb3PXBbMNqUmf8AUcD/AIjl/wDH6YpcFo1Mw6ZqsSioAKVMFgGJgmoyne/wqdhfFjOZlS0qVOnVAvuDeCOd4+WEdXCUmq8fkStWAuKVqdVqo0sFEixgi+4awtE3wt53JVHoPTU6lZ/QXEQFuQDyJI9vbmfyFF6WpnrO9Ntg3xo8XixkXve3LacRLw6VqLqI815p6VGkQDqvvPwi45d8b8OSONU3pCGr2J2YyDHKeWVipQquIPciR95x7BNco6GtRqPLVH1Cp3ESDPOOXbHsaF1HbdccgMaalMSEAEyYt1O3faOfPbGtSRJF5vYW5iZAMcxEHkeZxYLw60qVMyIJmnp1QdlPKCG1A9e5xXbXSZkHp8pdfq9QDONSqYaZkG+026YxpXwbbJjliaetYgNpNuRW9voB2B7RXaujF1d9JQBZg7kR6pPoJAU37G0jFyvRcIdLwHViNPwkk2GrlIIG/wCmKx4dOny9l3QmSWgk8vj2md4HbBJpIp2zGXan5guTTIsdJJJVbxaIsbmwjfEmSRJ1EiXJ9C7rqDSoMgN8WoyL8tsV6Dy4CFYcMWDD1DSQGUqQCrEmCOkDEmjS2o1dRgho3BVCARzVVkCFi574t80RHqHE1nVQlPL9IiZkliS1onlJmZxPWrtURVep5SqS3pXUXmN72gQJgzO3XPhzhwWmXa7VCL6YhRdQR2m/UyeeLXFaKkSCP9MwCLwt9jeSJ+mBnGLeibrYJzPD8u1OopZoYQTpuCdiCTEzEW64C5fwrlVOs+Y4AmHePVcx6VB5fU/U75UEXIs02J07XtymCPbG5pmWLLEEzziNrbSZkbbjacFGUoqkyOMX4HPwfxYfy4FVgHLMsiYOnuexG+/vjjPGchXp05dSgEydxepJDH8Pqj7YfK2RY0tRfSUrwpDCyvTBMgzeaQ++IKCP8IqE6SPYyLc9hfrETyxWPK4OkVOCls5mlQhFcggG0kGJjYHacY/mxJBYD9z88dVzCSLOCsD4mlQdvxd/pccwMVM3rsd+hgEwbWPTaY6LfD1nTfH5/wACnh+pzGtno2O8Htv+/pjs9PLmlw7LLqZihYTG4JJAiYtf6DC7XzLKbwWjdlDNtsbSB2/XBvL8TNXLpSazISQSLEGbR2BSOsYR1cnPHSRcYUnsxlM2F9RlYg3BtHyxZzqDzWXTKnp0BP8AYi+AOdqnUtOoRobSZWRt1baJi8xbfE3iTiNGiUSqrA6AdGk7XWJ7QD8sc3HgkuE7f9/Uq6WxAfL08vm/JZWKh4N41IbqbXnTF5F8GuOZIU62hR6LMhkmB79iCN+mI+OZAV6QzFKh5bg6kuJqUwNtIJ9UydpIjAjNZ/UAzMSSq/IAWUdu3vjubm4y+m/tAb7YtDLwjOK7NTrjUtRSgLbAnbV1UmPbcRfFWgRl6jJ60o1LGCCyEEiJERpaQRaCIvbHsh4YqsJatSRbGA2o+oA/COcRz54YjwNHQrVqPUBvKqFMxBIktEgCf+meZlU5wjqxmNSa4Fejw+r5lWhmadWpSaCtampbT0ZWiCpEgi/a4vPT4ivDm0NTqsjcjUVgVtcRTFxY7jcYKVfDUaRSrOWBOjUNMDuwO+14H6B0BrU6y1WLim2ksWLeUwkaiTshgAkdjsCcX3RyqnteSSTjxyN1eK9NHSpNMAlXB0sJGxMNIi0MpjpixSzS5eojFSwYkMWuVUwV0hRDQdQkRM7nbHPeC8WfJVTTqavKYww/2nkRy2+oP0e6nlvTEQ6MJgHrzU7jn3HO+MGVTwNLmL4JGfcrQQz+bpuhoup8tgB/Tcr6QBPwjex2MfU4C0MlTWHzD1alCmTUUVWMKJ9MzBYCwvYkTGNv5R0EIwqIfTDASDykjocZzGWrOra2o1B5a03puCDo1GWRgfiOkmCvIxGDxylJal/fv8lu3yggvm5upqFZfIDAwpFlEG55yOe1z0GETjXiGomZzDKs0KhKqkkQAInaQTcn3xPmqByKeWpdda65MmCBcGAQARvYiwIjlQyVWtmKi0nVGJsKisLDcAbkx0N4J2xtx40renH+7FzlLjyG8lxanUoIXYqtXUqK0sFamR+OOhG/XnEGzkMy1NWqM4qeWp+EtdehtpDTz5zykYsNw9ailHpqQLRBB1CNUxzOmZ/YFZjJ+Vlqhpp5YqVxTIFiaYQg+pjEy4I9hjN7JtwV/wB/MHaBOez2ad3GmlpJ1JLKsjkQGO8dhzx7AWsppEawSSLM2oMDJBnYiY2749jesSS0l+H8iWf/2Q==)
![Resultado de imagen de El Machu Picchu: un enclave misterioso](data:image/jpeg;base64,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)
![Resultado de imagen de El Machu Picchu: un enclave misterioso](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS1-5O5AYkVtPoE5-ABrUbT_WIXRNJBneARoqL9YVItc2WtUekAGw)
Este poblado data de antes del siglo XV y se construyó sobre una cadena montañosa a 2430 metros sobre el nivel del mar. Se le considera una obra maestra de la ingeniería y la arquitectura. A pesar de ser uno de los yacimientos arqueológicos más famosos del mundo, es difícil saber qué llevó a los incas a construir una ciudad en una lugar tan escarpado e inaccesible.
Las hipótesis son variadas, aunque la que tiene un mayor apoyo por parte de la comunidad científica apunta a que era un lugar sagrado, en el que los habitantes rendían culto a los dioses. Otros creen que, además, cumplía las funciones propias de un observatorio astronómico.
Las luciérnagas sincronizadas de Great Smoky
Luciérnagas de Great Smoky Smoky Mountains
La ciencia puede explicar sin problema alguno el proceso por el cual las luciérnagas emiten luz. Estos escarabajos con alas la generan en su abdomen, gracias a la combinación de la luciferina química, la enzima luciferasa y los iones de magnesio y oxígeno. La luz sirve para que los machos atraigan a las hembras, por lo que compiten para lograr el objetivo. Normalmente, cada individuo actúa de forma individual, sin tener en cuenta qué hacen sus adversarios.
Sin embargo, en los montes de Great Smoky (Tennessee, Estados Unidos), ocurre algo para lo que los científicos todavía no han encontrado ninguna explicación. Las luciérnagas macho actúan de forma coordinada para evitar el caos y que las hembras puedan detectar al macho adecuado. Al hacerlo de este modo, se crea un espectáculo único que se ha convertido en un importante reclamo turístico.
Un hongo texano y japonés
Chorioactis geaster Wikipedia
El Chorioactis geaster es una especie de hongo que tiene la peculiaridad de encontrarse solo en dos lugares del planeta: Texas y Japón. Los dos lugares están en la misma latitud, pero los micólogos no han podido averiguar por qué estos hongos crecen solo en estos dos puntos. Un estudio de 2004 sugirió que las poblaciones se separaron en dos linajes.
Ondas espaciales desconocidas
![Resultado de imagen de Ondas espaciales desconocidas](https://tecreview.tec.mx/wp-content/uploads/2019/01/ondas-espaciales.jpg)
Cada segundo recibimos en nuestro planeta señales ininteligibles que no hemos sido capaces de reconocer ni de saber de dónde vienen. Se les ha denominado “estallidos rápido de radio” y son breves y brillantes emisiones de luz de tal intensidad que liberan suficiente energía para alimentar 500 millones de soles. Aunque hasta el momento solo se han reconocido e identificado 30 de ellos, se producen de forma muy frecuente, varias veces en el plazo de un minuto.
FRB 121102 es una de las que se conocen mejor. Su origen se encuentra lejos de nuestra galaxia, y curiosamente es la única que ha aparecido más de una vez desde la misma ubicación. Los científicos suponen que se relaciona con una joven estrella de neutrones, uno de los objetos más densos del universo. Sin embargo, son muchas las incógnitas que rodean este fenómeno y sobre las que que no se tiene una explicación concluyente.
![Los primeros 25 años de la gravedad cuántica de bucles contados por Carlo Rovelli - La Ciencia de la Mula Francis](data:image/jpeg;base64,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)
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Integral](data:image/jpeg;base64,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)
“La gravedad cuántica es el campo de la física teórica que procura unificar la teoría cuántica de campos, que describe tres de las fuerzas fundamentales de la naturaleza, con la relatividad general, la teoría de la cuarta fuerza fundamental: la gravedad. La meta es lograr establecer una base matemática unificada que describa el comportamiento de todas las fuerzas de la Naturaleza, conocida como la teoría del campo unificado.”
![Gravedad cuántica | •Ciencia• Amino](data:image/jpeg;base64,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)
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Naukas](data:image/jpeg;base64,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)
La física será incompleta y conceptualmente insatisfactoria en tanto no se disponga de una teoría adecuada de la gravedad cuántica, y, hasta el momento, no parece que se pueda lograr tal teoría. Sin embargo, al desarrollar las ecuaciones de campo de la Teoría de Cuerdas, allí aparecen las ecuaciones de Einstein de la Relatividad General, sin que nadie las llame, como por arte de magia emergen. ¿Qué significa eso? ¿No será que en la Teoría de cuerdas subyace la Teoría Cuántica de la Gravedad?
![Espacio-Tiempo Curvo de la Gravedad Cuántica | Textos Científicos](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSAQldBZAEmbxrDzZixGyG02s5BOz-PR03LhQ&usqp=CAU)
Espacio-Tiempo Curvo: Gravedad Cuántica
Durante el siglo XX, la física se fundamentó, en general, sobre dos grandes pilares: la Mecánica Cuántica y la teoría de Relatividad. Sin embargo, a pesar de los enormes éxitos logrados por cada una de ellas, las dos aparecen ser incompatibles. Esta embarazosa contradicción, en el corazón mismo de física teórica, se ha transformado en uno de los grandes desafíos permanentes en la ciencia.
![1 - Curso de Relatividad General - 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)
![La Teoría de la Relatividad General en siete preguntas (y respuestas)](data:image/jpeg;base64,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)
La teoría de la relatividad general da cuenta a la perfección de la gravitación. Por su parte, la aplicación a la gravedad de la mecánica cuántica requiere de un modelo específico de gravedad cuántica. A primera vista, parecería que la construcción de una teoría de gravedad cuántica no sería más problemático que lo que resultó la teoría de la electrodinámica cuántica (EDC), que ya lleva más de medio siglo con aplicaciones más que satisfactorias.
![Electrodinamica y magnetismo (Powerpoint) - Monografias.com](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTaKh6PKbCIULOJyV5ooL7cfChAbaPZa2_28A&usqp=CAU)
![Electrodinámica cuántica de cavidades – Portal de Noticias Universidad del Quindio](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSEhW7cjmjGbDqXGsNz5d79f0SyO8hPVyWUlw&usqp=CAU)
En lo medular, la EDC describe la fuerza electromagnética en términos de los cambios que experimentan las llamadas partículas virtuales, que son emitidas y rápidamente absorbidas de nuevo; el principio de incertidumbre de Heisenberg nos dice que ellas no tienen que conservar la energía y el movimiento. Así la repulsión electrostática entre dos electrones puede ser considerada como la emisión, por parte de un electrón, de fotones virtuales y que luego son absorbidos por el otro.
![Partículas virtuales (y III)](data:image/jpeg;base64,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)
![Nuestra Consciencia forma el Cosmos y la Ciencia: PARTICULAS VIRTUALES EN EL VACIO](data:image/jpeg;base64,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)
![Partículas virtuales (I)](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQcYFTczv8QayXHH-doaS8tf9ZKYn4YSVzIP_aKr0iZuiUgmmbZ7IYwqI20sYmiec1MHOE&usqp=CAU)
![Uncertainty and Virtual Particles](https://lh3.googleusercontent.com/proxy/1h-O-va3kv6pBqFubs_LxZ_ObDOu5xwHAYqs6QZ1caie19GJ5aUA61_YUckfEjtn3SHosFFIUggW5OLnCtZfiAoYQk4vqpoUocqvfFJbwqGkrkxvgf8r3w9VKTesg1fK95xz4Yu5Sj-yyiPaYFviscEW0LKiFTPz5fo)
Aunque parece contrario a lo racional, ni siquiera el vacío absoluto equivale al concepto de la nada. De hecho, el vacío está repleto de diversas partículas que continuamente aparecen o dejan de existir. Estas partículas aparecen, existen durante un breve instante y luego vuelven a desaparecer.
Como su existencia es tan fugaz, generalmente se las llama partículas virtuales.
La misma mecánica, pero a través de los cambios de la partícula virtual de la gravedad el «gravitón» (el quantum del campo gravitacional), podría considerarse para estimar la atracción gravitacional entre dos cuerpos. Pero gravitones nunca se han visto. La gravedad es tan débil que puede obviarse a escala molecular, donde los efectos cuánticos son importantes. Ahora, si los cambios que podrían realizarse en los gravitones sólo se producen en la interacción entre dos puntos de masa, es posible, entonces, que en los cuerpos masivos se ignore los efectos cuánticos. El principio de incertidumbre de Heisenberg nos señala que no podemos medir simultáneamente la posición y la velocidad de una partícula subatómica, pero esta indeterminación es imperceptible para los planetas, las estrellas o las galaxias.
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