{"id":27157,"date":"2021-09-16T08:30:44","date_gmt":"2021-09-16T07:30:44","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27157"},"modified":"2021-09-16T08:30:44","modified_gmt":"2021-09-16T07:30:44","slug":"%c2%bfnebulosas-mucho-mas-que-gas-y-polvo","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/16\/%c2%bfnebulosas-mucho-mas-que-gas-y-polvo\/","title":{"rendered":"\u00bfNebulosas? Mucho m\u00e1s que gas y polvo"},"content":{"rendered":"<div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/page\/2\/\">\u00a0Entradas anteriores<\/a><\/div>\n<\/div>\n<p style=\"text-align: justify;\"><a id=\"rg_hl\" href=\"http:\/\/www.google.es\/imgres?start=283&amp;hl=es&amp;biw=1274&amp;bih=616&amp;gbv=2&amp;tbm=isch&amp;tbnid=zTo-auGWN3QksM:&amp;imgrefurl=http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/03\/04\/&amp;docid=2rx07tzqgwfwvM&amp;imgurl=http:\/\/lamemoriacelular.com\/blog\/wp-content\/uploads\/2010\/04\/celula.png&amp;w=402&amp;h=319&amp;ei=dHBpT5ClK5GzhAf11um2Cg&amp;zoom=1&amp;iact=hc&amp;vpx=444&amp;vpy=26&amp;dur=1956&amp;hovh=200&amp;hovw=252&amp;tx=133&amp;ty=277&amp;sig=114182131030577151354&amp;page=13&amp;tbnh=134&amp;tbnw=169&amp;ndsp=24&amp;ved=1t:429,r:20,s:283\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" src=\"https:\/\/encrypted-tbn2.google.com\/images?q=tbn:ANd9GcS3zDVipOZAFwD_BFpeGY6YVsdIy3-m-Gns7wPmpIU31QEUYPJ8Iw\" alt=\"\" width=\"252\" height=\"200\" data-width=\"252\" data-height=\"200\" \/><img decoding=\"async\" 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F7Q317+4Ld03VkQ51JkAn5GRI8qVPiaHbEU3K5xPybREbcL4v3J8VtbqjNlDEjKSpEgjlrqKVs9Vm5Ne27bNsCfQE\/hRcwLrc4bWjbl0MqgA6efoBvPTpVXcFfiyj1ZQfkTXaug3uWx7k\/gKYLu5p5VQE9QURbqlcRZ\/vU8vt\/9tGYLDi6YtsrHykA\/JoqoZVFkyJxu2gDLbRWDJIbSBEg+cmdK5saM2pOg\/6j\/GmGM7OYiyAXtkA6jalzIVJkEbb6U6OrbU3JPjdQQwr7QsPXSMZHy+fP5gfOgw9G8LuAXFzbSJq96nMEowuzgWRASpiBOmmgj8NPahsfetscoUkgahdCNZEnNp7nlX0jE47DHDwIBy6V82vOAxyCdTqdB+FQwZjlsFaqdfxHwww0ytd\/b9iVjFMp+ByvUKWHplYz769TtVt7i6kQzOI5Mrj\/ADCqCW3zD5HTpvXhc+f4\/wA6vTTnpD3+kFvHDXDGZAxOmUlTm5HSPF9a1XY7jtqy5RwGy8zHiI3mIhh6daz5xEbAeu5obF3Cw+KCDmU+TefWdj61y5sXJT\/ad3w3xPy2HZ\/PdR528xi3XBUAAydPWsXcStP+bvYMsDF+24DWzuF1mD7z1E1nmSo4wAvEeJf4gn5nI+QDKUGokaU5wQ724FUHVXXXqrEcz50uS1Wk7JYDxm8xypbB1OksQQAPMgGT5aedNW7kOVkAQPC4NUt5LiF5OhBgoeZB1+Wx\/DjFdn3guq94ms5fiX9ZRJHqJHWi+L3wWyo2g8qnB8RcVjlYiBVGUGU4FtzOPgDRvBeCO5LhZgwvVvMeeXf1itrYuYdwGv2Ecg6kZkP7RQjN7zTccLwuICvaDWysaA+ER5DlUQvE\/VKBDWjPmGM4lcsuwstkI8JbQtoMsAnYxpI15etfC+0Ny1cW5dZ7omYuEupjo01OK4Rkd1YQQxDDyM60lxA5cqnkWwQfMbDkIYHyIy7QccXEYjvSMoiAF0jwkKAARoNNjSp8awdmtu6Ax8JK8gDMHzHnQztyrgNUVUKABOwsWJY+YaOL3\/767++386N4Z2muW2m4iYhD8SXBOYc\/ENZ6maSzXJoYkioAUbEc4xcLdYtaJsg65GObL0Ex\/m9qo\/3fa\/8AcD91f++lteVlj0gQT5\/6mhvcTa4xfYtuJ0A306STp0qflDHUk+9H8N7I4hlD3F7lPNwcx9E3+cVdjLRSRbSY\/wCJdIgctJ8IO22vWmVlZqvcQ4XC8qoRelksJK5V+8dB7Tv7VxktTAZ7p+6ix\/iIP+WvLoSSbjNef3CfXxN9KsxDt3YIIUGPCoCiGBI21Pw\/aq+hOYy1LFzTwWrPlmIuXD+yZ19hXmKssI71r7eWaba+w1\/hQNu4V1Bj0prb7S4kW+6N0tb+42onzB3HsaCT4mWPOvyga20XZE16Zv8AMTRFu8RtA\/VAX8AKqW8DvPSeXSRsPY12bWgII166fPYe8HpVlkG5HzCRiGP2jr1NXWMa67Mw9zQJlTBBB8jpUF2qCvMh9QOo4xfG71wQ7lx5MAw+opWxB5Zf1CU+ikDy5VO80qziGG7orJmQdwBBBgjQkUFUXoR1bI3ZM4Vv0j+0oP8AlK0RYuxz16CPxJ\/hS9rsVFv1oYCKyk\/6jyxdZiFkdNx9OXzNMeNcEuYdUZyPGJGtZ+xiI1ozG8YuXQA7lgNBNOeXIFTrzJhcfEhhvwRKjdHmPnXDvQ5Yc1WPb23Fc5I2EdB8PuOXqPrtTlzMGESx7lUNcqDxMBqJIHnzjQjQ\/OjcNw1WdVzkBoMwANyPtEeXIVz5MgG50Y\/h2JoCCI3k2U6Qw6SVn0k+xI9J3pBHeWQQ3wm04E+gIbXpWg4lwnCWUBTEC656EgHoF+L5xSQGGzLObbOfiA8lA0QenzqKNy2BL5F+UKcg+3ZEpxnEVtEZbLEn+8aR8lC1G7S37oCsQFAgBQFAHkANAKY22F4d3dMn7LndehPNfwpVicAbblSIIOtOwI2JmFkbVRjwLDNecIBJJ5zpzJnyFazDYHDWhmzPcK\/EZCr8on60h7LXhZW9dIkqgUftH\/8AWuPy53suoSATOlIpJ7npLjULc1GHOGvqQjd208zKk9edeLbewY2I38jpyrJcFw7wd9TW5ZO8wquTLoAJ01WdNp2NUOqkKDKSB1EnanAjE2++VYuqIcD7aj7UfeUfMelfPMXZr6FicabbW8piT9RWe7UcOCtnUQjyQOSt9pfTWR0PSp5Erc5SaNzG3bVUMtNb1mhns1ArOlMkBioaKNiq2tUhEqHEHqUdgOH942WY0JJ00HnqQPrTP\/0q\/wB8fX+VZxm8hN52k7e276MuGUaGMzgieqrz949KwuLv3HM3CSTzO3tGgHpS\/BXYMcjp\/L+vWj8NiSg1AYHQTrFOiKo1JZMjt2ZXbjWROhiuzGRRLTrIJ8PSBRSWUdSwGWIk8tZ\/qIHrVVzCMASBmHTXTz9Ou3WqATnMouW4MHeq5ro15FOIgkDVbaukGQYNUxXZuEwDyECmECIemNkQ49I2HXLy\/Zj3ry9hjlzrqvPnHn\/UA9OdBBqswuJZDI57jz\/18jT3MqdLcrjEXidySevlVt5RMj\/TXmPr6EHpQtyhjqYo3PTfJUKdgSRoJ1iddyNB6e5rxT\/U1S1cg1K5XjcZYd5MDWjMXhLlqM6lZEiaVYXEFGDDcGac8d7S3cVlNyPCABp5UwyPyAHUU404kkm\/EDL1a3E7vdCznPdAyE+yD50EXrqzZdzlRSxJAgDmdqdiD3JqCNCTOSdJmrmunacxPxE66eWvLpz5+VTH2DYY2yVNwaPlIYKeayNCRzjnVWHWsX6ozfSPeX5uZMmuTfokcPuMJC6eZ0FLbhg0\/IdCT+Wf5hDbF6nGLtd9aW6NWAyP6j4SfUR7g1nbD1oezOJ\/Od22q3PCfX7J9QfxNLyiqOLwXhWLFtiGEqwhh5jp1GhHpWgTA6A2Li3AfsjRo6qday\/EMMUc+tMuDB3ZYnTWpL+IgT1w5RRc1WD4OxiRl5nzmveL8QW1bNoGWMAjyA116mBpS3iXEbigzcaPLMay+I4hGvX8aqQb3JnKOJCjuP8A8nNxARrDj8abcQUJa7pkDhySQRI02PQ70NwLGW7eFe\/cGbLELtmYnwifmT0BrP8AEO0+Idp7zL5BQoA6bTHqTWs26nEzAfeeXBhyyq2HgMp2ZwQQYJBnUGRuDsa5udmLN3+wusG+5cAM+jrAn1HvVKdoEJm9YDtsWV2UwOhzD2EUZhuPYQMDlugjXxRlnqVkx6LU\/oPcn\/yBrXqKv\/Sd1hNt7VzoHyt1BFwLB6TQjdnsQCVNi7I8kY+4gajqK0eCtWjquKskkljLd3qTOzwaPxFq46ItpxcYXJlDmCiCGGYaa6aA8qX5anoxxleyCJiGwtyyR4bltthoyn22NTPf+9d+b19Fw9rErpcBy88\/wxzmdKD7lf7y9+9eo+T7zVykjoz5tgkm4qxnkhRlO5JgR71ff8LsPIx8tP4V5w7E27FxbqsXdDmTw5QGHwsZmYOvyqq7iS2\/Mlj5knczUNzuYCoQLhiAdDBOtE4HGm2dCY8uU8iR\/Ea0uV6tRhHKfeR1pgakGWaLh9mxfbLcPcuYynkZ8zsR6wf0jXPaLsvfwhHeAMh1W4hzKQdttj0NIkudabcN429uASXTmja6c4nb02p7JN3F0BRG\/WLCK8cEbj0px2g4eihb1kzauf4TEx6aHTkVYchKvGYkMqqARH8gPU7U11FUSgvXqGqatt1oaMRqHYVplTz2\/j+E\/s9aFuKQSDuDBrq05BBG4II9qacfwYV1dR4biBh8h\/0lT6k1pNiT6iVxNeBKIKV1asFiAoJJ2AEk0pm8pStuabYfgjwrXAVDGEXYvpMTqFJ0jNvPvTPg\/ClW7ItPd5hACWXLGZCFjx6iDtGsGnnatbt85VtpaEAMWIUEgjK0fEG5TEb+dIWbkABKqqlSSdjoesyPELKhbZQZjBRpXKVKnYjacrKJ1GlBPiWXZtfMaR5gU8PAXIh8RMk6AO5nTN8UdJ8\/avU7GFtrp97RjeNwx8qpTVJXuZhDR+CBLKAJMjStJgv9nn27+LtWrY3aG\/6so+tU8Yx+CwytawWa7cOjX7nITtbWBE+cfPlisLqa2M1yM0x4xhUw3dMoLxqw\/hNfO+K2CDmGqMfCw2PQ+R6GqRfLmJg8t4\/0qzD4jugZZWzaFAcwPr9mkx4RjJIPcvmznKACOoPZNajsNw9r2LtDKcqkM5OgUDYn1MRWdtYlCRNuP1T\/AA\/1rV4HiwUqgLW1kSAqgkk7aNLETqTttvpTZCeJ49yWLGpcFzQEd9ssBZW8tsMIiWI2AAJYn2BpLge03cN+as2+72IYeJh5lp0PpoPI0jxXFXbv7jHV27tB5Ipl\/wDpH7RpamJpMS8Vpu\/Mf4zMXf6OhNd2gYYhO9smV+0uzIT5jy6jT6isZeHig6a0ww+PZGDKYI+o5g+YPlVPaKypYOugZQ8eU7ieYBke1dBNj8pz42JO45x2MC4S1bB+J2c\/sKFX\/M1ZzE3us0XjLn5qyB9wn53G\/kKT32qbtszVS2ke9XPfVXYuhXBMwJ232IGxHPqK8xd3M5YTBjffYA8zz61AtOsYxUKs3aJzTS7DtRJatuQdNztmr38qf77fvH+dUs1cZqyAWAKavU0MDVqNSgzrYQoXTBGkEg7a6da8DVUKttgc525efKmkyJ2jVclXPw9lXMylTmClSCCJWVbXcGG\/druxZkgUXFKiOcEhbh9+fsOpHSXtbfvN8zWeK1pmQWsILcnPcbMw5BfCQPkqH9qlIws05PUlUXZKtS3WgwnY\/E3AG7vIp+1c\/Nj\/ABakegNH\/wDpizZE3bhuHyQZV9yQWIPQCkOVB2ZVfh8zj6VMy6W61PEeD3buHwxC7IZLFUgDKB8RHIfSvbeKFsgWLKL1yy206M3iHzqYjD3SZv3Rb2PiPiiZnL8UdYO9VVgeoh+GZb5GALwW0n9tfnpbBPOPjYafumjeH3LSEdxhS5OhLkuSpmdPhgxvAoC7i7FvRFNwydX8K\/ujU7k6kctKAxnF7jjKWhPuqAq+4Xf3mm5CJSjqaPifGW2fEZF2Krq5jUStvwqQdACRp7Upv8dtiQlsvpE3WMbQfAh00JHxUha5XBejmfESiYzxHaLENMXCgPK2An1XX5mgbnELh3u3CfPO386GZq4JpCblQJZcvMTJJJ8yZ+pptwfhL3zCiaR1r+xPaH8mYtA8I+p0FSyMyr9PcvgRGcB+oo4xw1rBynTzpWDWj7UcZ\/KbhfLMmSB69NqVDCblJ8yTHhHkImT1psbkqC\/cM2NQ5CbE74fjDhyLigd5rkkBsnLNB0zeU7b8q5wmIZ7qEkkl1knfeSaButr5eQ6UVwpJYnkBH70z\/hDn2qgq5EixU4xt7ZfuiPc+JvqT8hQy3a4v3cxJO5M1QHpS24wSxGK3qYWwLq2lYgANcUnyXJn\/ABzUmttJp9wzAOywATpcOg\/RQfximD1E+Wb1B71r82iwc1vPbb2bMP8AM3ypbiLZG9fVOA9hO9UPduqneKpCxJYgaNqREr+PKk\/GuyChitu7ZdhydspHsJmonIGbiJb5DKvOfOe7J0Amuxg3+6fcR+NbS32KxRHiu4e0nPxT8gR\/EVS\/BMPa\/tMcrRuEuKI02yW85\/CnCiZyImXw+EMxp+8v86OOBbaQP3j\/AJQa0vDcNwu4cj3jmOimb4Wf1nGUa8zpQnafs1+Ty9tme3MHN8SE7Zo0IPIwPwnaAk3s7guG7HX7ls3Fe1lG8sVP7rKCaA\/3E\/37fzP\/AG0K9VSfOp0ZQPj9D\/WKgKttrXS2qKw+G1EyBIkxMD050tSrNO8PgHOXw\/ECwJgDKJliToAIOtPcHgO5HNbh8Jub92TBTTUG2wHx9TtEEq1hEtomjaMrKreI5iA65dBmDDKHUaAkEbVdcwTMR3zLZUAwrHM8E5iSPiJzE\/FHStFnqIdQE4nMjJBCtlIXQqrAyxXmqxMKPOjuznBGvMWyyibzopPJS3Icz06kV6uIw9uAls3G+85EfugR7GfWjMK9++QBtyAmB6DYCgnj7+0fHi5nZoRqnZu3cuF713c\/Bb0MdWIgE7wAQORrbdnOz+GtjMlpVP3j4m\/eOvyrE2L1nDj87dBb7qeNvePCp9TNc4nt3cAIw6BAPtuZPynKv1rjH8Q+Sz1O5\/4TElKbb+s3XH7CBS2YKBuxIA9yawfEuKYVJgm9EzlhUHq7D8BWa4lxi7iDmuXGu+TOSLY9OZ9FHvS+7iB+t5EiAP1UGg9TJ61ZPg0VubdyDf8A0MhTguh+sb4rtFcbS1FlPNBDEfolvF76DXQGr8RaAwpMHNnbMTJJIyNLMRLGCROvrWbN\/WtD2UDXrN+0BOqHXyZXQ77cq7EO6nnuxbZmbvXKqvqRvt5gyNpj6164POf65UVhOGZj4yV3hF1c6TqNkB82+RrBZ0IgFQG1bZ2CopZjsqgkn0ApnY4AxMOwUjUog7x\/pC8jsTsdNKsu8Rt2VyKB1RPMH\/iXDJbTkNNdhSnF8UuOMpaE+4vhX5c\/ea36V73GAJ6js8NwqSHfUfeuLP7ttSQfWrcHg+H3Dla4Enn3jqR6G4mWsmWr0PWF7FVKKtG+59E4h\/s3XuResYxHQA+EgE+erodflWY4xwZ8PaXNILmeRBhQfCw3Hi+nsFmBxb22zIzKfNSVPvG46VpeF8RTEIbV8DMxyggQHMadFubww0OxGuqqpOiYzsvYFTN4HVxNfSRhMJ+RTP5w\/Ub1gcXgBYYi4ZP2Y+0OR9xr5DbXUVRc4m7aSeg8ulQz4C9bqp0fDfELjBBF3K+IgZjFG4dclhjzIn3Y+Afuox\/bpdbtNcZQN2IUDnrzplxW4BZCjYt8gAAn+BR\/RrpTQnM2zEVw1wikkAAkkwANSTyAHnXtyiOF2Fe5DFhzAUwdNScxBygAFtidNKmZRRCuC4VnaYOUGCfQSYEyxAkwNYr7B2es4VLGuhXx7gkroQ4IjQgKdK+ajEJauZmLEnKxIJQkSGVo+wXhVddJidjUTjNxbRZzBuNlVdgqqSWgDZczRFI2MvW5THlGO9dzScT7Tu12VaGiB5Aq7NbHWQcpPMtSTjw705lu2znAYKzZWAbUDxaGNtDyNJsRdOhOh5GeXI9PXpV3ED3lpX5rv6MTPyefa4vlTrjUbrcg+Z2FXr0i27YytlYZTzkf1IqrPFH2uJtkyNBA1UsqvHTxA6elRe\/3UiD9zJtPktNXpEHvA1M19U7OoMZhkLah7ZtXeZLLoW9ZhvWK+bd60Q2Qkform9JAref7IuJhGu2m0BIce\/gb\/opMlhbEtgYc+JF3qYfFYNrd57NzQ2ywYiPs89TsdD70R\/uYf3h\/d\/1p9\/tdwQt4pb9vQXV1IkHOnhOo\/RKfKsP3r\/eb5mhW5C4j4+DETV8Z7EG3c\/8Ah7gug6923huLzjWFcdQZ6UDa4clvW\/cy7eFYZumvwjTXc+leXuNPkFizKWjpEkkjmCSZAn7Igec7Vxa4OQA964qKdQDMt1UDU+sR1q\/Be\/8AUnZhQ400BbClBBAI8TkHYZjJA6DTWicD2fv3vFclF01fQfXXlyBPSuMPxexZ\/scOJGzuQW9QoED5n2oW\/wAXDGWtIx82a6T\/APcpbXyY9sOhNbw3s0T4bNsXmI+J2REB30QEsR1MV5x3huIteC9cJ\/8Al2gSPcCB7mazVjtXdt\/2eW3+qo\/FpP1pfj+PXbs57jtPmSR8tqkSeXtLWpXfcYXb4Xki\/rN3r\/urCD3oDEYtSZMueReDHog8IHTWlb4k1xcuMAJBAOo0OtMXPjUiEhl3Fk7mapN6hM5q2ypYwASay5tQgPt586e9mMctk3GuObdt7ZUsAT4gysAo5nwn0mk9q1Bygd4\/T4F9fvfh60w4J3ZxNpb0Xczqp1ItrmIAiImCfSPOqKK2YhFyXb4zPcWbaszkFoNwyZhVHw7xPLz5UHf4lplVcqcxJzN55m3PoIFHdski6rAfEgHurMpH7oQ+9Z641azEEgTFW9yO9VM9cua8uIy7qR6gj8aiTLhJ6Xr1DVMHyNdrPWtuaVhlmSco1J0pnhECpLaZWJ3G4ETvyMR1ZetCdn+Fviby2rY1MknkFAkn5UZxkBFKLEBgCRB2ziPbn1LcorVYWYjYzVwnjl8XrVq9AB1V\/WWMT6hj+2KSXrgJ0WPr6mi8G2bD3l+7kce7AN8gtLS87zTMb3ECzTdgsElzE5rrRbto7E9cuVB65mHypdxu+pAy7FmI6AaL\/hIHtV2DY2cO++ZxPpKkINDP2s3qyeRoDiqFSiEEZUWZ8yNTScSCSfMqWBUKB0YvevcM5DgglSDoQSCPQjauWJ61xJ5TWGMBPoWF4JhmwZvXLw7wnVTJY6b9T61juJYnM+miqAqjyUbChRjXjLJiqcxqWJWS+Ru5XMyvVCqjzB8WHdmzdRXtmIbKO8tnzVhrHmp00HlTPgXDjduDDyCtzS2wiGMQR6xlMfoCsqu9POz3EzauJMlc6nqrAyCPf+vO46NdzmOiCdiBYnDMjtbYQykqR1Bg1WGEQf66imvaWwWuG8JYNEnQ+KBvHnv\/AORKUgzFNsdxKF66lxJB1M\/y5U37N4zu7oMxIZfpI\/xAUkDTHTT2q+zdKkHyM\/KsYBlKnzAEo4YeDc2va3EjEYUPMlCH9ie7I+ZBrCZKfcMukh7J2IcSfMhgD6Tl9yKRd8ev1pkxBFAj58xyuWjWtz2c\/wBntu\/g7eKfEXEzlhkt2WukZbjINElj8M7aVhq+rdj+J2f924W0cXZtOlx2uW3vd3nU3L0IxU5lEuj9coB0NTYnxLTM9rOxFrC4VcTaxDXVa4LcNbyEHxhpBMqwZSCpEgztFZyzwe+1sXe7buiR49CAM+TNEzlzaTETpNbzt7i8OvDVsW8TYvP+Utci2wMB3u3PhzEgDOBJNZjA9oLFqwba2mV2td2+VLUM\/eB+8N2O9YkKq5ZyiNJrATUIBj+AXkN8qjPatXLqG5AEi05RnyzMCJJEgczpXY7K4zT\/AOGuamNhv5HXQmdAfi5TTC72jw5W+Vsur3hjQSEsnN+UG73bPcI7wZFuBcikDwkzqQR8V2htvea53bQcXh8RHhmLKOpX9Y5hHpW2YRU3D7ombbCLYumRtbJCh\/SSB66UTw\/s\/iLxshbcC64S2zEBSSTr55fC2sfZMSdKYcW4uDhFteA3Llx2lWDMtjvDdt2rhGzd69xsvIKsxpXPDe0Fq0uHzI925ZuWnUuLQ7tUuM7pbuAZ2V5HhbRSJFFmEWvwTEC2bpsOEWczQCBDZSdDqobTMNJ0mrz2cvqlxriNbKorqpWWcm\/atZIBlW\/OgwROwjWjcNx+xayPbS6121YOHt58gRkzNDvBJDZXPhEiQDPKrMJ2lsWL9\/EWbd1nvZsy3MgC579u6wV0ObZbgD6EEoY0NFmES4fg9+4720tMz2zDgR4NcpzGYAnSZoy52YxAsi6Lbkhrq3UywbfdBCZkySQxMAaBSdtuuFvhhbxiO1wWnS2EH5vvSBibbAZScrMAJMHYE6UZjO1Vu5etXO6cC21\/SQSVuYe3ZTX70W5b10o3CLsF2XxNxrSiyy96QEZtF1UuM3NZUEiRqBpND3eDYhbZutZcWwYLQIENlnQ\/Dm8ObadJp9h+1llLzXxaul7tyy91SUyqLW4tndiTtmiBpzmgrnGbAtnIl3vPyYYQZsgTu1IAuGDOfIo8O2YkzRuEQ1KlSmhJUqVKISVKlSiElSpUomSVKlSiElSpUomyVKlSiElSpUomSVKlSiElSpUohJUqVKISVKlSibJUqVKISVKlSiElSpUohJUqVKISVKlSiElSpUohJUqVKISVKlSiElSpUohJUqVKISVKlSiElSpUohJUqVKISVKlSiElSpUohJUqVKISVKlSiE\/\/2Q==\" alt=\"Conexiones Neuronales Fotos e Im\u00e1genes de stock - Alamy\" \/><\/a><\/p>\n<div id=\"rg_hx\" style=\"text-align: justify;\">\n<p>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Conexiones sin fin<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Si cont\u00e1ramos una sina<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/14\/%C2%BFsabremos-alguna-vez-lo-que-es-la-mente\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>s cada segundo, tardar\u00edamos 32 millones de a\u00f1os en hacer el recuento. Si consideramos el n\u00famero posible de circuitos neuronales, tenemos que hab\u00e9rnosla con cifras hiper-astron\u00f3micas: 10 seguido de al menos un mill\u00f3n de ceros (En comparaci\u00f3n con el n\u00famero de part\u00edculas del universo conocido asciende a \u201ctan s\u00f3lo\u201d 10<sup>79\u00a0<\/sup>es decir, es el n\u00famero conocido como N<sub>Edd<\/sub>\u00a0(N\u00famero de Eddintong) que es:<\/p>\n<p style=\"text-align: justify;\">15.747.724.136.275.002.577.605.653.961.181.555.468.044.717914.527.116.709.366.231.425.o76185.631.031.296\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/14\/%C2%BFsabremos-alguna-vez-lo-que-es-la-mente\/#\">protones<\/a>\u00a0y el mismo n\u00famero de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/14\/%C2%BFsabremos-alguna-vez-lo-que-es-la-mente\/#\">electrones<\/a>, fue calculado por Arthur Eddintong all\u00e1 por la d\u00e9cada de 1920. Pues bien, esa descomunal cifra, se queda muy corta si la comparamos con las conexiones de nuestro cerebro. De ah\u00ed viene lo que decimos de que, \u201cnuestros cerebros son las m\u00e1quinas m\u00e1s complejas del Universo\u201d. Y, desde luego, el comentario no est\u00e1 lejos de ser cierto.<\/p>\n<div>\n<h2 style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/14\/%c2%bfsabremos-alguna-vez-lo-que-es-la-mente\/\" rel=\"prev\">\u00bfSabremos alguna vez lo que es la Mente?<\/a><\/h2>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/thumbs.gfycat.com\/AltruisticCreativeGopher-max-1mb.gif\" alt=\"A Velocidad Tortuga - Znalezione GIFy | Gfycat\" \/><\/p>\n<p style=\"text-align: justify;\">La luz se mueve tan r\u00e1pidamente que nuestra experiencia cotidiana no nos induce a pensar que el valor de su velocidad pueda ser finito. Es comprensible, por tanto, que los cient\u00edficos creyesen (o incluso diesen por sentado) hasta el siglo XVII que la luz se transmit\u00eda de forma instant\u00e1nea.<\/p>\n<p style=\"text-align: justify;\">La luz la podemos ver de muchas maneras, y, los rayos son una forma de radiaci\u00f3n electromagn\u00e9tica que se forman con las tormentas. Los rayos son el elemento m\u00e1s espectacular de una tormenta el\u00e9ctrica. Por otra parte, tambi\u00e9n la materia que resulta ser energ\u00eda, y, cualquier clase de materia, en las debidas circunstancias puede emitir luz, es decir, emite cuantos de luz:\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/17\/%C2%A1la-velocidad-de-la-luz-2\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0que es la manera de expresarse de la materia bari\u00f3nica que es la que podemos ver y forman las estrellas, las galaxias y tambi\u00e9n a nosotros los seres vivos \u201cinteligentes\u201d.<\/p>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/17\/%c2%a1la-velocidad-de-la-luz-2\/\" rel=\"next\">\u00a1La Velocidad de la Luz!<\/a><\/div>\n<div style=\"text-align: justify;\"><strong>Hablemos de las Nebulosas:<\/strong><\/div>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"imagenprincipal\" title=\"La Nebulosa del Capullo desde CFHT\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0801\/cocoon_cfht.jpg\" alt=\"La Nebulosa del Capullo desde CFHT\" width=\"640\" height=\"480\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n sabe como podr\u00eda ser aquella Nebulosa de la que surgi\u00f3 el Sistema Solar? \u00bfSer\u00eda como \u00e9sta que llaman, por su , del Capullo? Algunas veces me da que pensar nuestra presencia aqu\u00ed, en el planeta Tierra y, con la imaginaci\u00f3n, viajo hacia muy atr\u00e1s en el tiempo, \u201cveo\u201d una estrella masiva que, llegado al final de su ciclo en la secuencia principal, expulsa sus capas exteriores de materia al espacio interestelar que, en ese momento, ha sido sembrado del gas y el polvo del que, millones, o miles de millones de a\u00f1os m\u00e1s tarde, surgir\u00eda nuestro Sistema Solar.<\/p>\n<p style=\"text-align: justify;\">Las Nebulosas, esas nubes de gas y polvo que abarcan extensiones de -luz y que pueblan el cielo. Son en realidad, criaderos de estrellas y de sistemas solares. De una de ellas, hace ya de eso miles de millones de a\u00f1os, surgi\u00f3 nuestro propio Sistema Solar. Es curioso constatar que fueron dos fil\u00f3sofos,\u00a0<strong>Immanuel Kant\u00a0<\/strong>y pocos a\u00f1os m\u00e1s tarde\u00a0<strong>Pierre Sim\u00f3n de Laplace<\/strong>, los que por primera vez expusieron en sendos libros, una teor\u00eda sobre el nacimiento del sistema solar y, aunque sus teor\u00edas no fueran perfectas y adolecieran de visibles carencias (vistas en perspectiva retr\u00f3grada desde esta ), no deja de llamar la atenci\u00f3n que, fil\u00f3sofos y no astr\u00f3nomos, pusieran su mirada en el amanecer del sistema al que pertenecemos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/cloud10.todocoleccion.online\/libros-segunda-mano-biografias\/tc\/2015\/04\/27\/22\/49082807.jpg\" alt=\"Resultado de imagen de libros de descartes\" width=\"271\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Descartes: &#8220;Pienso, luego existo&#8221; &#8211; &#8220;La duda es el origen de la sabidur\u00eda&#8221;<\/p>\n<p style=\"text-align: justify;\">Bueno, si queremos ser precisos, Ren\u00e9 Descartes (1596-1650) fue el primero en intentar buscar una explicaci\u00f3n cient\u00edfica, en el sentido moderno. Le sigui\u00f3 el naturalista Buffon (1707-1788) propuso la primera teor\u00eda catastrofista de la formaci\u00f3n del Sistema Solar. La llamada teor\u00eda de las Mareas. Buffon sugiri\u00f3 que el Sistema Solar surgi\u00f3 de la eyecci\u00f3n de materia solar tras el choque del Sol con un cometa hace 70.000 a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Si continuamos profundizando, siempre nos encontraremos con alg\u00fan que otro pensamiento que nos lleve a querer desvelar ese principio del conjunto planetario al que pertenecemos, ning\u00fan gran descubrimiento ha nacido por generaci\u00f3n espont\u00e1nea y, casi siempre, ha sido fruto del enlace de muchas ideas que, con el tiempo, se fueron perfeccionando.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"NEBULOSA ROSETA, cuadro original, \u00d3leo sobre Lienzo, comprar cuadros\" \/><img decoding=\"async\" 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\" alt=\"Imagen de la Nebulosa Roseta (Caldwell 49) - El Universo Hoy\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Roseta. Ese es el de esta Nebulosa situada a 5.500 a\u00f1os-luz de nosotros<\/p>\n<p style=\"text-align: justify;\">Aunque ya en \u00e9pocas en que se confund\u00edan con las galaxias los astr\u00f3nomos griegos anotaron en sus cat\u00e1logos la existencia de algunas nebulosas, las primeras ordenaciones exhaustivas se realizaron a finales del siglo XVIII, de la mano del franc\u00e9s Charles Messier y del brit\u00e1nico William F. Herschel.<\/p>\n<p style=\"text-align: justify;\">En el siglo XX, el perfeccionamiento de las t\u00e9cnicas de observaci\u00f3n y la utilizaci\u00f3n de dispositivos de detecci\u00f3n de ondas de radio y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a>\u00a0de procedencia no terrestre completaron un detallado cuadro de Nebulosas, claramente diferenciadas en origen y caracter\u00edsticas de las galaxias y los c\u00famulos de estrellas, lo que hizo posible estudiar sus propiedades de sistem\u00e1tica. En la Tabla de Objetos Messier, existen clasificadas muchas de ellas, y, entre las m\u00e1s conocidas podr\u00edamos citar a las siguientes:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa del Cangrejo M1, NGC 1952\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"left\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Nebulosa del Cangrejo en Tauro<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Un nuevo v\u00eddeo de la NASA nos muestra la belleza de 'la Nebulosa de la  Laguna' en todo su esplendor cortes\u00eda del Hubble\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Nebulosa de la Laguna en Sagitario<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/7a\/Trifid_3.6_8.0_24_microns_spitzer.png\/320px-Trifid_3.6_8.0_24_microns_spitzer.png\" alt=\"Trifid 3.6 8.0 24 microns spitzer.png\" width=\"224\" height=\"361\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Nebulosa Tr\u00edfida en Sagitario<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astrofotograf\u00eda de la Nebulosa Dumbbell M27 - AstroPolar Blog\" \/><\/p>\n<p style=\"text-align: justify;\">Nebulosa de Dumbell en Vulp\u00e9cula<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"M42, dentro de la Nebulosa de Ori\u00f3n \u2013 astronomia-iniciacion.com\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0La Gran Nebulosa de Ori\u00f3n en Ori\u00f3n<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_w1kycNNBkOE\/S8ye2BffBCI\/AAAAAAAACxc\/xSLTctwhP-4\/s320\/galeriaNebulosa-Buho.jpg\" alt=\"\" width=\"320\" height=\"232\" border=\"0\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_w1kycNNBkOE\/S8ye64o_7jI\/AAAAAAAACxk\/zEcS7vlUR9M\/s200\/wildlife_barn_owl.jpg\" alt=\"\" width=\"133\" height=\"200\" border=\"0\" \/><\/p>\n<div style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Nebulosa planetaria \u201cdel B\u00faho\u201d en Osa Mayor<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa de Ori\u00f3n M42 con calibrado de color fotom\u00e9trico |  StarlightHunter.com\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 Nebulosa de Ori\u00f3n, M42, otra perspectiva<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica y F\u00edsica: \u00bfD\u00f3nde est\u00e1 la Nebulosa Cabeza de Caballo?\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Nebulosa de la Cabeza de Caballo<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"caosyciencia - Apuntes de divulgaci\u00f3n cient\u00edfica - La nebulosa de  Norteam\u00e9rica en infrarrojo\" \/><\/div>\n<div style=\"text-align: justify;\">Nebulosa Norteamericana en la Constelaci\u00f3n del Cisne.<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgVFhUYGRgaGB4fHBwcGhweHBwcGh4aHBwaHxocIS4lHx8rHx4cJzgmKy8xNTU1JCQ7QDszPy40NTQBDAwMEA8QHxISHzQrJCs0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIALgBEQMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAABAgUGB\/\/EADgQAAEDAgQEBQMEAQQBBQAAAAECESEAMQMSQVEEYXGBIpGhsfATwdEFMuHxFEJSYpLSBlNygqL\/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMABAX\/xAAkEQADAQADAQACAgIDAAAAAAAAAQIREiExA0FRBGETcRQiMv\/aAAwDAQACEQMRAD8A+fcRhZXFBxmckOxOzX0Zzzo3F4+YkvS2atSW9Cy3nZaPb82oi8RySwD6ARQlrmzdvaiF1Opoeepct6GlwfTQX6Boh\/K9TWfRjWEIeHadbdXrQTWwKZoVtPTWqZqb4LBLhQeDHWtg8rS\/8UsCQ1CxsBizfnuK62OCEft0AJUZd7gRpGutB4bgwu7gMSCASHG\/W1DOyrhZ0jmfSglx5zOw1oakfGp\/EwCi4iqUjRqKFfzOYEcqigxI56F\/XWm+JwxLRHWYedr0sU3NuW9ZknLTMqWTytAgRFhVKVtbb+awVVFpYAuC+guJaaAGEU4AMSO978qzirVCVQUwxDEPM1EKSP3B3BZlCDIB11lvzQ16R3a8n+qwNIF1MzX376VakByApJGhkA6QSB1lqwEgEjNZ2IDgn8c6BguIuWZmjyMP0Edqp3q8BKGVmd28OXdxf\/iz25VEEAzMFuRYsfOWraZIKpZIAJJADAGwDuw2Dk+ZomGoOp0gjKYJbSCLT70HCQ5EE3fLJhy\/zao3z3o8g8QiikpdznezXB1f5eqQpi89o9apSFIKXgkBQILmZBgwaJhIiWnr5fNqFUGYdeFIliWDb79NaKcV3VlYE9gbxEG9URFbThuIAJLNvMwNWYjagno9Qp9BC9FSwIcPuHiIuKriMNSVFKgQoEgghiNwQ16GJrPUIsNqIbn\/AHy6Usu9vPa9GUlQFiNCTEl45W9DSylX+eVBC1REV1OGdZdios0uWADDsBXOwWJivUcJg+DMlC0n9qiS+ZRfRhBBZpp+8N8Z52pE\/oD\/AGetVXU\/w8T\/AGHz\/mpQ1nof8b5niM1WVRYerwG6Vgl6oU554Uz0t2FdX9Iw8JSkjEzgOXKACWaAElpfnXJQRt86UZC6M9MSu0NYiQ+VId2L8mdoLajy0pjhsA57BzEgG4bWKF+moBU5MjT716fgMJiCBTP06v43xVLWc3B\/QVqMskc7mvRcL+m4eCjMplEdSH7X9KCcQlT+1dBKsyA4eKXD0Zn5\/Nbghxhws2YydIAD6QKNw+CkjMC3TRthWcf9NzFKtr03wGB4fFEsW2rTD5dg\/wA0vw5q+FQHJ\/E96QxcNDEjyrq\/qSGrkLWEpKSHLwXtvHl5U7khX1X6OXxeCLiRXNxEaV0F4rE2azdaXxUOMwsY70jRD6cX2hNOD4gnOBmLEn9oESTt20oJYPD6OXgvce0vRMVNCApGsIYZVVrx1EJSVEhLsCSweSw0c1CKijYOY+96XTcSYiwbBoAYOQSAASSTreqT0+fPaqArbsA1336N962hUm1KAAGUO7uC5Ysybt6PNYTNYCJv\/HWrBYfagMkhhKiHIJBZoiCGIPJqGAZqJAMh25mW5nWjpw3Hh0Z5Dy9hr2oNlJjeyYCFKVdyzTOjATytTuLgKQopUCFJLEEEM3qDVpRlEBjEnnIjat4aQo+IkQZZ5aNd6Hp0T8+IsUG\/Z2+fmiZ05hlGWAC8zYkP58qZKiElNwWiwcOxMiQ5vuaVKXMAaGdj\/dGaa8F+vzXjBY+KXJbeg\/WME26X36maJxCDEdTvN6H\/AI51p95enFUuRzheH+qoIs5qfrP6SrBWcM\/uEEev3rfA4a8wKRZjAdrDXnT\/ABAQcQ5Sbn937ieel3qnFcTm11Qjwv6WoapcgEbOQI7V6ThiMNABDGCqxYgWHK9J4As9m+XpvjOGIQlZbxAkSJ0ZhbUzSPfweh\/H+cy9r1+HU\/yuG\/2j\/uv\/AMKleaz8hVUef9HT\/i\/s8jVo+RRUYJUCQLXaskEBtKJ5elNDuL2l9JrWHt\/etUE3oiEzmiGg+3SKyMPfpRAWOletRigJi9eRwEw4Ei3Kx+da9Bw+JmQzeJvjUWz0v4rSnB7DUAYPWujwiGSPOvPYGKcxGrtIr0OFiFIAIjcUJelfplLENcZ+ooSUIQgPLqJLkbt0FM4ZGWK8h+q4oxeJw8NAJMFUkBgXmvUrxQEtauj50222cUpS2kL8agL7GuJxeCOhrrqxQ9K8UgHW4o0Ua08zxODrSeO7+IuSHe\/SupxQ0rmrwiGJBa\/a3vUqRGkhRQJiPIP53oYwYJcQNwHkCN7+9NIAubats9BWRp8v+PapUzJIBk7UIJJgB+g8\/SmUQRn\/AG3ZibjkQdtaAQamZtlZXfLZ4F1NO2wvWSKKnDuQbdix+etbRhzJYg9x\/NZmlN9AcPDfr8\/iifS\/FMIjm9WssdLaO1udLp0TCXplGFOuunL+q2ENrTWCgNJlj2286tQDWL6mDroG2fXaiXmUCQl3u7QANt+TPR8ADMJ9PnKsowiXYTfsA9bRhmC17Rs4igMnxodSsAtuJ22n186U4tCUqyhoJtYjUv7U9hYJEkXt0qYyEv8AtDf6XbfUsH1ooH1TrwGpCCkdpv6O3zSspSCEpeXMW2n0HlWMQMQnQ2Mb8qrCDO23o0kbRWfRN42ExASkB2aLBmd76350ZfC4SUoW5zEl0hoAZp59BQMTEOQAPz7fcVfCEH91gRAMkazpHI1lTJX8Y5akMYeIliFPy5dQ1WnEPhL+hgUDGIcwWO50661r6jBmDes3rayn+zOYVK39RPwH\/wAqlEPJHnuG45aErShRSFjKoAkOHBYtcOBQl46inK8Ak9yBL7sKwsGsrOlrFhyserGqaeW57MzaiIW1DCyOrETPLWrSDRRvB\/gsfKoEhwDzHqKPicYSL2rmZzUGI9F9jTeD+Lx5zAgzXW\/zlrQA7QX\/ABXARhJUp1HXT8V0eCyrWEF8ocMC3S0vSqey8W36dX\/07xiApSQk\/UTClSed9H+1dteND6\/NDek84SMqUBKYYDQCwczTODxASA6QqQSCSx5RVV\/1WHRKaXhjFWzEzQ+IxU5RJfUactaxxnEgiwEaVzcTiRTKhbbZniZpA4apm9MqxZvV4hGUMSVS8eTUrZBpb2c8YE9jzqYnDpCQSZIDAMQ0guxgwIbWjoW0qS8GxaWg9HoH03qNDcd8MYyQVEpdtH9rm1qEtIzWyiLTpJk63pnJsGpbEvSaUcpIwsJCg2Ypi7A2DjUX+1TCQpRASkkzABLtOnKqIkRW8NRSYcHkWOtBiJZ4ESCTbRoFEVhl8pDEcp71rh0yPnenjhgFTyd3h3u+utbC8S2L4aG86ZOGCAxJiYZjMXmNatg3N9vvROGSHmZ7NL0yRZdMzgYRDnR\/k0XIBOUu0EHozhtqIot+wGSYOmwfo0xVoxinwg3Zxueel386GFKc4iwVryhRLJBEmwkwNJoWJL7\/AHp3hUFamIvzZmBcd6CvB8Za0mgkZ5nRz8dBNxIoh4BeQrCVZMzAgHK7WreLJAS\/z8zWl4qkoAJ8JJID+rXFNhw\/X\/10c7Pl0Fh1BGugnvej4GOmXAzQzHY+XeluJQTPpdpoKMEsPEJPk25tPWhhPlUnXViIKHY5nu4ZtAzX1d6pnEg\/aeW9KILJYHMcpcTDF+hiaLhrLEkMH9Q8eT0cMvp+w3i29B+KlLf5A+GpWDyRx2DAjNmcvEWDMXu7+lAUiWvLMBTGKR+4A5SRGvOHs7zWcJIMuAQXdzuLjYTaaY59WC6y+nzvVlRMkk8z\/NWAAWDG0t0MEgHlWlJ1EJJLWNr\/AGpkIzClFRckk7m586LgFi9+zigrJPm7aTf7UfAFFAzRjKFklme8AB9WAsHtXW4BaEWElq4xV0mioWaZYWmuJ6T\/ADOQNp7WoBxDSAxFJAeAR5h\/yKF\/lmjpVfR\/g6OLiOJpTGPIDX760r9cmH+a0VR56fBQ5IbX+yian1VRJygltpZ\/tVpnl28qJhEB5ZwQfnVqXTUutwwpbgBIMBy6QC5AedRtVjEeGpfMCWrYApX2aazpG8XlSq8NxTWSav6fKlaKNtoUTwir22v6VMLCL+IPf11frXbRxS0t4i4QUgvZJcN5EilijejSWdCRNb2Z4ZDUypera\/BWEJ00FN8PwxVYdKXDtnzELBM9qe4XATF5qlcM5BJbckyTMtTBDAFLX32byE06Q09em14AA09P7rOH+nZzLDnqdpra\/M04taUpT4kklMs\/hPNxen46C7lPGYxuCyIKkvDDNo+1cficUkmdd+dOcRjKLiY2kUpxKUE+BJAYXLl2D6DV6RpLw57+jbEkJJs7\/HqsYTl2+NTADWoS1uGCfE\/7n02alZJ4gaUph36Wfu1KlArWchTn18qyhV\/EwY3eYdoGtqCRK7RlCTJExMcxy3b4ahDm1zo172qk7AyXBezBjLnr5ChKJDP7\/GtRI6GyD\/cfT81KDnPw1KJtFMcqKiCsqCSwuQQIcONgNLNW8VGbMtktmlgA2azANEdqAVQ1QKmzDaQ\/w863ZpxBSw\/cHDbgGziA+hBnnWUBLkFur7OdtfxQyFfuykA2LECPnrWEg3+duVMhX2HQU89f4moSYl61jgMll5vCHhssnwh7s9+dRCRr6UQotAs8UyMQQwAgWe+\/X0oHtRE4Zy5mf2rcg4ReI9RS9Kx9QvYNMSwJ7vW0eVDR0bQjWmMFQ1dnnfs+tAynY0dGApn8LA7jV9Hc2NYoui81wBG5vWsLEUFEpJEEXliGIfo9bQxdwWY2u7R2dnrIBB+GjgarfTasMZoDEwXIvqzaUZGGHnYgWToweggl3M96OgKP+km7CY1pWh4zAaEEnemEcO9Dw0kHUb\/iutwadWtNB\/0dUzqE1cOdjf8ANE\/xgzH1vb2rpcUsrJUwe8AJHkKr6WX999QLi1361pXXZuKXvokjAjICZHSHe2szNOfTyIuXFbVxSSSWboBoIgNXO\/VOKgDXVqdJIfZmd\/INCc6zLD2FPYwSgMlyJYm\/KgHGBDkyZJLudh5NW8RYNhDViarPfQC1ki9Y4ZZsTVESw1reEmbNHqOtZEq7YVeGopKgIDOetvY0th5gczgEbi56NfrTiUkw1YxlJykNq9\/Pzokq\/sUQsTmBsWZhOjxalHBO1FWTQwxJKiczu951d70MJVW9Ir9TUlTKSVE5RmKmfMAAWbTakeIIcs7aOZHdg9OKwXpfF4czyu8cm+c6VkcwVUsx7iDrfe9zW76eUkn3msLS0N\/Fay\/P5oACfQVy\/wC381KrOdvQfipW6Mc04ZlxJ2\/irGEdbNTqsNxBsTABgRPSqxiogOSoJDBzYSQA\/c0CinsVCAARlBcQXLiXeC2muhoRGlOL\/aBqIblBE9zWfplhMTG3WjpSfnvhjA4UrJCS4Ac2DAXg3PIUTKNCT1DbfzVJhxobt51m3z41Z10Gfm1QUolzvTyeOOQ4YUQgqCsotmAIe+xNc3Ma2KTSj+a\/QRTHTSG9\/IVrDww15+X2q0KvzouclgZAtJiB+AKZDcP0GxOFyMDqAWGxmXEFp71kd2+8t9qsTTK8IAJOYFwSzGJaXDeVNKC1ixgUYRUf6HOuhg8J4ScpIe9CwWDHavRcJiYP0VBT5wQUsBrcEvaK6fnCo4\/tfB+acJbu5khg52AYX5NURiESCRfcM8NzcUxjIBcgPr00\/FKrSSHOvw1K5SeHX8q5IGlRd+ddTh1gCTcevOl+H4Tw58wBBDJYubyCzQ29FxkkJDmwgcpPx6RI6IsrHWSCaAlZDv8ANdaCte9Uohr1tBVa9DpxWB2Fc3H4kqU4LVvGxCRypECelDSF3vR08H0+8Vasel8BbVnNNMI7weSuXttsPvRsPEpZAcQLN3reQgtTJCP69nSw8ZDKCndobdxd9GekSuSe2mr6edAViHU\/BQcbGFZvolT1hOJWkBgS5\/c4hwdPSgZwX0mAA4sdSX2oIUWd9xHr70RYCQQRMa23BBFDdF02Ft5UucSX7+VZViUM\/alZmwjpY7tE8\/Xas4+LnOiQBADtA2O5k8yaCXBmsLJpWxc7C\/XO\/qalLZqlAYYykgENdr99a1w6U+LOkmGDEBi0EwXHL1ro4H6ekYallSAoKAyl8xhTwQzBvakls+VgOnrBqlS5wMWreMGtGsknUva3vFbSHglhpHJ+u3pWghTHZUCAYd4e0tQVbwfnKps7YKMXaNDL0Ajq9NoSSP23cgkiwgiYPvUWnKLCPOlZTin2hQE2qhejpQ\/yPPzomHhm13EyZ1agK034DQu2nQbfemQdKwA0f1RMFJJ7hqdGlNdBUJIfn13oqUHXtWgiKPhIkS09+XTzpkV4rCkoajoBt7FxPeogQxs4J36Pp\/Va\/b8F\/vVVTRG\/lyfZopcc\/nrQVoJsC3tV\/UN55f3UzFRJJvvvFLTGmcGeFCf9SiAxtMgFhJFC4\/iCTKiYE9udZzncxbltpv8AeleLWIZydbX5dqXcDTSMoUHltbvteKFxC2ZyG5bOR26FqGnEPz5N6HjLCifCw62d2uRrQ057sInGJGUq8ILs8PDxvSZWHJg+dQKEwW6vvENV4KEkSW6ByXIi7b\/LAi2FC6MUgglOmha0ANMl3sP4CouenJizBorWWH0+9MgNjXDYhSxBkW7U+jjQpKyvxrUB4lG0hy7yfPWudhLUgukkH2H2NWpDAFwX6wZYGL9KdPok1rKWtxSqyWaW122oyrXaSG1il1ooMzNcPmKmTB\/+TaHU8q2tAYT1i35pfK0VsILVsF0HRVlGUAA5nLl4ILMwaNZ51j6hScwNmPKORvVBTuWn48NQCUBPaqWh+dEIDsPVh6P0qFREgmxHalaMmK5etStfU5mpQwbTo8KkqBBUEwS5eWBYQLnSoMOQR+4EEG3rpUStOUJy+IEy8mzDkBPnT\/6WvDCxnCil\/EEkA9iQWrOmyySns5hDFzH50rCEz\/TeRrocThpJZOpgPV\/4wBI8Jm4N9LbavFBdnX81ywXweH09TDUfi+DSA2YKEGCYcO06ija60XDwk3zPuOUSd70eJ1cUcRWE7Ad\/tTiMDwPnDhX7WOt1WblXUw+GQSVAi2pD9GetLCQLaR0ocWZ\/Jfs5mDwRO4bXrRjwoZg76Pr0ppS7AGG2is5rM8AvNum16PHBsn8IAENsd71tAGtRZI8VzzYu7\/zV54Df0\/8AVqKECInpVYpi33+\/yaigRoRzkXkek1eIPBzPps0zFMxW00LYhJLk8\/yPQ0TDTr8tWEphue0z8tRsMjLaftQI+FYi\/Cx0+bPt8NIYyw\/bXpTXEYjEz099KUxBoLUGJdAEEkgDSYkxLtQMQEu5531+e1ELTv1010ql4fiYF7MWZz30onM\/QK7gDw2mY51aN\/bTaetExeFyrKVMWUxykF+hDjvUykA3b0D+xIFqGE91mkqJkz6S0dhRghRkA7lmgOzlrTvuKpKYD2jrzatIEOPjTRRmEXiKUXLubkuX5l+j1lSjAdwLDTnHajK4rMGUxLu7SXYMTqIjvvS6l3gT5hpp2BeGrzYml1rLl5Ju\/nc0ZMxqa1xKUZdcz\/8A1Zh3d6AKFVLdTsOwAHkKdXxxyBBCWdwQEhTsw8TO3KlMJL60xxfDBBYLSuAxDtI\/5AWtam\/JFsQxSSXJvWuHSokBL5nDAXJeAG1rRRqbf0fOhZi70XIFQXiAvOrOXVmOYku5eS+s0BSj77HlVqVVoSVqAAnRodhaNY6kmpUUkrMr\/b\/+U\/iroWT\/AI+lSlwfUO\/RU4GUuWIva8VsqZjJJLuTe735+dViYq1MoqU4AYnYRBfRtKgBKZDsLt0E+nnWeb0VSf5CHMAAbEOPZ\/T2o5X4fs+sOTyk0vhp06GRLM\/3omKQHZ20f+6KOr5vEV9Uuw9qYcJYglnsSHDNNubP1pbDUbxaOj1bvcyfvvyoj837oyvEBka7W7cvxTGHiBm8RmQ8MLSNb1zFIymSO3nTeGggyoHabiwna0UExubbxjZWpQAckAQNGeegeqSALiJn8ULMw0M+xluo5URCXUAS0h4Mb+ED2ph+aSZhwSSBDEzPS3MiagMgO1+u4jmarKHGaEg+K73lgWcyzcqEo5lMDG5IDzBM8\/egRf0GErM+\/KLDdvQ0fFAYXePaS5NLcOsNMkw0uAAGP46UypmfykGQ2mzUcGVaBUMpI1GxBndxpWEr0MGYbXZtKzj8RYQBvOrO\/Kll4jDR25u0vQJugnEAACQc0w8SQxJ1\/NL4y5JS7AnW07jtQ148Nu2ka8r1R069elDSe6WhLAKKXD2NjuPWhrLKZgZF+wuCzRTgWFJCEoS5VfWWADuzDpqaHgYaT4ZnXR5ywA5uPWKzRN+azGAtSpy5srEhiRlGhY\/tt50BNzB+CtIUXg9+v81aiBu+p87ct6InHAuaGKtPf2rfD4hQ4BLKSQq0jbpagpkPLOHida0lHnt7k1tM0mbxYgF5g2f8UHMdKJikt8nnzrCyAzDSb3h70dEw3gHxCAepg9TtUWkECRP20oOUkt88hWw4LKEiC93opgZClqc4fhStrDnApXDUHLhy8F41eNa7P6bxKQoZgCOproiU2cf0rPBXif0\/KHY\/BXKxECvafr\/H4S2+nhhPhDybtXj+JMmKa0kLFNiimFxWUGWdvPrUxSHLAgaS\/wCKGpbVyUdUo7H11f8Au4n\/AHV+Klcj\/J\/4jzV+auk0biN4hU4Em7Xga9mqkgvz5eWlEXiPBJ1PfX2FYQ51iW\/rSgjp1DvD4RJYMe7DWh4nL400NJI1qA605Tl+AyE\/1vReIKQolkpcOAkkhLyA7n3oBIoQXW3oLxPQwx0QVJJbY3M7jpVIxCQ5+7RzpUs3x\/nOicOzy4HL+aUD+j0dQuJb011et50gvps4cjWW+PrSqFTZ4Nuhma1mHqeulMmGrC45uAA5NwYYsW+NWfqMC7yCA0Az6igpxAFAkONpnlv3qlLlxvAvdy3OiRd94Mo1IUPCLHWQ0NMl2pnCU9+f81ylrZxt21mj4WLY6PqfOgUmxriMNnzJLKDiyQxBkACQ4FtudAx0hQCW8eYh+QDyCbkkidutRWLsR2exuKmMCoqMm7OZ7ks+tDRXLb6FlpJW+Ym7EnY8jV4q4cBrvOp18qglRJALF1AMB5iPLnWF4hS4A0ILu\/OPmtDDKkuhjgkiDmSzuAXFmLEiz2vppQc8htLe\/wB6wCw1kQ+ss\/Rwd6iS+vZ97t5CsMuwmMpy4Z9QLOIszaPDj2rJYgSHPZpN\/S1RaNndpeJNmrIdwRDESLAmx2FYSkFwkh1+NIDR+7xSIEPI3q8wh31c6mOZ3pYEllFWp3cGNdH+NRkrBSzF\/wCm+9YVFYijvtr30rJUSXJJOrzWVfJ+1UDHP0o6D8hCGrILlv4qKPKrWAACCX1hm\/NaWLfhtaMpbUQZBDgmxFxWk4jWpYKraHMOPMC061eaOWpOnw2K5DjNynblNA4zDAzZnBFg2r6vyeh8NxJQQoEhrEb0T9U4tS1FSlFSjJLu5NPVrj2JMPTmY3INGnk\/egn9pkX\/AG\/9mPNp9KKsmgHnaH3+Xrlp6dkTiMZ1bnzqVI+GpUx8OgcOeVRWHrUqUxkRKmqkmWqVKcZjKMQf7XPN\/agaGrqVkLTZhCym32+9RKvSpUrA\/IdK4cvJgb2LH57UNeL7e39VKlYVtmkY7Of+LXvZn3FooC1aO7a92ee1SpRFZEL1G8DS7h+V9q0hVvgaP5qqlBjSw4WAHDOPvsDejcPjH91xZtdR3Me29SpQKq2n0YXCVEOztcc9L7TS+KoqUDm2kaM1huKlSgK\/TC13Lgdi17D+a3w6gwj51+XqVKw8+hMRiTleA\/legLUZB6kaOHuBUqUDUVh7aDbXz\/G9OcNguHKgAxIdwCQzpBZszEedVUrSIwWIBZxLuJjlasAgF2cbW9jUqUWZGlgnTnGnatIF5ETOsiOdSpQQKBhM3qiqpUpybKUqsLxIqVKDbGUoEtamYks5h7blqwJ69S5epUqbGRf0zyqVKlAJ\/9k=\" alt=\"La nebulosa de la Gaviota |\" \/><\/p>\n<p style=\"text-align: justify;\">Esta es la Nebulosa de La Gaviota que abarca 100 a\u00f1os-luz de espacio y se encuentra situada a 3.800 a\u00f1os-luz de la Tierra<\/p>\n<p style=\"text-align: justify;\">Existen casi 4 000 nubes de este s\u00f3lo en nuestra Galaxia, y cada una tiene una masa que oscila entre 100 000 y 200 000 masas solares. El Hidr\u00f3geno y el Helio presentes en las Nebulosas existen desde el principio del Universo. Los elementos m\u00e1s pesados, como el Carbono, Ox\u00edgeno, Nitr\u00f3geno y Azufre, de m\u00e1s reciente formaci\u00f3n, proceden de transmutaciones estelares que tienen lugar en el interior de las estrellas.<\/p>\n<p style=\"text-align: justify;\">Y, como ser\u00eda interminable el rese\u00f1ar aqu\u00ed todas la Nebulosas existentes en el cielo, s\u00f3lo nos limitamos a dejar una rese\u00f1a de varias de ellas de entre un inmenso de variadas Nebulosas que pueblan el Universo. Lo que es ineludible por ser el objetivo principal de divulgar el conocimiento de la Astronom\u00eda, al tratar sobre Nebulosas, es explicar lo que una Nebulosa es, y, las clases o variedades m\u00e1s importantes que de ellas existen, as\u00ed que, sin m\u00e1s pre\u00e1mbulo pasamos a exponer lo que son estos objetos del cielo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nebulosa de la Tar\u00e1ntula - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">La conocida como Nebulosa de la Tar\u00e1ntula que ocupa mil a\u00f1os-luz de espacio y est\u00e1 muy pr\u00f3xima, s\u00f3lo 1.500 a.l. nos separan de esta ara\u00f1a c\u00f3smica. Ah\u00ed a la derecha de la imagen, podemos contemplar un c\u00famulo de estrellas masivas que resaltan azuladas en toda la regi\u00f3n que ocupan al haber ionizado el material circundante con sus energ\u00e9ticas radiaciones ultravioletas.<\/p>\n<p style=\"text-align: justify;\">En realidad, \u00bfQu\u00e9 es una nebulosa?<\/p>\n<p style=\"text-align: justify;\">Se llama Nebulosa a una nube de gas y polvo situada en el espacio. El t\u00e9rmino se aplicaba originalmente a cualquier objeto con apariencia telesc\u00f3pica borrosa, pero con la llegada de instrumentos m\u00e1s potentes Tecnol\u00f3gicamente hablando, se descubri\u00f3 que muchas nebulosas estaban en realidad formadas por estrellas d\u00e9biles. En 1864, W. Huggins descubri\u00f3 que las verdaderas nebulosas pod\u00edan distinguirse de aquellas compuestas de estrellas analizando sus espectros.<\/p>\n<p style=\"text-align: justify;\">En la actualidad, en t\u00e9rmino Nebulosa significa nebulosa gaseosa. El t\u00e9rmino nebulosa extra-gal\u00e1ctica, utilizado originalmente para describir galaxias es obsoleto. Existen tres tipos principales de nebulosas gaseosas:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\" (Foto: ESO\/H. Drass et al.)\" src=\"http:\/\/s2.glbimg.com\/qZpL8IoyinvzgwO2O1kbIwbLuyU=\/e.glbimg.com\/og\/ed\/f\/original\/2016\/07\/12\/orion-nebula.jpg\" alt=\" (Foto: ESO\/H. Drass et al.)\" \/><\/p>\n<ol style=\"text-align: justify;\" type=\"1\">\n<li>Las Nebulosas de emisi\u00f3n, que brillan con luz propia.<\/li>\n<li>Las Nebulosas de reflexi\u00f3n, que reflejan la luz de fuentes brillantes pr\u00f3ximas estrellas.<\/li>\n<li>Las nebulosas oscuras (o nebulosas de absorci\u00f3n), que aparecen oscuras frente a un fondo m\u00e1s brillante.<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">Este amplio esquema de clasificaci\u00f3n ha sido extendido sobre todas las longitudes de onda, dando lugar a t\u00e9rminos nebulosas de reflexi\u00f3n infrarroja. Las nebulosas de emisi\u00f3n incluyen a las nebulosas difusas o regiones H II situadas alrededor de las estrellas j\u00f3venes, las nebulosas planetarias que se hallan alrededor de las estrellas viejas y los remanentes de supernovas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"imagenprincipal\" title=\"V\u00eda L\u00e1ctea sobre Suiza\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1102\/mwcliffs_vetter_900.jpg\" alt=\"V\u00eda L\u00e1ctea sobre Suiza\" width=\"630\" height=\"384\" \/><\/p>\n<p style=\"text-align: justify;\">Todas estas Nebulosas que podemos ver para nuestro regocijo y asombro, est\u00e1n en nuestra V\u00eda L\u00e1ctea, una Galaxia entre cien millones m\u00e1s que, contiene todo aquello que en el Universo pueda existir, ya que, al fin y al cabio, \u00bfQu\u00e9 es una galaxia sino un universo en miniatura? Y, entre las muchas maravillas que la Galaxia contiene, tambi\u00e9n exhibe un variado de Nebulosas que podemos admirar como las siguientes:<\/p>\n<p style=\"text-align: justify;\">NEBULOSA BIPOLAR<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/estaticos01.cache.el-mundo.net\/elmundo\/imagenes\/2011\/04\/11\/ciencia\/1302532223_extras_ladillos_1_g_1.jpg\" alt=\"\" width=\"587\" height=\"328\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Nube de gas con dos l\u00f3bulos principales que est\u00e1n situados sim\u00e9tricamente a cada lado de una estrella central. Esta bipolar se debe a la eyecci\u00f3n de material por la estrella en direcciones opuestas. En algunos casos el material que fluye escapa a lo largo del eje de rotaci\u00f3n de un denso disco de material que rodea a la estrella, y que la puede oscurecer completamente en longitudes de onda \u00f3ptica. Las Nebulosas bipolares pueden ser producidas por el flujo de materia procedente de estrellas muy j\u00f3venes o muy viejas.<\/p>\n<p style=\"text-align: justify;\">NEBULOSA BRILLANTE<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Index of \/apod\/fap\/image\/0405\" \/><\/p>\n<p style=\"text-align: justify;\">NGC 6302 una Nebulosa brillante que tiene una temperatura superficial de aproximadamente 250 mil grados cent\u00edgrados debido a que su estrella central, en exceso caliente, hace de nebulosa planetaria peculiar, una muy brillante conglomeraci\u00f3n de gas y polvo. El telescopio Espacial\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0capt\u00f3 esta bella imagen nosotros.<\/p>\n<p style=\"text-align: justify;\">Nube luminosa de gas y polvo interestelar. El t\u00e9rmino incluye a las nebulosas de emisi\u00f3n, en las que el gas brilla con luz propia; y las nebulosas de reflexi\u00f3n en las que el gas y el polvo reflejan la luz de las estrellas cercanas.<\/p>\n<p style=\"text-align: justify;\">NEBULOSAS DE ABSORCI\u00d3N \u2013 NEBULOSA OSCURA<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-dM5LQiAY0U8\/T0wM0myBAII\/AAAAAAAACJM\/xwhwrzX-nck\/s640\/ldn-1622.jpg\" alt=\"\" width=\"640\" height=\"636\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Nube de gas y polvo interestelar que absorbe la luz que incide sobre ella detr\u00e1s, de manera que parece negra frente a un fondo m\u00e1s brillante. La luz absorbida calienta las part\u00edculas de polvo, las cuales rerradian parte de esa energ\u00eda en forma de radiaci\u00f3n infrarroja. Parte de la luz del fondo no es absorbida, sino que es difundida o redirigida. La Nebulosa de la Cabeza del Caballo en Ori\u00f3n es una famosa nebulosa oscura; otro ejemplo es el Saco de Carb\u00f3n, cerca de Cruz que oculta parte de la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-align: justify;\">NEBULOSA DE EMI<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/#\"><a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a><\/a>\u00d3N<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nebulosas de emisi\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"Nebulosas de emisi\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">Nube luminosa de Gas y polvo en el espacio que brilla con luz propia. La luz ser generada de varias maneras. Usualmente el gas brilla porque est\u00e1 expuesto a una fuente de radiaci\u00f3n ultravioleta; algunos ejemplos son las regiones H II y las Nebulosas planetarias, que son ionizadas por estrellas centrales.<\/p>\n<p style=\"text-align: justify;\">El gas tambi\u00e9n brillar porque se ioniz\u00f3 en una colisi\u00f3n violenta con otra nube de gas, como en los objetos Herbig-Haro. Finalmente, de la luz de los remanentes de supernovas como la Nebulosa del Cangrejo est\u00e1 producida por el proceso de radiaci\u00f3n sincrotr\u00f3n, en el que las part\u00edculas cargadas se mueven en espiral alrededor de un campo magn\u00e9tico Interestelar.<\/p>\n<p style=\"text-align: justify;\">NEBULOSA DE REFLEXI\u00d3N<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Nebulosa Azul O Nebulosa De Reflexi\u00f3n: Caracter\u00edsticas Y M\u00e1s\" \/><img decoding=\"async\" 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\" alt=\"Nebulosa Cabeza de Bruja o IC 2118 \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">Al igual que las otras, es una nube de gas y polvo interestelar que brilla porque refleja o difunde la luz de estrellas cercanas. La luz procedente de una nebulosa de reflexi\u00f3n tiene las mismas l\u00edneas espectrales que la luz estelar que refleja, aunque es normalmente m\u00e1s azul y puede estar polarizada. Las nebulosas de reflexi\u00f3n aparecen a menudo junto a las nebulosas de emisi\u00f3n en las regiones de formaci\u00f3n estelar reciente. El C\u00famulo de las Pl\u00e9yades est\u00e1 rodeado por una nebulosa de reflexi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">NEBULOSA DIFUSA<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa Difusa M78 (NGC 2068) una nebulosa de reflexi\u00f3n \u2013 Nuestroclima\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nebulosa difusa - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Otra nube de gas y polvo interestelar que brilla debido al efecto sobre ella de la radiaci\u00f3n ultravioleta procedentes de las estrellas cercanas. En la actualidad se recomienda el uso del t\u00e9rmino Regi\u00f3n H II para referirse a este de nebulosas. El calificativo de \u201cdifuso\u201d data de la \u00e9poca en la que las nebulosas eran clasificadas de acuerdo a su apariencia en el \u00f3ptico. Una nebulosa difusa era una que manten\u00eda su aspecto borroso incluso cuando se observaba aumentada a trav\u00e9s de un gran telescopio, en contraposici\u00f3n a aquellas que pod\u00edan ser resueltas en estrellas. Esta de arriba es la Gran Nebulosa Carina, inmensa nebulosa difusa m\u00e1s grande que la famosa Nebulosa de Ori\u00f3n.<\/p>\n<p style=\"text-align: justify;\">NEBULOSA FILAMENTARIA<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La nebulosa del... - Astronatur - Astronom\u00eda y Naturaleza | Facebook\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS_zTovVc2aEgSdKASJS26sgOjpVF-ezZM4cg&amp;usqp=CAU\" alt=\"Bucle de Cygnus - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Grupo de nubes de gas y polvo alargadas con una estructura en de finos hilos vista desde la Tierra. Muchas estructuras filamentarias pueden realmente ser hojas vistas de perfil, en vez de hilos. Las nebulosas filamentarias m\u00e1s conocidas como la Nebulosa del Velo, son remanentes de supernova. Aunque estos remanentes tienen temperaturas de 10 000 K, son en realidad las partes m\u00e1s fr\u00edas del remanente, pudiendo alcanzar otras partes de ella temperaturas superiores a 1.000.000 K.<\/p>\n<p style=\"text-align: justify;\">NEBULOSA PLANETARIA<\/p>\n<p style=\"text-align: justify;\"><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;\">Brillante nube de gas y polvo luminoso que rodea a una estrella altamente evolucionada. Una nebulosa planetaria se cuando una gigante roja eyecta sus capas exteriores a velocidades de unos 10 km\/s. El gas eyectado es entonces ionizado por la luz ultravioleta procedente del n\u00facleo caliente de la estrella. A medida que pierde materia este n\u00facleo queda progresivamente expuesto, convirti\u00e9ndose finalmente en una\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/#\"><a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a><\/a>\u00a0(lo que pasar\u00e1 con nuestro Sol). Las nebulosas planetarias tienen t\u00edpicamente 0,5 a.l. de di\u00e1metro, y la cantidad de material eyectado es de 0,1 masas solares o algo m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">Debido a la alt\u00edsima temperatura del n\u00facleo, el gas de la nebulosa est\u00e1 muy ionizado. La Nebulosa Planetaria dura unos 100.000 a\u00f1os, tiempo durante el cual una fracci\u00f3n apreciable de la masa de la estrella es devuelta al espacio interestelar. Las nebulosas planetarias se llaman as\u00ed porque a los antiguos observadores les recordaba un disco planetario. De hecho, las formas detalladas de las nebulosas planetarias reveladas por los modernos telescopios cubren muchos tipos diferentes, incluyendo las que tienen de anillos (como la Nebulosa Anular), forma de pesas, o irregular.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQlWJbbxrnOjklQNNP1LLKz166l4MqGxw7xXQ&amp;usqp=CAU\" alt=\"Observan por primera vez un chorro de gas mientras emerge de la estrella  central de una nebulosa\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ-_wVobiVU9Lrk2dNjFinL3rkGcyjg8QF3X9-qiyq3cnsCOxH5_8zAHMAiHmrKyArYnc4&amp;usqp=CAU\" alt=\"Qu\u00e9 son las nebulosas planetarias? \u2013 Nuestroclima\" \/><\/p>\n<p style=\"text-align: justify;\">Algunas nebulosas planetarias presentan ansae, unas peque\u00f1as extensiones a lado de la estrella central, que se piensa que son producidas por eyecci\u00f3n a alta velocidad de material de un flujo bipolar.<\/p>\n<p style=\"text-align: justify;\">Los cometas, asteroides y meteoritos aportan importantes pistas conocer la composici\u00f3n de la nebulosa solar. Discos similares de gas y polvo han sido detectados alrededor de estrellas j\u00f3venes cercanas, notablemente Beta Pictoris.<\/p>\n<p style=\"text-align: justify;\">Mucho m\u00e1s es lo que podr\u00edamos decir de las Nebulosas. Sin embargo, estimamos debidamente cumplido el objetivo de ense\u00f1ar aqu\u00ed, de manera sencilla, lo que son las Nebulosas y, si algunos de los lectores (aunque sean pocos), han aprendido algo sobre ellas, el objetivo est\u00e1 cumplido y nos damos por pagados.<\/p>\n<p style=\"text-align: justify;\">Gracias por la visita. 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Si consideramos el n\u00famero posible de circuitos neuronales, tenemos que hab\u00e9rnosla con cifras hiper-astron\u00f3micas: 10 seguido de al menos un mill\u00f3n de ceros (En comparaci\u00f3n con el n\u00famero de part\u00edculas del universo conocido [&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],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27157"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27157"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27157\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27157"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27157"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27157"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}