![](data:image/jpeg;base64,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)
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhMQERMUEhMWFRUUFxkYFhcYGRgYGxkaGBgaGBkYFhoXHSsfGBojGhcZHzsgJScpLC0sFh4xNTAqNSYrLCkBCQoKDgwOGg8PGi0kHyQqKTQ1MC4sNC0sLSwpLCwsNCoqLCwqKi8sLC4sKSksKSkpLSw0LCwtKSksLCwsLCwqL//AABEIAIgAoAMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQACAwEGB//EADoQAAIBAwMBBQUFBwUBAQAAAAECEQADIQQSMUEFIlFhcRMygZGhBlKx0fAUI0KSwdLhFUNiovFUFv/EABkBAAIDAQAAAAAAAAAAAAAAAAIDAAEEBf/EAC0RAAICAQMCBQMEAwEAAAAAAAABAhEDEiExQfAEE1Fh0SKRoXGBseEUMsEF/9oADAMBAAIRAxEAPwD6eNQSY2+pkY+VahgaE1GkUAmCT/X9fhWNiwhMbGB8TOPQ1t0pq13+Tk65J0+/wEa6YWBOcjMR1JjwihtBaO1G4LAuR5hQFHwFXvWUCOEYAkbZwYk/5+lEHa4GRHSD8KzZsqhp/V/x39jThxSm5dNl/P36fk5pLpJbAgH64rS7q1UwTFU0rqNyyAVOR65H0/CuEMSdrKfLmPlTk1J2JqUVXUt7ZXhfETEdPOh37NjcFZlBAiCecyPTit0S51K+cDpRAFR+hIq3b5AbX7u221MgnA/i8SJzJ86UW3uX2AJgW8jaCO9MZg8jOKdaZWZRIKgfM/kKIQRAAx40jFj0ScqH5siyRjG3XX34Fqau4P8AZJbOTJ6Yz5mjtNeZlLFdpzAP0repTEAzKzukyBGTWtSpRN2UlRK4RXalUWSpUrjMACTwMmoQjuAJPFKb83Jd+6uVAOZ+A6nxom2DehsheR/j8/lRF7RqwVSMKQQPSivSLrX+htUrm8TE5iY8q7QjAHV9lC4GyRunjHIA/p9aX3OyvYEEOSkycTtMjPpgU9ZgBJrG8+4d1wJkdDM8Vains+AXJx3T3FV7QTe7zHbdE7hxuHujywxplpNB7MkzOI4jEznxoGzYvR76ztHcPeXHInmfPzrtntS3tVlgMf8AbDSTJgfHzrOpqD0S6dTRplkXmR4e9dV7DepVLd8N69R1FXp4klVu3NoJiY6ePlVq4yAiCJFRFPjYHTtBTE45+nNS3r1M4IAkyfLn9edanTr90fIUI+vVGI2iBPHJ8f15U1JS4QmUpR/2aNTr495YxPM+ET4EzVk1ykgZk+XxrmldHB2qIBjgetbexWZ2iRxiqelbUXHU909i9SpUpY4lDdpbPZkPO08x+uKJJoM2RdhmmOg8j4+vhVPJHH9UieXLJ9Ef6CLVwbAeBtn0EVoKX2NUtv8Ads05gbsdJjwPhTAUT9VwwIvo+UUt2U3ncPfAE8ZH9SPwoj9hb7/zXP41iyyINC6L7SWiB+8BUhWDEwYedszzwaVk18xY/Ho4kv3+aNtYjIIIDbsDp6g5oZLZnNoes0dd7TsXFI9qoHjI6HpPnQui1bOm57b2xuZQWjIBIDYJgMMjyIosWa1T5Bz+H0ytcFEUq4JG0GVjkSYM/GPpW6WFXhQIM4AGT1ruptFh3TBBkfkaXXNCz3PaKwAkHaZ5XAB+Z+lZfFRtqRp8JKk4B91P4hyPqPCtlaaU2dBctj3g8BuZHvAT49QfnXbHZDbIZ5kq0iRz749CKLw7elq7B8SlqvgbVKVDstwzFSokkjk570Hjpu4zRXZlnYmzcG2kiR+B861Gd0Fk1zaPCsNXvxsznOY+P+K01N7YjNE7QTA6xV1SsBO3RoBVL4JVtuGjHrQB7dSJgxuC9Ookn0FbantRbdvewMbivToSCfoTQ2HTM1tXx/EDzj8P61lde6pg3BMEgDk+GK31PawQsNjErHHXd7seuflQV7Vo+ySVdm7rAjumBx4jvAec0uc1BDIQc2a6LXjUsYDBV6GMzwceh5ppFLv9LtqbaAQHIVyOWCqTBI8xTI9hWFBItTjoTJ+tYsknldm7HBYk0jDVOFXcV3R9PGhf263a2S4UPhF3TPGQB0Hx5oLQkfv3Q3Co90MTAIkQfTGfA+Va9mXbFpEJcM4Ee0ZQGM5JxwD5Yrdjw+TtLk5083n/AFR473v3G91CQYMHxpTZ7EsqCLltRGQQTkAZ/GnNZ6i5tRm+6pPyE02+jF07tMC7P7L04O4g591mLcHkZ44pslu6GCjZ7ICOpYiMAZjFedt/alAB7RWBMdOh+Hx4ojRfai1bR1G9vZny4JAGZ4k1nzQW7Rr8Pkkmov37+ATU39XZtqfZzLEtMdwEyE5yADAOOKz7LuatDaFyGkH23G7cMY+QPHjTxvtPYLMneJAO7AjEhpz0iibmmF1S9skMZAPSVleOPKaSqltkb/4bp5XFPy8cer433vh377I87ffVAE2hu3NckMRgAwg8pEn5Vbsq/rN9tLqjaq95jEtiAccGRRP+orncSLgnjqQJgj86AudquXaXWAMFQYHBPePkRT8fgskJ/TdGTL/6+HJi0yjFS9a33/fp8cnortoMIM8g4xxXLGnCTHUyaCtae6e97WQcgEEfrFWGku9bvwiB1+X+Kdb4MWlN2HxWLLAbeRtOSSceYjoKH0tm5ulnJAJBBEfLxFErphfLq0FACpz/ABH8h+NU3SbZajqkkjg0dv7i5np480JY04ZrndAAYgQOcZJnzmoyPZO1y8jCsoLKw9Mw3lVrL3Au0W3ZowSu0eRJJ8az5Mq0/RyaceGWta+DmtW1aQs6yBtHnzCgE8c0PZ7R07KDAG4YG2eowIwTwYHlR2p7DuMF/eyQZIIgSONpQhlg+ZrC39mDMzbt5wFVmjjIJIgmB06Vkpvlm1UuEV7N7Ts+0Z7jgEtFqSfd2iTHAGR3us0+02qW4JQyJjgjz4PkQfjQzdh2CQfZrgbR6QBB8RAFE6bTLbXaogepJ+JOTRbEVivtHTFSVtEAvmPuxgmPumlv7FfuKCRayIBK5A6cjpgxT/XXE3KGbaxB2nwjx8vyrC1cmesYkcHzFb4PVFNnMyJQm0qoruefdEev+P6V2W+6v8x/trSpTLFU/UFvSsv7NSQOd2YHTK1TSK0BglvvDjgEGDBxzRpFYW3ggE8yIxiOI8iPwNXs1VA01K7C7HeEi3byIOfoe7VLHZ4t3XurbUPcVVbvtEJO0AbYHvHiuWX2uD0bB9eh/EfKg1+0sbt1snJ27czBAiTgnI+s1iyR0vZbHSxS1x3e/fsE67RF+9dVWVJYLMcDqdsmk99z7K21sBO8CsyTEyVMDr40dqPtMsFTZeTIgxHlJHQ1TTawXCQAwCBW74BwxgZ8RzWjBmraX9GPxXhnK3H9/X7hNi87KCUCnqCxx/1q5LfdX+Y/21Lt8LE9f6mPxIq6tIkU1+tCkullNz+C/wAx/trukuOLhAVYYbj3jyIAju/qKvQuoTeRt5RpniD5Yzg1VKSaLtwaaff2Gu9/ur/Mf7aqb7AwQk+G/OZj+HyPyNTRXCyDdBIwSODHWg9d2Ct24bm9lZl2GII2+EHzzPnXPezpo6kfqSab/HwGrdYkgBSRz3zj17tcu7ypBVRI53HH/WlSfZRBzcdsRmPCJ9an/wCVUg7rrsSZkgeZIjjM59KlpFuLfXv7Bv7HczmB4BuP+taWLLrnn1c/20N2d2CLLBt7ORPMdZxjzM/KiNTqzu2pBj3j93w+PlTFKU9kJlCGP6m2CpdYlzCk7iD3j0xHu1ZnePdH8x/tq1u3t8TJkk5JNLL1+/7UgWyyHAGB0+eY5ng8CtjaXQwqMpddxrUqty4FEkwMD54FY/6hbgHeIMEH1wPwqKLfCKcorlhFUvWQwjjwPUelZ/t9uN28RjM/e4+dXGpWSNwkGCPOJj5Zq6kuhWqL2sHXVrJtOwDxAnG7zAptpdWHB8Vwwn4/KlGv7IS8wZveClQfCSDPmcdaBs/ZVFKsHeRHMQYMwR4eVKyxU0OwzeN7nqt4kicjn4/+H5Vjr3AtuWEgKSRzwJpLY+zNp1gOynaqsO7I2zjjg7j64rUfZcKbex/dK7i2SdrbpH/LpPhWOtLOheuO3DOaFi1hL9q5vV0VgQCNyxIiTxWr6xFYQQQ5JHMjqZEedNNS8IxHIBigUQCMcCK14p695GDNj8uow+e7KJqNwJAlQdpM9fQ9M1rWZ0yzO0T41pTXXQUr6k02rVC4YhRIInzGfw+tFLrELBQwJM8eVA+2UjkRXGuiYDQV/LilSwqTsbDxDgktq79xoXAiTzx512lZthok7vCTMelVZCoBDN3eBPTwjrSv8f3Hf5XtsNqVq253Ye6SBzyRgnjHh8KJua0n3B8W/Lk/SgtDaKqZnJnPORmfjJ+NHhxuKbYHiMqk1GIRS9Oy7tx3cOFiQhMnaZ5ABj3YGfDzphVfaFMg4mSIHXmmSTapCoSUZJvgw7Qshky2wAzP4c+efhQCdnohUpdC7iCkweFIhc+LE+pphq9OzbCpEq0wRIOCOnrQtjstkJhlIIEyuZEnGYAkz8K1QlUa1GLJDVO9N+/b75Bj2VaZWUXu6JJgjBgLLfI/M0Xa0Krd375YTuGMlvdJ9BIHrWK9iN7MWy/d6xJnGPeJgTmtLXZBDq5eSPeEe9AAX5GT8aOU00/r9enfPwKjjaafl+nX++nyMqhMVKlZDoFEbcAymD0P5jr6UVY1nIeFIzPQjxE1hVbtoMINDOEZ8hQnKG6C9XdGxxInaTHkcA0s7U7QGntPcbO1SQsxuIBMCesCh9QLSMFkK2AJMTOAZJgxnFY9udh37t3T+zuIdOG3XvaKrHkBTbJx1PPl6UOmOJVfISlLPK649wC/9vLSm8Ahf2ThO6QxIIYFoAwAyEGfCeKvqvtgge5a2BmRUMK/vMxXcohZgB1MxmeMV6B+yQmQts7QYJEEDk5ApGddaZLNzTJbuWypdQqjJxEGIXj/ANok73TKkq2kgVO312O76dVRbTXCfaZwxTbBQRLL1+VOezbtvVWkvBR3xPMweCJHMGaXnWPg/sqkmYA5OQZiOJJb4Grp2zdUov7Ns3kyIIAJ5JxBzNFqd8gPHGuEPUQAADgVGaKT6btvvPvTbABYAkkEkL6RmceFbW/tDaaPez02nHl+vCpZKYX2jo/bWntkwHEH060oP2buf/Qcnc0LEtMzzHh8qdabUrcErxnnHGOK1qi7aEg7GvSZvkySeGAAMCB3/wBZri6G9auWyXN4O6qVnYFB5fJMwBx508rjKDgifI1KJqZ2pUoPtYA28+I6gcmOTirKDK7FCPfcgj2TZx7yfnS2xozZIcqwC4y6R8c4Oaouh7XKRXx+0sCFfAIIFxMA9QJ5kc1o3Z7zgXRgCA6AYmOv/L6CpZKHNShNN2irEqYUiAJZTJyMbTyI+tEpdB4IPoZqygfW6AXdpmCs9A2GEHBpE/ZttCf3jBdwXvLKlg0Rg+OCIzHlXp6Fu9lWnnckyZ5PPWPCqe5adOxVb9htJe80Y7wyJyBPmCcDoBTfRdupduOosuEQKRchdrEzKgAzIgdOtD/6BY27fZjbMxJifGPGitJo1tLtWfiZJpflxG+dL1M9ZpFa4l2xbt+2RWUM3dIVoJWOoJAPwovTG+Wi6tvZBmM56c1VkB5E0q1fagtOwIMLHDtuyJ3beAvSZoXhXqHHO+KLdq9n3bWo9raLMlwKDbCqQpWe8JH8QOZP8PzAvau8ve/Z7gkoJkzJBnAGAD86Jb7RrAn2qyJHeExOYzk44ofU/axXQTJEgwdsmDng/GmwclSsRkUZW9PxZW92m8gvptzBRLCQZPQSJ5xBpx2dqnuB99vYVYgc94eImsNILzEvKeygG0m3a4gGd7jBBMYjpRGw7kkMoA7xUyWMdY6fn0o92t2L2T2QUG8Ymu0vbRFWJtcNkhx18iDNS9pbkkoy2z0mXkTOZiBmI9KJRT6gOcl079u0FrvnMR5fr1q16wriGEipUoHuMSovVL9gOIbI/KpUqFmWl0aISUEdD9PyHyFEVKlQpOwS32VaUgqgBBkeROT+A+QrTTaBLU7FCyAPgOK5UqF2EVKlSoQlQ1KlQhjadicxH9a2qVKt8gx4OFRIMZHB8J5rtSpVBEqVKlQhKobWSRyfEA8etSpUIf/Z)
La teoría de la catástrofe de Toba explica un hecho que se produjo en el norte de la isla de Sumatra, en Indonesia, hace entre 70 y 75 mil años, cuando un supervolcánsituado en el lago Toba entró en erupción Algunos estudios afirman que esto produjo un cuello de botella en la especie humana, influyendo en su evolución, así como un invierno volcánico con descensos de temperatura a nivel global durante 6 o 7 años.
La teoría afirma que cuando se restableció el clima y los demás factores, los humanos se empezaron a extender a partir de África.
![](http://upload.wikimedia.org/wikipedia/commons/thumb/d/d9/Tobaeruption.png/300px-Tobaeruption.png)
En los últimos tres a seis millones de años, tras la separación de los linajes de humanos y simios del tronco común de homínidos, la línea humana se ramificó en varias especies. La teoría catastrófica de Toba establece que una inmensa erupción volcánica cambió el curso de la historia al producir la casi extinción de la población humana (Este tipo de acontecimientos se denominan «cuello de botella de población»). Hace entre 70.000 y 75.000 años, el supervolcán del lago Toba,
![](http://www.fotosoimagenes.com/wp-content/uploads/2013/08/explosion.jpg)
No hay comentarios:
Publicar un comentario