{"id":2209,"date":"2020-07-30T11:00:13","date_gmt":"2020-07-30T10:00:13","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2209"},"modified":"2020-07-30T10:01:29","modified_gmt":"2020-07-30T09:01:29","slug":"de-como-fuimos-descubriendo-los-mecanismos-celestes","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/30\/de-como-fuimos-descubriendo-los-mecanismos-celestes\/","title":{"rendered":"De como fuimos descubriendo los mecanismos celestes."},"content":{"rendered":"<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.bbvaopenmind.com\/wp-content\/uploads\/2019\/01\/Fermat-2.jpeg\" alt=\"\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Los cambios se estaban produciendo a una velocidad cada vez mayor. Al siglo de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> tambi\u00e9n pertenecieron, entre otros, el matem\u00e1tico Fermat.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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TwiNdJRXTJBLaFAA2EdnBVNEU4jZ4c0FzgCQP5md6xcZg8p3EcQrWPIuwJHR9y9E5mz+sx\/09X0vprzkFH3M1UnaY\/6d\/32J2d\/jYMF\/M92+EDguWb8LHBcsuy5R5hz8O\/P4Qf8up62LzvCi47\/AFL0bnwbmxOFaB\/VVL7vKYgPC4dsA5r+EA7lcwySiJlBtmnQc1ok8PNKtYWqzIWTIPDddZjMFmOZxIFrAi\/8E7F4sMbDQOxJat6LeLo7jzyaRDjNp5CBmkA38NFr4TarHxGlpHduWdsrY2d2et2W70Q1cHSgAMEu9AiwHBKm4rRUy8OX8OxFtTFPqMApuAAid1rT3LPwr81WG7mnQyJ7PMn4\/ZcDq+Nz3JMFWbTbAHWOp9gQaoWm1o6rjqplvRntI0IWFicUZh4t6R4om2k0uo5WENJym9pAFwUGbSrNgCRO+OxFj3oOKH0nCtWpUR5BqCe0kxHjp4r3DBnyWtgCA2LiBvB4EBfPmHrFrs7TDgQ4HgQZXt+yMW5uG6R7ctQsBInSbRfeizKqoCfY1ccwVHMY3QEDXUAZj37vOp6lPVkDrNjzgqjyapEN6V\/lOYYn4rZEeJiVfNaag46Hv\/EJFi0qPLeWRq06bKYljQXNeRrIcQB3EAq7sHHUm0GBsNiB38fFZ3K7GAtrFwN6lidwz6xutKGNkse+uymHEAm8HcArHG4jILQZ1qrhXdVLh0bSCDMdUNgiOMqDZG3KZDmOgQSWn+6TopcZs5gYYY7TynE+eELYamM7uA0MesJUUnY3UlRt7Uxfxmw9sgWvE6KrhsO6qeq0jiU7B4HpJay5cRJAhrRM+xEGPDaTRTZYkXM7t5RxaWjuNIy6GEYDkAz8Z0P8EuN2O5rSaBDrTkBzERrl9ynglpawQN797u7sVOliCwhzZCNMF6B9+MLhOpUTawIMqxynwuWqajLU6hzDgCbuHZe\/iscOJKtY4pq0C2TtR9zMCNp2+Yf9+mvP2OsvQuZR36xJP9nd+1ppmf8AWyIeR63lPH0LlX+E\/iy5ZNlw8\/56qhGMox8y701APYgA4gtEA\/zRxz5OjHUfqXftF57Mq7gWkJmzcZUloaTBIF\/DesrHAh0O3H8FPq1jDSOCmcOlbB8oaH2dy7s7NKT+WPH7o2qW1AGzvPpsPUrjcbPRkGzrDvCGeTbD00EERI4RNir+2WfB2sY10w7PfUaQO63pSJpcqRkuFOjQ27Tr3LAcsDSPGR3rCZtNocAQQ7S43yt2jykaafWLR38fBDO2K7HvbUZuc2bRad3YhgvpoPGtpMkxe1XEkHifQsXGMMg8VexbIqO703H0vzZPAg+GhToxUexdn0y\/lX0UGWE6r15uObVw2cGz2gtvvkSNNdR2SvIwCYAEkkAAakmwAHFel8jeRtSgRXxDyPjCgDIncam4kcBv3oc1NbM6atBpVeKZDBqGwL7g0LOrbQLHuB+MCGng+JAPeZVCvtMOxL3mMtNjtNJNyT6UMN2z0gph2by5BGogEiGzB7yeCTGNoQ9sHOUOIJaynMuiXHwtPr8ym5Gvb07nn4rLH1nxVLlRTcKzrEB57+8ef3blFsiqab7XmxAO72K01+MsQWgl29tHpGwC9pF7mzhN7DQqrs7CSQ3UmFrbK2S10mBAHVvm14fgpNjiK44iR5v5KutKkMqtGyxzKLASRYX7f4qq3C5z0tWxdozgN0rPp4j4R8HHyiSf8J9wC38Tcz+OxBxr\/ZLEaBlMDcQhqLXRLQWbtbZuUF7ZLZuOHaihLYMkJg8OypRLHgEHj+N2q8\/2jhDSqvYfim3aNQfMQvQNmOOU9\/49ixOVOC6RpqAddlnRvZut2X8CeCsYsnGWwGgVavQ+ZL\/iDvqD+2przocF6HzJu\/WDvqD+2pqxnf42dDyPTekHYlWf0re3zJVkWWgL573fp1H6l\/315692oCN+eir+m0fq3ftSgVzrlaODwQmS2aGHGal9EkJjauWN103ZNSHEHRyXG0oJUvWi5TljUl9aCCjiGFtpBEQZjdGvFD+1qoHVzZ3HUzNvBLgnvd1QQBvO9VdpUG+WzySSD2EewpcY0xMenk4Ofo2sDXoUmMAp5ifLfaR5\/wCCydrVB0nV0OUqBx6oJBv22KhnMQT2Bco7sDi01ZqYkzU83qU76ctLTvkKCreorkIWzcxxTcijyRxYpYmm90DKTBMQHZSGm4jU\/iF6XtTlX0AHTlpa7R7RLju8gfR1FuxeTVWZajx2yO43WxWw1OpQD2thzbOjQjuQ5Em02YGXFU2vQQVds4boSKdWOk1Lg4mJ6wsBFpsR4rENRvTnIJYGnLxIkA5hM3vaRaFl5Qwbyx0GBrI4dqZQ2jTaZlxJaWnq346aelEo12EPHRp8q3y0aCCCALWNhHC0W7Fj4WqTvJO47+0e1N2hjekNpjW8Ak3OgsNVPgqJDcw03jhwt+Ajqo0x2JNBXhdoPotYcuZpFxv7YXYqq1zunw5zDVzR5TTvlvnU+yQypSDHWvY7we3suoMRyUJdLTlPymujxSE0nsOSKfJLGU2nK50PYSGNPxg9wEg9klF1Sn1jNh+IhAe1tnUqVzi5qDQAZiCOLkY7HxpxGHpVJEwQ+\/xm2Pv8VGRXtHIvWaN6lpPBBBuCFWqVqbfKqM88n0KJuPofLnuBQOyEkQU6XRPLSOqZhZG0qpZVMdi2K212GRlLh228yzMRhzUdLQY3k7kyHfYMjA5QYNsNq0xE2cALTud46Il5kXfp1Qn5j\/XpLL2mAKTxMiD4EXn0LR5kCPhtWfmW\/wD6KSsSd4mgYL+QcfCD8k+Zcq9\/lN8y5ZpaAznqd+m0x\/yZ89R3uQU103RfzyCcazd+a\/1HBBmG4LUwL8SEPzJ6D4IWpiRmaCVk1DC0BUmmEU\/Za6Z1yixuzjDiq+HMsq0zqLjvGvqTi6CClx4yuFRujhBSmWYaj\/rv\/pibRbAa0cB6lWpN6zR2hWcS\/MGO7B7lXYeu38blMewGZJ5LX9GhQMuJVmqbBQUWAHgpnFKkaGJaM\/ajfIfw6p9YU+yMRlcWm7TY+KdiWZqbm9kjvCzcLU0O8KatUZ3Xw45FL2aFSl5TN4ktWLiGQZGh9B3hbZqeS8blUxlAEuA39dvrIXQlTKDRUwbCTYAxuJaPWfUrlLzX1Gp776Ss+g9uWC0kqzhnaN0lMkrCiEWzqpmxI7L37eCKsFirAOMWhC2ymfjxRJ8FzsyixGiqTqwgR2tyerNJdGdtzIvbtU3JbH06WHr06pcAHtd1RJh3VPhIE96162N+DmH1WzwBLif8PvQ5tbarKjwaNLK64J+cG8OYLEJkXKSp9gWkEGExmAfo+Pptc30xC0zgqQEiL3F0J7HZTe8gNglrpYb5TE2O8W1RhhKQFGmXHL1Gg+YelDPRyopimwOBiAN50VHHv6ZxD6xZRBhtNlpA3uI1lVdq4itWflpMy02mMzrSd5KgbswNE1K89jbD7WvmRR9shoh2y+kyk5tNsTA7bm8+Ere5kP8Ae631TP29NBW2Kjcwa0WFzxJ3X1Nkacyx\/Sq31dP9uxPlrC2DHyoN+iHAfaK5ZPW7VyyuZZ4glzut\/Tx9T\/q1UFYZ8OBRvzvmdof9kftaqBzY7vWtrp1eJFabqZo4limomWEcLqvQqZm9oUlGxjjb0KGtUWITqV+xzLqak3PTLPMqmGfBHYVeHVeCNClyLfTu\/wDjKVE\/m4+SSomeW3vVjFMy1HDc4SFVmCDwI9a5ATVOn9GrvT8pVbEVYurVCoCAeKVI0cdSdDqbZWHiWGm90bj5wt6LrM2vTIcHbjbzLoPYPW4uWK\/TH4TENcDunULnNi\/D1LNfSI67fEK1hsXKlxMRpx0yliaeV5G43HcVZwjLAzv3a+jS6XaVOAHDdbwKTBvkcI9Pgju4kLuEeAOWTwGvDtUWM5QVn\/m6UgG0jynd0blGKGcRmIFiYV09HhqeYAtLhEkgvf2DgEjV7CkYx2W8CXlrBvzGT4gKTDua0OFNpc42LiItvA4BXG4Rzh01fNl0ZTaLn3d6jr40aBjaYizW\/wDsd6PkBVEGxanR4ukHfGLg7uc0gelbe1MHjS\/q0szRYEOtYeCDsfiD0sg3bEeF\/WtetyhrkNfTqFogAgRAI48VMoPTRCNajsPGPu9zaQ78zvMPemYnB0aDSbvd8t+oj5LdB33RTWLMoc8SYFpjcgTlhtTM7o2gAakD0XS8bc5UE9A7XrF7i4716BzNf7xWn5un+2avPAvQeZ10Yir9Wz9q1W86rEwYeSCWDx9K5RfCh8n0LljF0FedOp+nzY\/mhqJH9JUsgtyMedMfp\/8A22\/feg0rb6b9SKOTyZJh6mU9ivNdcd6zFbwrpIB19aKQWN7SLNRkOPerWaW9yixw8l3gU7BmQQq72jQiuOVx9i7QEsa\/5Jg+Ko1t60cs03t7PVdZ40B8CpiFnW0\/a\/4TkywHsS7OqwcvHRR4e7S3eDI7lEH5XA8Cha+iVPjxkbgMpmKpZ2Fu\/Ud6kDLWMg3Cax0FINhVJb7Mx8Hcwe5WMXs\/4zTDuG53uKZtGnkfmHku9a0qFRpbuujcn3Rn4+njJywz7rsY4q5mmm6x7eKr4V8GJgg+jRbOLwYqDSCNHD8XCxsVScxxkeO4nsRxaZm9R008Et7RtYbajaegzO3D4o7SrGGbmPT13S74o3DuG4LG2fR+Mf5q26qXmeGnYhcd6E39k+0dr1KlpgCwAsFQaw6qbobTISgiPSiSrSAZi1nS4ntUmDBL2tHxnARxuoZVnZRiq0\/Jv5k9+IK7hxtzagbPBo\/AC8\/rVi9xcdSZVza2OLzlmQNe0rPCXhx8VZMnY5pXoPNEJr1vq2ftAvPgjzmofGIq\/Qb99H1H6pHQ8kFHQHj6ly0ujC5ZFMuWed855\/TzPzY++9B7kW85P++\/9pk+dyEnrX6Z\/hiU8vmxqUG67cmhNYBs4WuKjSHax5+1MpgtNvx3rMZUggixWnRqhwt5W8e1IlGuxoYsyyJKXdF\/NfvF1mgeUOBKs03kaqB9MgyLg6jelrTLWa5RTX0OoUCesDBBVjE4QPM5gDCZhH2LfEe5OyuJUN7CxqHCquxuz8QWHI\/TceH8Fo1Wb5txUFGkYvB9imJhLltl7BBxjT7DK9EPYW+bvVDZlWCWu1FrrRdxCobQw\/8AWNvx96mL+geoi7WSK2u\/9o0w6RAF1QxlKRB09XaFLgsVJ707F0zEwuSpkzksuK+5i0XlhLToVdY5V8TSzd4SYWtuOoTmr2eeyR4Sr6LjioyRB7j6k0yl3IRTMcFSUasB0akeYb1EVwduVjugRFwSlKEVHHI85qz+fq\/Vt++gQBG\/Neya9T6A+8UvqP1SCh5B3n7QkTI7EqybH2AXL4fprpE\/m2b9OsT6kJ1mQYiCNV6Ht7ZPT1nVW1GNBY1vWmZaTJEDS9liVOSLnGfhNIk8c\/huWpgyQWJJsr5Iy5vQIOSIwfyEf\/aKPhn\/AHU08h3\/ANoo\/wDl+6u+fH\/kieMvQIpWuIuEWO5Ev\/tFDzv\/AHUz8ianz1Hzv\/dUfNj9olRl6MfC4wHyjB48VdaBuspzyLq\/PUPtP9rVM3ktXZpWpEfSJH3UqU4fUi7h6icdSRA1zZuL8feuNS60KfJ6pHWqUvtO\/dU1PYrhpUpeJ\/glucfZej1Cf9f+GYaxiwTS93Aela7tlEfHp+dOp7Gc62dk\/S\/gh5xHvLH7mZgfbRPYbwNFp19hVGNlzm+BJ9QTcHsd7wSMo+lLfWF3Jew11EP8gex+HLDnZpv7P4J9DGhzYJgonfydqHeyPpfwWTiORVcOmm6nB3F5HsRKcWtsq5ssccueLs+6Meu2N6z64vmHii5vJLEkQTTP+I+5Q1eReI16n2j7kyOWK+0Uc7jLsDtOrKhr4w6N8\/uW8OQmMO+n9s+5NPIbFb30f8z\/AOUSnj9opcX6BdKil3IavH9LQnhniPQkbyGxHzmH\/wAw\/upizQ9ojjL0DIXIoPIauNauH\/zD+6lbyIrn+tw\/+Yf3EXzQ9o7jL0D2FFPrZ8+nVyZdZ+NO6OCM+bED4RWjTo2xOvlqizkNX+coW\/vn91bvJfY7sE99Wo5jmloaAx2YzmJ0juS82SEsbSeyYRaltBJnPALlX+Ej8Fq5ZvxyH2iaru8fWEh1K5cgj2YwrU\/LHeoNpf0h7m\/dC5chCRXxHknuTnaeZcuUElKvr4FPP48y5cpCQyv7lUqe1cuRIMtN0Ckp6jx9ZXLkL7AvsaDPJHgubquXIAUNHkhIzf3hIuUjPsnKlqbu5cuQsEg\/iq7dT+N5SrkaOK+8\/jeU+no7wXLlJBK3TzJw3965cuIY\/A+UVqVvi97fWFy5FHyAYOrly5Xymf\/Z\" alt=\"C\u00f3mo se midi\u00f3 por primera vez la velocidad de la luz?\" \/><img decoding=\"async\" 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kGvFwwPEZCt9nCFX+8Qur2FyGc6+2hEQhaBMSXTstvIqm\/PRkY6\/+Quet4rFMGEwTG0VVKzD5eTHwr3\/AO3KO1+sN6GovmSbYiYG0G1mEsm3X4pntAazQss7sFzIexBsxW4uSS197bRCFdpznnu7DMb2UEb9Db5DSD\/FsygE6nlz6t8zfX06RG5QTBMQeXXLrzKi1z1zBh8xDGopzoTclVC6AAaE7W7AfSIQDmyBnmJ903BHy1hrhlLklIo8wVVHcWAhaGzlS5tm3Pa\/6aQ2k07r5pbZhHB8ZsWYwz9zseGQwpT\/AGCfsobaB\/szIbr7fpB1NPVtD5Wg4Sr7+8cHW47M6cpJHuG1AYQZUUtxpuNv0ha9KVOZf+Yb4bUhxY6GIscGW3MfXEW1lPnTNbUaH1h1w5OvKyndTb5R5Mp7G9tG0P6xrhcvw5uU7Np+kXFNSj93j54EWzVlTX7oUcRUf9YnrYx5w7R\/1gelzD7HqXzKe1vY\/wCY8wGl8zHtb3P+IryZ\/VeR3z\/jJXn\/ANDP2\/8ADXiSdaVlG7G0JaGmyJmtqdvWG+Ky\/EnBRsun6xtLp7m9tF0H6wUk3OX2ePjkuqarqS992B09LYa7nftCPiWcEenmbeHO19HlTJY\/9nWLDiVSEFhqTFexHC2ny3X7xF1J2DDVD7gQVcoxmhsE5Rc5CjGcYy+VdW7cr8\/8Qnl0k6blOrZwxDakeU2uFHLQ6\/PoI9wfD3qAh1Fic2wym+pbvcMLdovdFTqoCS9FXTudTmN\/WOrGzy9lyHLDFeFYCjZS4IIszLfY3IUXPM\/SHtMhBHlFhqqixJI2YnkPnraDJWH6C5sOnQa2F9zvBISWnT99oPM5byM0prsAy6U3OUBL\/Fb4ibcztHowzqx9L6HrmvvG0\/FkGg3tt\/iElZjTtcDT2tfv\/wAwuTh+ocY2P7DKZTSEve1zuSddNr2iqcTUdPMFzdSPvC\/57xpV1bcyzfKw+kI58xiwDCwv1Gg0hS3e2xojFx3bEOK0jXNnVhtqCP1hI0jLe9h6frFh4imSwf6bAdbGKzUTOd7x0aE8C7rc7gc6wYesQzp45RHPfWB2joxh7nP8xxTwZMmxEXjxhGsOSRjnOTe5vljYSzEq2iVQIByHwpTGOBzxlaURqWDKdOlmHf7p+RiwrMILkH\/pSnsfmEJ\/9zFWkoLgg2I1HYjaHdLNLZ7kC6HNv5vMrCw6lgsSNibwDdQ4rUuCx4LKzqNPK0txY25q5Hyuv0jKA3VZhHmlEK7DcoVIlsQd7DMp+UZhNRlkS+d86HTXcONuxHuYNw6XaaZVxlnIApFrMrAHML72K7dzDDMM8BWZkL3VTZhbKzEaG5Cjlewvr8Wxj3FZb5PLbLcuys1mFi1yoIBswGbW5iPCZjS2yuCDsNLghfKcpGtrKLHpr3AeKVisRnXazkgtexGVUNzve8Qh5Ok5pYdNNSGBYEm4utjYdG030ieRVp4ct2YZwCt9b3QkEE3tfbqTCTEq4lSqgKNTl0bXa97WU+tz0gXAaeY2Ym\/hkkHo3L9n5Qu2yNcXKQddcrJaYl+wmQrKWJBzbA9PbnB64dbVCVPbaK5TXGxIhvS10xed48h1LnZNzzyekqgoQUY9hnlO0xAf+5d\/aCacEfAcw\/tO8RU2KD76e0MpTSH55T7Rkw+4M5Ncr\/JvTuDpseh\/KNptDrmTQiJhQtyIcfX3iaSGGmvz394NRzszHKzG8WEYfNEwZW0bmIyfTEWPNTv25RJ9nDarowgqW2YWYWYfWOrV06nX5cuez9\/9NGKU8PMfg1rEzqp\/eseUaZFY\/vSJ0XS3SPJi6W6x1HQtfn\/mx\/fGBOrbT2F1NTEknmx37c48xCcJYyqLtyEHzGyjKoux+kCfZgvmbVjHLt6dV1+XHnu\/b\/bY6M8vMvgTyqE3zPqTHlQ6rpueg\/OD5wLafhvEJoTzIQfX3jluOFhG1WZeZMrUuiyTjsqzmLaW8sywuO2a1\/XN1EWKQFlrqYEqlp1BDHNf39+RhBVVpLZXdgp0D236Xtazfjy6DXRb2fI5xc\/0G+I4+q6D6bwpNXNc75V59ff84FeT4bWJB53Bvcdb8ogm45Ll\/CA5B2GvuYc5Nv3Y2MIxWwcsuwtew305xDNeWupMBYnjaTlXLKKEEZgTcG2wIXW2kI3U7XI16359\/lE0t8sLPuH4jjABKplva9+unKKzU4lMvc\/pBVSbbsITVdYg7xpqqXsKnYkLqiYSxbQ76EEjbSFs4kC0Fzakucqi5OwETLhxGrWv9B6R0U1DkyNOx7CRhEbKYczKUdRAkyUOsOjamVKkWmWY1KQY6iIjaGqRlnQkYoiVREaiJkAgZMfXEnlLB0le8CylHWDpCCM02akh1RV+WXlIuRMV7jnZSDcddF9oMwAKzPImPZcpeU9wMjg3up+7e30ELqWjJ2B9od0eATX2Q+0SHUWL8uTNZ0tb3TwbYyJkicr2PnVdRfLnTUFT3F7jo7CMxKrWa\/klcyxsSS1wbX10sT+EO5HC8xgA50FhZjoANhYwzp+HJa\/E\/tDXbe16a\/kz+RSn6rF+xTqHBCxBm7D7gOnzMWqmRQAAgAGgA0AhtKwyQvNj7CJ1Mhdk9zHNv6Pqb3mbXybaup6elYgn8AMqSp+7BKUKH7pic4nLXZV\/fzjVsdA2t8gsZX4VPvNf3GPxBPiLJZWGjlcQQmEnr9IWPxAf7j7gfhEDY839xP8AuJhb8OxzLIH1Vr4RYpOHTl+FrQfKecPiCtFPXFGP7MG09UTCvo1DuRqc\/wASXwXKRMB3Fj8oKsDzHrFXpqmD5dVHSh1FNcMSMllDzsPCY8B9IVCpjxqqD\/5SoV5DGmg5j1vAlROUdz6iF02qhbWVUBPqKbIekdX07zuNJs6YfhKL8xAM3D5r\/E4PzhBU1loXTcUtuRGJdDGfLNK1V\/hx8FqbBm6+wgafgwIIYFgdwRoYrH89A5n6xInEp5M3u0Pj4XHtJoB9ZauUEYrgEzKRKY\/6WJ9g419777iKpV0k6UfPKcW3bKWH\/kNPrFnXip\/72+ZJ\/GCU4kPNh8wv6Rrr8OcVjXn9UV9f\/wBSjPjKqLLYW+Wo6\/vlCetxwnnaOmTq+RM1mSpL35simBpdJQ\/dppK90RF\/KNEOgxvlP+foA+uT5TOTPWTJpsis\/wDpBPuY3lYFOfWYQg6bt7DQR1mbQ07bFl9LGAKjhxG+Gb7g\/lDHRevwJfOSLqKH+KT+MFFlUKyxZR6k7n1MDz17xbarhGd9x1b5j84R13DFWv3CfSFfTXZzJGiPUUtYi0IJyd4CmrBtXQz1+JG9oVzsw3B9odGuS5KlZE0cRERHjuYjLmHJGWdiHWH8NVU34ZTexizUH8OKg6zCEHci\/tvF6nY\/YWFgOgsB9IVVPEJ6xo\/pL7mJWWkVFwBTp\/1JpY9FH6w5kYRRStkv\/qP6RVqrHz1hbOx07XitcVwkTVY+ZM6GMUkJ8KoPQD8TEM7iVeRJ9I5w+Juf8xqa9+o+kBK\/7lqrPJfpvEbHlb1IiI8Qm3xCKF9ubrePHrD1jPK1sdGvBcpvEBP3ifS8QnGL8z8zFLetHNo9WsBhbkw0kW84v1t7x5\/OV5CKmJwjdZghMtxq2LX\/ADaN0xOKoHiWVUesJlEdGbLnT4lDWlrz1ij09TDWmrDGC6LNMJZLzS13eGUqr7xSaathlJro51kW9mW0i1rVx49VFfWu7x49bGfymDoQ2nVkLKut7wvn1veFlRWxqri+EElgIrK2FFRX+kQVdV3hLU1MdOiMgLJJDV6\/0+kCz8TYbQlmVRgOfVEx0YQZjssHn81cbn6xuuKm3X3\/ADirmqYbRr9qbrGlRZm1It64r6\/QRIMWA++RFL+194wVnrBJSByi8pjYH32\/frBEriIcmPtFCFaOkbLXAdoJNlNI6KnEg2v+MGSOIe\/1tHM1rx1iT+ad4YrJLgBwT5OpjHFb4gG9bGI5qUcz45S\/IERzWTikGy8W7mGK59wfL9i2VPCFDM+ElT8j+kKZ38N0J8s5bd7wPIxkjmYKXGz1i\/Ni+UU4z9yvTsXPWBJmJMesLjP6x59pMZssdhBpqCY8WbABnmNDNMVhsvKQ0+0xq1VCszDGpY8zFeUX5oyNREUyaDvAWeM8SCVeAXZkJ8Uco8E08h7wPmjYNF6StQQH6xKk2AxEqmKcS0xhLqDBCzYVq8ES3hEoDYzG8ifDGRUQglTYMlT4y2VZNddhZJFVBsqsisJUQUlTGKfTmhTLKtbGzVfeK8KuMNUYT9MFqGs6r7wvqKmA5lRAsyfD66MAuRJPqIXT5sZOmQJMeN9deDLbM8mPA7GPWaIXaNUYmRs9Z4jLRqxjQtDUhbZ6THl41JjW8FgrJuXjwmNSY1iYKyb5hGXiMmPIvBMk4a0SLUHrAt4zNFYJkOFWYkGINCzPHuYxNJeoe8HUC1FbIkOMyzHsV11GVjy15RcuIuDaV5FZMpFaXNoWImqSSrBRdiLk6ZbkHTY3io\/w9qfDxGme9ssy9\/8Aa0dC4ixeVSU+JEzlebiDNZFtcKylNfQMxJ9BFdw45cWc6q+EK6XTCrencSCAc\/luFa2VmW+YA3GpENeJv4fVFNKpHCTHeoIRk8pyzmUFZa5Trez67eWL7xVxFmp6mfLWT4U+jErxGnTbtdWCokkXUMpa99N9ecArxURMwR5s4lUluXzMSDMaQJaO9zqwLnzHUZjF5I4NbHPa\/gnEJM2VJmUzCZONpYuhDkC5AYGwI6Ext\/8ABsR8RZX2ZvEcTCqlpYJElgsw6tawLD15R0usxppc+ilMsqWBXPPUCdNmvYrNDOc\/wqxmA2vpC7AuJJrY9UTJk5mVUnLLDMSqKTL0QHRR5RtvaJqRXlvOClp\/DvFGZF+yPeYpcXKAALa+c38h8y6HXXsYjk4Q60FS7UjFpVQstp+ZR4TAorSyl7k3a2gt5+0dNwzi2d4eGZp7kmdN8W7nzjJOyiZr5gNN+giv4pigOHYqlx\/UxEvbTX+rINx7RMl6Gt\/5wVSfwDiSJMmPSuFlJnY5pZ8tibizeawBJA2jKHgXEp0uXNlUrsk0XQ3QXFrgkEiwI2vvHVcT4nZp1YnikyzhygJm8oYmcCQu2YgjXsI3wbHGMyiqEnhacUXheFmsC\/kPwbEgLbtl7xWpE8p5OO0HC1bOkzaiVIZpUnNna6i2QXewJ81hqbQyxjh+c0ykkyqJ5TzpKkAMjmcd2mCzWAA1uxG+trRZUrps7BBJpqjwTJmz2nAMyF0LzmyErqQQ66HQ2h\/T8SIlbQMzqD9gaUp00c+EQOxspEXlEUHgoHFHDU+XVSqeXRvJ8QBZKsys04i2Yl85UNflfT5wLiPCldTyjPn07y5YfIWJTRr2GgJNidL7RezibyRhVNUzhNqJVU0xmLFyFJmWuza286jX+3tEPF3EDzqHEpbzS4+2pkBa+VAacgL0W4JsOpgdmXpfJRcEwepq3aXTSmmMq5iAVFhyuWIAJOgHOLJxPw68uZRSZMg+LPpwTLVQrM4y5sw01GtydrG8a\/w3ryKfEKeU4lzp0lcjXynQONGGosWGvLNFvmcSIuIUTPNVyaJ5QmX0Z2KG+blmynXvA6Y8BR1YyjnuK4ZUUswS6iW0tiLgGxDL1VgSD+UM0w9f5XMqyozrUqme3mCnIMoO9tTp3j3jvEWMulp3lypZkrMIRJs2cyK5Wyu8wX1tcanbtBGD4wsvCcrEWWvlTCNPhWZKY6eggFXHUNc5YBKvhuvlI0yZSzFRJfiOxMuypqST5txY3A17QLh8ibPfw5EtpjhWfKpUHKtgx8xG2Yab6xesexSZkxV3qA8uopl8KXnJyASXViF2AY8xvaKBwhjJpq2ROvYB8jf6JoKG\/YZg3+2FyphlBKyeHkml4XVTBIKSHYVN\/Btk\/qZRdiBe4AGpLWEMsB4am\/zGXS1cggsjvkcKysApswtdW1HyiwyeJZcvEpVOpUSpNE9PK1sBMmFHIzDa6IouI8occZK6glusqV9nkVACJNmTSizFUBXeYLn4NNTzhsaoLgBzm+SjYfw3V1TTRTSGmLKdlJBRVBBNlBYgE2toNtOogXDeG62omTJUmndnk6TFOVSh1AUliBmNjYdovPDWJvMpfBp5wlzJWImfNsxUtL8Usb23BFh0OW0Gfz41P8zlUlQJU6ZPluJikr5VlSUYh11teVMFxtm7wWmKFtSZzyqwib9lpitG6vNnPLE7Mp8ZszKJYQG4IKkagWy94b1nCE2mwuqm1UgJOSbKysQrEIzSh5XF9LlhoesO8JxxZVLhImOD4VZNJJN9WNQoYk92BvBPE+JulFXLPnCbnrUnKmbMUlGbJZUsfh0U+Uae8HsVpljP84KFN4FxIJ4hpXCeGZtyZYsgFzmBbQ21tvDP+H\/BdROnSJ82mLUszOAzBSpsrWJQ62uNCRa\/yjoWIY05esnGoDSZ9EBKl5tsqPmYLsL5hqN79oF4bxpimFzUnhZMmmaU8vNbPM8NFtl2Ygox12+cTKwRVyTOMYrIy1E2Wq7TnUKB0cgAAe1ovGH8Dz5FFXPWU2R1kq8tmCMRo18rC+UggXG8ViXWKmJicxGVa0TGPLKKjMT7R1TiPFJng4qXnh1nylMqXnvkUSspsp+G5B23teLbQMYvdnKang+uSmFY9O4kEBs\/l0U2sxW+YKbjUiDv4ZYWlRXpKdFdSkw5WAYaLpoY6LxNxGGp6ifLWSZM+i8HO06aCwZWCy1kgFQwLb6HWKD\/AAkrPBxFHJAtLmC57rEzlFaXGSAZHBtbUGdMpqdnlpOaXcZRrntZQSLgXFzsIR4pQTaea8mchSYhsykg2JAI1BI2Ijr2A4q7UtOJNQJX2fEXmTvNlzI06Ycht8WYOosdDftHO\/4kVPiYlUve+Zl1H\/5oItPLwVKDSyP+L+D5jzKOVRyAZkyl8UqgRM1st2JNgd4rErhCuYSWWQSJ7skrzS\/OyZswHm0tkbfpHVZXEaJiGHMzgf8A0WlA3FsxCkA9PhhTxFNcScOoVnZJy1Ex80pypRGLlmDCxHlc+tjFKSClBvc57jvClZRqrVUkyg5IW7SzcgXNgrE\/8wmjpX8Z6iZOeTN8RGkovhIoYs4Y+Z2bTnZRufhEc0gk8i5R0vBkZGRkQoyMjIyLKMj2MjIhDIy0exkUWYBHtoyMiEPbR7pGRkUQwARsAIyMiizfSNwB0EZGRTCRshA2jYHW9tesZGQLQaZgVeg9o3LxkZAhZNTa1rC3SIyotawjIyCQLNWA6RqQOkexkEAzXSNdO0eRkWCeWEZYRkZFkMjXSMjIsoyMMZGRCHlo8j2MiEPI8jIyIQ9jyMjIhD\/\/2Q==\" alt=\"C\u00f3mo se midi\u00f3 por primera vez la velocidad de la luz? - YouTube\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">R\u00f6mer, quien midi\u00f3 la velocidad de la luz<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/juandelaciencia.files.wordpress.com\/2015\/04\/sello-francesco-maria-grimaldi.jpg\" alt=\"Francesco Grimaldi, descubridor de la difracci\u00f3n. | Juan de la Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQeTXVZNGNvJgTUCTs9SRZU3SNf1QzT8mOsbQ&amp;usqp=CAU\" alt=\"page_08 \u2014 ocwus\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Grimaldi, que estudi\u00f3 la difracci\u00f3n<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSpvSk_7J8Hvf-E13IbTuFPi8fj4nrnArje5g&amp;usqp=CAU\" alt=\"\u25b7 Biograf\u00eda de Evangelista Torricelli - [F\u00c1CIL para ESTUDIAR]\" \/><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/51e83af0ac181c1f2eab6c4907d668382bb6ebab\" alt=\"V_{t}={\\sqrt  {{2\\cdot g\\cdot \\left(h+{\\frac  {v_{0}^{2}}{2\\cdot g}}\\right)}}}\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Torricelli, que demostr\u00f3 la existencia del vac\u00edo y otros secretos de la Naturaleza<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-CadGCg16wus\/VFjj38C4_pI\/AAAAAAAAXfo\/vFia0nBA9VQ\/s1600\/06-19%2BEfemerides%2Bde%2BTecnologia%2BBlase%2BPascal.jpg\" alt=\"Efemerides de Tecnologia: 19 de junio (1623) nace Blaise Pascal. Creador de  la \u201cPascalina\u201d\" \/><img decoding=\"async\" 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\" alt=\"La f\u00edsica en el buceo(II).Ley de Boyle - Diversion Divers. Escuela de buceo\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Pascal y Boyle, que definieron la f\u00edsica de los fluidos&#8230;La precisi\u00f3n de los telescopios y los relojes aument\u00f3 notablemente, y con ella el n\u00famero de astr\u00f3nomos deseosos de establecer con exactitud \u00a0la posici\u00f3n de las estrellas y compilar cat\u00e1logos estelares cada vez m\u00e1s completos para comprender la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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RSv3PI+67ijaavxdWYWvo8BASuza5w7SMsk7KxpOHUbr6qIZZw5iL5MSmuYhG1Nktc27Xsz0vjA9y4fbGx3Z4cLvwua73arvqdwb+7Oh0vuXOeUVIBfJeo8X5LfSbOFqtIo8o8z2jTFps4EHgRZZ97f1yXWCrwSASkuZva7rN8Fm7XkjlJZEWXDsTBmLtt5oK9PDVSclHbx+TnPGtt2BQbVlaLBxLfUf+8Z2YXZIuj6OocI8Bje69nR9ZhsLklh07isN1wSDkRkQj9hbQ6CojmIuGuOIfccLFbZ5SUJOHdFcVb1u6NHyi2YYGgsJ03534m25Y8M+Jodxytfeuy8o5qKSIOic69swSNDY27brjX0gZGHxkljifOtdrssiuT47Lml\/YPayOJVsH6VTgrXMOJjiDytn28UESoly67OejY6WObQCOQ7hlFIe\/zSgZrtcWuyINrHJAF6OiqOmb0bz12j92\/e4fy3FUc6LKNkYK1zHYmOc13FpIKf7S4uxlxxa4rm91mucQSDqDa3NWRyKFJN3QO6qzdFU2XqzdV+jZgBnwD2jIjmgqqmcx2FwtwOoI5HghWvWlRVIc3opfN9F29h+iYjIwk6AhGr4oVbLTljsLu0cCOKIjOgy+aYi00J5ZtBVDFZdHs+pLSDc5adiwqdwRQlsFbg57yS3HZVu0o5Y8JIa4jI+ieXJcVtWncx1ni28X3jiFCaq5qA2iCOjlzb6LvSZ2HhyVaroYx\/z7MSrKyKlbG1YCw8WnNrhoRx7VhzFY5HwP4YUBSjNRjlc1wc1xDgcnAkEd6lKVUVzMnZ0o9Gl9rjmynAa\/dPGALnjIwZHtFj2pv2O7dLTEbj0zRcdhWaksyRLR2Ts50pLiQxjc3yOya0fMqnZtJ0sgbewtdzuDRqia3aGMiOPqxRnqNGVz67uJKh9Eo6TZ9eyLq0rbHQ1DxeV34R6A966\/ydjLnAuJJNiSTmT27157srUL0jyYOncuH5GT2sd00VuRv7VzwRjtUoKJ2GwCjtB2GQOto0WRFHtC4BOQGa8zNvbweiW5QW0ugprtIc3TldRp9necWA6af8LQp6rEeqRzGi0mzMaGgecc8jkCsE5OxPJqMkeK7MGOnAacZtyKolpWAhzTpmuhr3QuGett3zWEWNNxYWGnFRdPsvhyufPKK3S5Ai+u9VbezZfiFY5mgGl1Vtw2ZbknNHJrItpXVRjsPN9sjMrmag53GXPeF022NSuZqG3K+i6O3BWeVztJtF9a7EyOTe67Xc3DeqWIisbhbHFvaC53JzjeyqjanoRFZToiGf3oi9nm5dGdHtOvrAZFVtjV9FD1weFyfBXeP6Z+3nsBw+7JQLUWYs1FzFPr4BZeQF7UMbg3BIIN7rQkYhpGrKeIYhkJ7T6zWTD0+q+2mMf8fBAtkRgzhkHBzXDlnms0myUktrGLtBkciIZKsxsitZKrwyGM8dnTUs\/Sxlh85gu07y3gh2TrLp6kxva7MWz\/KUVtB+F9xo8Bw70xDKLzw2asVSrjVLBjqFe2dbrIJy03JoSVCElmVJlVMj0OfBpDHQRFtAAGOTNjv0u4hZe0ITG62oObTuI4qMzlZRzh7ehf8AkdvDj6PZ\/e\/JPJPk6OKPBnOKgrZoy0kHcqilp88m4xTJJLIk0aJ+GGcjUhjb8ic0FEc1bRTBpId5rxhcOXFKenLCN4OjhoRwQ+gNfZr8wvQPJuo07l5pQyaLsdi1ViO5cnW4XKLGsM6aPTK1mJgeN2R7FmwG19Le9E7GrQ5uEnVRq6MsNxm0leXlBwbTPR6XNGSpkxNaxB3ImAHJ2K+fHcs9jARZWsFt5WMoqhicE1wHyS2Nxv3Kt7yfnZVCXjbtUQ8l2FuZO5UUX0ZqKj2XwEucG7hn3ILygm1C1HlsLMz1jqVyO1awOJz4ru+L0blNNo4\/kNUkmkc5tIXJWb0Ij6xzd6LdbcytSpmtp471nObc34r3+nw1FI8jmzvcwAxEm5zJzParo4EZHEtCkoS7QJnakLSytmWynRjIcLTxdl3I6Sjw6qhxQ1ZlKbRmyxIWQLQqCs6dynbwWxtsHeh5FOR6re5ZSHoJkCP3Uh4loWW9atYbNazf5x7SsuUJHKOwK7pApnFRStmtFvSI+olvDG7h1fBZYKKc79yB94\/FSpNBSHZKiGTLOBRVO24cS4DCAbHU8bLSOVozeJMMEqi6RCulG5LpEwsloy9VClKospvKgqS5NoKg2o\/eMx+k3J31\/vms8oqjlsbbnZH5KidliRz9yxkqNClJJJYsB0RBVOblqN7XZhDJwgDThfESNWHhq3+i26F1tHNPYVyrTojKeeyJY1JBuo9H2XtAtt9V12z9stIAdY8brx+lryN62aXatt65Gq8fGY3h1Eonqd4XZteG8tyg6NtrCRp7iuFp9t9iMHlBz8Fy5eMd9HRjr3R1QhYM3OceQGFNLtNsYtGGt56u8Vx9R5QHisir2wTv96Zw+Nd8oyy61y+nQ7V2yTe7iVzlRX3usqorSd6FNTmvS6LTLGcTU5N9mnJUXTMlWfE4uOQJ7EU0Bvnu\/KNfFdpTSRynis06Z111Ow3tGRy4lcXDWbhkOXzKLZtCw1UbrKPHXR0m3qll+r4rm5qhDz1t1nzVKnekR6mwyWZBTvVJnUHSKVNGsMVEHlKHe86N05lM1uLkBqSq6ia+QyA0HzS+SVjkYlUz7kk70LIVY9yoeUlkZvBECUySSXZqJXyZMaO0qpjLkBTqHZ5bslAFQTgpgkUASDk91BJXUmBZiSuoApXV1MCV1ZUm4DvFUqYPVtzVZOwKkkklmA4SVgl4gHuT42eqe4oArBUmuVgEfF47gU4ZH659lTYCZMURHVqgRx\/zD7B+qlgi9d\/c0IfIB7K7n4qf7RKzg6EfzD3tHyUhVRjzYr\/jcXKNsSbYW+v5pmue7RrjzsQPEoX9on0Wsb+FvzVMlY92rj4q8aQN2jT6D13sbyviPuTiSJugc88XZN8FjCRWtlW8clGEoM1XVjjlkBwbkFWJUEJlLplssyMnjYeydTM\/NZvTKLp0PMiPUHSVSGknQr5VAXOlyeCxlmNY4kFdMrozfM5Dj9FRDG0EYyLkjLcOZ5KNVLna97E2tk226wVfey\/qLpqm+QyA3fNDmRU3TYlLygoEnPUCUxKSxlKy6Q6ZJSY25VCQpsbWsD8QJcD1fV7UIXKcj75bhoq0AJJJKyAEkmToAScqKdSAk4KZPdQBFJJJACSSSQA4KZJJACTpkkAOkkkUAMkkkgBJ8SZJAD3SumSU2A91K\/8AYUEXsz+IEWwoi2ntm84Rw9I9yZ1QBkwW56uP0T7Q\/iFDKAHuldJJACTJJIASSSSAJAcFN5sLDvSg1VZQAySSSAEnTJIASSSSAEnTJIAdMkkgBJJJIA\/\/2Q==\" alt=\"Cu\u00e1les son los cuerpos celestes del Universo? \u00ab Descubriendo El Universo \u00ab  Libro de Respuestas\" \/><img decoding=\"async\" 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\" alt=\"Cuerpos celestes\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">La naturaleza de los cuerpos celestes quedaba fuera de su inter\u00e9s: aunque se pudiera determinar la forma, la distancia, las dimensiones y los movimientos de los objetos celestes, comprender su composici\u00f3n no estaba a su alcance. A principios del siglo XIX, William Herschel (1738-1822), dedujo la forma de la Galaxia, construy\u00f3 el mayor telescopio del mundo y descubri\u00f3 Urano. Cre\u00eda firmemente que el Sol estaba habitado.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/culturizando.com\/wp-content\/uploads\/2016\/05\/Planetas3.png\" alt=\"En Im\u00e1genes: Cuerpos celestes similares a los de Star Wars\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Al cabo de pocos a\u00f1os, nac\u00eda la Astrof\u00edsica, que a diferencia de la Astronom\u00eda (ya llamada\u00a0 -&#8220;cl\u00e1sica o de posici\u00f3n&#8221;-), se basaba en pruebas de laboratorio. Comparando la luz emitida por sustancias incandescentes con la recogida de las estrellas se sentaban las bases de lo imposible: descubrir la composici\u00f3n qu\u00edmica y la estructura y el funcionamiento de los cuerpos celestes. Estaba mal vista por los astr\u00f3nomos &#8220;serios&#8221; y se desarroll\u00f3 gracias a f\u00edsicos y qu\u00edmicos que inventaron nuevos instrumentos de an\u00e1lisis a partir de las demostraciones de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> sobre la estructura de la luz.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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N1eEQ2ZEggd5QRmFfWBZr1SZg8oE36hHsVkmX0WzTr+M+djtCgwuKb4oOmdUNaAIk8gg008Ia1RTymjRosd41LU8TpcT5QBaCOcFAM9dL2X6i3NbvFso1HU9bS0QXaeZMwVlc9rYZtQA6rS2IFj6rTppVb5IzfQFj8ySseK38IXFX9E6NxlVUtcLHyug+kwiOdYP7ZlSneRpcB0GxKH4XDjc1dMn0REN5MDnWkyVhk8mpF3BY3S1jTaJnnbdCP4gu8fCnQD5SHG3JPJcDJdTb2kEqN1p1VXRzAECEYunYJrcmjxfGsgqNlS4tYLe8Q8KB32mGaSDJcDsO4KB4fhKsb6YBi8rVui82YfptYoB06p1GOf6K3gc1qUS\/THmsQRt0haVvDBoiXQSLm\/JZGvd59\/wBUVJSA47chWpnVZ9PSahgS4NFgCd1Jl9U+CY+IyP7IZh2gtd13VzAtJpuA35ItKiLk+yq6u62of5Wlpvmi0jkFl6s6Ydy2KPZGdVAyeZ\/uhPhAos0Wk7Fei5LUaMDhiZ\/qxboZ3915gahGxW9yTHFuDwxDQQ6qAdR2uevNZ9TC\/f8ADT6V+5\/g7xMdNaiJ3J\/S36rVYXP6Aptdqghukt5zG3zXnvEeM1YqlFgHuAB59TPTaFBihL3AG5Bj35oOO5Ieertl+TTZ7xRVbQq6nkjS4AcoPIrzrLc9q7arCAAAL9pWiw\/2tFzHC+ksM3Mwsjk9KKpbG0+xCrpRpNEdXVcwxnVR1Rg8x1Nh0duaJZjQc1rcLr1A\/bAtJEuqCdPVNwzWu2i\/bv15qPiCWZrho2D6Y9hZI0m6LaEnRl257icO51IvPlcWkHqFawHFVejOgtIJ8Q+rk\/8AiDl+nGVHDZ7337hxlP4e4eZUbPiUwBcB7g2SRsZ3CeUYbbaHTleGaXKuLK2Iph2loex40aYAJAJIKkxv8S3VGlujw3OGhxO3MEiPdCMny52He8HSW6fEhrhGm7ZnrJUOC4bZVD3F7YE3J3nooqGnF5RZuTQJq5ybhkDuNzCm4exj6mJoySdLtZ9rqtmOBo050uk7CDNwjXAuW\/FVjchg7DdxV21GDaJe6UkmbcuY7EARBA8rfy7z8159xdbEujfU79ZWuFYfzFNxtUIc1rRdpYLTPWFleKGFuMqA7Egie6lpPP6K6iTX7Kersup2n8v1SWrJCg74T3fCCSLyT+ytYenWP9R7jPIWVTK8UahOo9AP1VnMajabC7c2WKm3RqbS4LLMmc50hzgJtJ5rRaHVQaegTG\/VedMzp8yfQCeZ2KK0s0rjY6TEGJRek+wKV8Gpp4N1NpY14joTyVJ5Abo8VsDlPRZytWqHdxVR7nf\/AKVyh9wuLZcz7EQwnxNRiICw5uSjOcYgtZA5lZ7xzyELTCkjDrr3UXMPsf8AeSu4Aw1wHQoQ3Eke8otlL5PsnbtGWUWmUqjiWGfmi3DdSWlpvzhDa\/wnsreQVdLvb6IS4AngtVqrRYW+pRmnxFRZg3UXuIfYge4PzhAc1ILpbz5ITihe+0hKoKSRTSntYczXiBlZ9PSIhzb+i0eoawbbLzqo0C45Lf0btaTzaP0SzjtDqS3NMiw2KIDgLFk3\/Ffc+yCYaiRXMdT8jzROYqubyIIQalijLyT2v22TwXJLk1WApTWYwHdzYHYqHjwaMxwzuRcw\/wDuouDXmpiaGrk6fYBFf4jUD4mGqATpY1x\/8pWdutVfg26K\/wAbf3BfHBFX+bZI8SjiHOA5ljwCY9CSvP2aupAWtzipUdjKtXTLahBMXmWgKOtgHOohgpeZri4Hq3p8gFWLpDvMjPsxNRsxUJDhpN+XT6K\/l9asBp1EN39f9sp8sygmo01GSyfMBuRG3+9ETdgC1x0A6e\/IckU85DVAt2BmALlx+pW8wI\/l8vqN0nWxrpj8ZuQFjH4CsHAvBjdscoW0zw1GYZlNol9Snqf+UuESPZJqO0leBoKraKmWma+DdO+sKjxvTjG25tafWRsiGIo6HYVzGnytY+w6\/FZN41oTWY+YGhp9DCGk06a8f0M06f5\/hndSSh1HqktJCmbscKNDfjAP\/aFXdw6xwh1UR6yj2IxODbzJ57lC\/wDmKOrTTpSe\/wC6w20a6RSfwpRH3j8uSbWwwAgajAi1keq4qBctH\/W8fNDsRUmwef8A1CXc3yGkuAJVwDokyPUqq7CjnHrKLVqA3Lvm7\/KrPNMffb81SMhWZ3NaADTBm3RZlrVrOIcWwsIa4HlZZSVpjlGLV+RHVFwimWPggqhpV3BFNRCbwLEbFOyV\/mTK3NQ5a6He66XgWK9rCeO+PZDavx3HNH8Q28xYiVnKjvMT+YwuhwGKyx1Y+U+0LY4OuHMpuE\/D9Qsa67HexWhyN5NFnQShqIZ8BHEuHiAnayzD33d\/2J9kczKpAsfurOm7Sen7poLFk+6PQcirBmFFTy+KzzMgDUQbEfJWstw9OsQKtdwI2a8GQOQCzWR4zTpkB0DnyC1uGzmlBLqQJ9LmO6x6mm7N+nrxSWQ9gOHsI0C+rc\/NS16WBp70yTt\/iVnqXHGDjzUHg9j\/AJQPM+LaReTTs3oZkKb0Z9o0fViaHHeA6o3w6egQ6Y3uN55FS5TQpuc0Op6ifL7jY90MyXOGVw4tjygarXAKJszqnRAqGTpM7D0skknwMmiXC5PVdjCRTdpaCNLrNE2WwdkobJc1riTMkCwj4R2WQr\/xJpMeR5zMAQBv6qlX\/iEDcNeU2xvhM7ckFM4IFWWDlBBEXBsB0Cp5xor0wxwGoTBFzf7urpKA1uLtZnwfck\/3VN\/FBL40QANh16yqxhKPQjkn2WP\/AIi78Q+SSf8A\/IT3SVLn4BSMy7NTpKpNzd42KpkiNwPdRAtH3lRRRJzYRbmlUn4ynMxLzcvKHtxNMc04Y2n1XOKApPyFHAu3cT1uuDDN3kn3VIZrTCRztg5FCvA9+RZrRAbI6\/shgsreLxwqQAO6quToyzeRxNgreDVGqbBXMEUbyRmvadxPNVMC6XK3jFUwFQNqAruwwzFmqxDIpBxsYWUc7\/fUytTjMQHUXxuASsgF0cIaCsuT5SEVyKrNIibAm0fuhLY0u9EU4Z\/pvG9\/1TSB\/qEMxaCB1j\/CC02jS7\/bonmZ+C+7T+qGBpcIbuSAByklGK9oj5ouZQ7fvZH\/ABtBa2JB\/co9k3BtRjWFoa46Q902AkbSpG1GU2jVSa9xqEtvt27hZNTVVmyHpG1yYDPMMaT5F2uNu3ZDWu3mNl6NmmEZimOAptp6bl0yLcgswOHWTarN42+SePqI1nkb\/wA808hrgem04TER8Zc2\/VnMK9mpaG6fvaQ7TzI1ASpsBgWUMMPCPnedBabCRuQfkiGPy5v2ek\/aOAYS4bTEAdVklLdJs0xjSMJjaTRUJAJET7qJoME6DAEzC3OOoaJpeG01BEP5RzkKBuCqafjZGxbEAjpK0R1Ypck5RZhsRiQLDfoFWoB+sSDfsjNfJHNqueHtuSQOQVlgrsDiSwgu1TF\/KOXRV3xfDJOE+yLSUl3\/AJB\/5Uk+AZPOySuQU55TJQOHALhak1dLkDjoYU1whP1QmErjixhipyVXw53UrUSM1k7VOys4N1wqtQ3VnDEAhcuSc17SxjRZCgfOEXxhsg1Q+ZFnaPDD+DeSHt5Fp9kCDrophj3iQhREOd2MfsuDpdosvdDT3RDhqrOtvaUHrPtCu8P1IeY\/CfdGTHcagw1mjSRT9CL9irnCWVur1mtDZGrU7oADN1UxWJDiwHlaFqsszvDMs2WEgA8reqWU6jQdHTuW4m4ozHE\/zT6eEeWsawMcRsQN0CzFuKhlRjvKG3i5F4JPutXhMbhp8u53h0z6q6zDUS1wbLQYkA2KzWl0bWrzZk8mz1jiKeJbIiNV\/wBETGAa4SGjSTDXzb8vp7q4\/hUO+FzRzuJsnYbIKtNroAew30BwuEGovgdOXYKwGVVtTqNWqAGzVaRPxfhHqrXEOYYgGl4ZHlaCHj9+9lNiQ\/7PVRc0ahLgdTtI6x3hH8JhXag2pRZpidTSDb25oJK7oXPTMO042o4uc8mZk8z0+qHVMPjiZLXR2IuvTsU9jbREdvooWucdmH5Jt66iLtfk80q0K4\/qF7Z2kTPyUtLD1ntIDjY3sZ0xc+i3mIq1J\/pg9iAk4PDSRTAJ3iJI6eidSFcTC\/8ACD8f0d\/ZJavw6\/4PoupvqSF+mvB4cU1SaE0BUEOBdCSRXHCcutTSkuOLFJqkTcOy109wXURfJx6fSdcKIldadkEBrASqGyE1hdEwZah1YJpCaOGX8JUsFRxRh7u5U2FdZV8aPNPUShY+mqmyNzrK1lL4cfRUgrWV\/GPRMuSs\/iwprgib3CunSR5kPebj1H6okzS7n\/ddPknofHBFRfp2d8ijGGru5Pd3uh7aQ7FWsOwKMqNkGwpTxLx9923VSfz1QffdHqoWOEbJHT1j0UWiqY\/E4iob+IduqlyfMagdDnOI9VUtMmSnsqtB8oXLBzDDq7nG5cBvPL2RbLMZAILjfnKC4fFOcLj0RPBYQgayI7BCs2LJktSoNUkmfVFMFiGmlveTfogrgJ2sr+EZDbAASSUOALJb\/nB+ILij0s7JIbg0fPjkxJJbDKhLvJJJE4aUm7pJLghFmyieuJJnwZ+xic1JJTQ5dp7KjVSSTSJaXJJhtlHjdx6JJLikfmVgrWWfGEkk0eSk\/iy9X2Xct+IrqS7U5J+m4YabuFYppJKMjZEtjZMO64kkHHHmpcJv7JJJWOF8Ny9QtDT+A+n7LqS5Epg9m6uUNikkpyDEekkkkHP\/2Q==\" alt=\"Joseph von Fraunhofer - Y las L\u00edneas Espectrales en Fisica; Para Escuchar  en mp3(12\/02 a las 01:28:00) 14:33 4071206 - iVoox\" \/><img decoding=\"async\" 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alt=\"Los or\u00edgenes de la espectroscop\u00eda (I): Fraunhofer y el estudio del espectro  solar | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" 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WOt2wOKwgjaLEYqPEJlVUzQzK6AMDZJAuZR3KbqD9Xetc47h8Mjj0WUyRnowbMu2hJRQ1zfYCgKylKUApSlAbNBx\/CLmJ4ej5mLetJbKLrZFsu1l69WPSqjC42NcQZWhDR5mIhvpY3styDoLjW3SoFekFyATYX3N7Dx01oC\/m43heyaNcEmbIVWYuQw9VQHIAsWupY+JPTSqnhuIjjfNLF2qWYZM2XUggG9jqL32q54lyTioWK2RyFke6tpkiZg7XewsAFfxWRD108Rcl405\/mbFL+qWW5KyKjAWPQtck2FlbXSgPuK45hTE0aYFA2XKspkOYGwAcgC19L\/c3qeFYtIpM0kQlXKwyE21IIDXsdRuPEVaJyXjjb5mwOSxMkYHzhATXN1JHxrDxHljEQmzhSOxSYMpzBkcxqLW1JzyKtrb+GtAZ8TxvCmJo1wSBsuVZc5zCwsGIA1bQE6732BIqu4ZjIkV1lh7TNs2YAqOzlXS6n6zo\/nGO\/Sdxjl2ZZmVIhrKqLGjmSxkQPGATqwZDcHrY7V9\/9FcQ\/ukv+WgPfFOO4WSJ0jwMcbEALKHJIsV1tbchT16+d9dra+JfJ1xKCEzvhm7EC5dXRrDvIViw94rVKAUpSgFW\/COJwRBe1wqzEFzcvlBDCOwNlvpka2v8AzD3VUUoCy43xCKZlMWHWAAWIVi2Y9+wt\/v5VM4dxnDRhM+DWUqmViz2zHOWzaLodcut\/VAFQ+BcHbFOY0eNCFzXdioygrmOgPsqS5+yjnUixlzco4tQ57ElULByCujIwV1te91Y2PkTsL0BCxuNiecSLAqRXS8AY2IUKGGbcZrHXxq5h5hwaC34OR9WN2k11a+XRbWA0Hh774ZeR8aoB7IEkEsM6grYsLMSQL+oxsCdBravUfIuOJIaIIRm9uRBqqSNl0N7kRMO7vIGtAUGGlCyKxUMqsCUOxAN8p8DtWxRcw4NS3\/D42BZmGZzdczE5AQuqgWA228ai8P5clYuGju3ZTuqZ8pHY3DNorZtUcBdCcp1Gl40HL2JkkMcUTSMERyE19SRVZG96sp99AQ+Hzqkiu8YkQG5jJsCO69jar2Dj+EXN\/YEcsSfWk9nSwVbLtoDr1v0rzhuROIOwUYWQE6AtZRfxJNh76wcycn43AZTi4GjDGytmR1J7roSL+FAVGMlV5HZUCKzMVQG4UEkhQethpWGlKAUpSgLPg\/FRBf5pJDmVhnF7ZVkW3\/6X81U9Kycb46cSFBggiykm8SZb36b7fyCjpUThHD2xEyQoVDuSEzGwLWOVB9piAo8SNt6tZ+TcWGZUQShQCWjYFSGXOhXNYtmQqw01zAb6UBH4Xx7sERRCjMpkOZvWv2gUMCCNrKNrHfXU1g47xc4p1cxRR2FrRrlB9Zjc+PrW91T05LxhjWQRg5tQuZc2UhCHOtgD2i21ubjTUVkw3IuOd0QxBczKuZpI8oz5bHRiSPWXYHegPcPN4S+XB4b1jc3QsNECgKCfVFht51VYXi5TFek9lGTnZuyK3j9a\/q27tancM5VmadIpUsGlEVg6qSzR51s1mFrFDe31h7oMHAMRIyJHGzu6Fwqj1squyNcHazowoCwbmr5kwrh4cuQorMoZ1BUjRgBqCSb269aq+CcS9HlEnZpJYEZHF11qzi5H4gxA9FkF+pFh7z0pzHyPj8AofFYdkQm2cMjrc9CUY299Ae8Pzb2aBFwuGIA3dMzEm5JJ06k6dxI61rVKUApSlAKUpQClKUBJi4hMt8ssgupU2dhdSFBU2Oosii32R3CsicXxA2nmGpOkjjUlSTv3qp\/VHdUKlAWkHMOKRSizyZTl3bNbJ7OUtcpbpltsO4VgPFpybmaQkKFBLlrKCCALnSzKpFtiAelQqUBImx0rqqPIzItsqliQLAAWv0AAAHTpUelKAl4vic8oCyzSyKvsq8jMB5BjpUSlKAUpSgFKUoD0jkagkGxGhtoQQR7wSPfUh+JTFcpmkKjMQpdiLtmzaX65mv35j31FpQE9uNYk3viJjfU\/OvqfW1Ov2m\/zHvrNPzHi3y5sRJ6otcMVJBH1iti253vue81WRoWNlBJOwAuam\/gTE2v6PNbv7J7fur42l3GDwvFJxa0sgKsWBDkEMb3N73vq3+Zu81HnnZzmY3NgL+AAAA7gAAAOgArzIhUkMCCNwRY15r6DLhsS8bB43ZHGzKxVh5EaivuLxckrZ5Xd3\/KdizfE61hpQClKUApSlAeo3KkMpIYG4INiCNiD0NSI+JTKMqzSBbg5Q7AXXLlNr7jItj0yjuqLSgJqcXxAAAnmAAAAEj2AGWwGuwyrp9kd1SDzHi8qp6RJZTcEMQwP5w9b3X6DuFVVKAlnic1iDLIblWPrG90FlN99AB8B3CseKxbykGRixAIBJudWLH4szEnqST1rBSgMkEzIwZGKsNQykgg+BGorJjcdLM2aWR5GtbM7s5t3XY1HpQClKUApSlAKUpQClKuOAcHM7ZiDkH7a8WWRhHqkS00zumoQXLIOC4fJKfUW47+lX2G5QY+2\/uA\/rW48OwKqAAugGwqyWEH2dtNNO7w3rEv3SecQ4Oq0+x0wWbeWaHJybpo599qqcdy5LHqPWHhvXT2iA\/l591fGwmcaDW9rdajr3O1Pnkmt2XTSjwsHGWUg2Ise6vldA5i5dDjMBZraH+RrQpYypKkWI0Ira0+pjdHKOY1uhnpZYfK8GeKUpVgoilKUApSlAfQK6tyN8kxlCzY7MqnVcODZiOmc\/V\/NGviNqfItyesrenTLdVa0CnYsPac+Ww8bnoK7esFuv86xtfr3B+jr7+LLVVSx1SK7hXL+HwyhYYUjH2VAJ8Sdz5mp7Rd4qTHcg92un38a+P4b9Pv1rClZKTy2TqXgUvFuXcPiFyzQpIPtKLjfUHce6uSc7\/JK0StNgbso1MBN2t9g\/W8jr4nau6xAXtfcaj77V7lwemg3q3ptTdW8wy0vA8T6JcSPxiRbevldY+Wnk5Ym9NhWwZrTqNgx2k8LnQ+Nj1NcnrpaLo3QU4lScHF4YpSlTHgUpSgFKUoBWRIia9Ilqk4TCtI2VRrV2jSOfcjnNJZMbYIi1yPjXk4Q\/f8A2q3fgsoFxY23AOoqP2DAWIv7td6vPb447FeOoT7STKp4iN\/jXirdGF8rqB4gWP8AvUTH4TIbrqtZ9+ldfK7E0LcvDIdKUqoTClKUApSlAe4IizBRuTaupcCwIjRQALAbHqa57y7HmnXwufv8a6hgENhvprtf3+XSsbdbHxE6jYKF0ysffsTZMMxuBsR0tsP9+6pLQL2YIN2uBbTQW3+OlY4sRmOa1hltfaxv41laG5OqjTz8tqwHLzN6TlwmRGX8q4JJsCLj+Yr3gsWUYCQaE9RpbwJqZlUi5ZrggqdALjuIGmnTTasOOkzate9tyLddT06De1fVIKal9lr+ewsOK4XDOjNGdSoIH7\/I1xznHAZWEgHWx\/ka6TIoGtyNNrHfprWpc3w3hfw1+BBrS0V79MmljPkZ+u0qelkm28crPsOfUpSulOJFKUoBXpFJIA1J0A8a81O4Hb0nD327WO\/lnFfG8LIP1Jy1w9cNhoYVH4tFXzNtT5k3NXwAsKgQ6D+VTVXXe+xFcXZJuTbNGxYMg022rxk3sTc++vQavd68LnuQ9iO8PUE5jbwrKmKIGtfWPnWImw0Pwr1C2UHmLx7j16ywyn5p4cuJgmiYaSIV95Gh8wbGvyY6EEg6EGxHiK\/YGJ213PWvyXx0j0nEW27WS3lnatzZ5PEl7jxqFxFkGlKVtFUUpSgFZYV6n7msVZ4RpU1EeqaR5l2MsMZYgAXrpHJvAYGRhKSl1uXtoO7xPlbpWj8PYKRprWwwcWNrA2rpaKko9+TI1spyworg2LD8Iiiu0kimIsfWUjXKdFA3Gp+FUnHIBqY8oXoRr9zUSfFrYjqbfvFReIYj1QVNjc3H7qt9PmU6qJ9SZHx2FJUEgbb3\/pWLB2ZHjkF7D1SN793lWN8Qcup32orkE+VUtRBNGjFSUcFHIliR3V5rNivarDXMTj0yaNOLyhSlK8n0UpSgLLl+TLOnjcfsrqGCfZhuLffx3rj8TlSGG4NxXTOAcQEiKQdx+3urH3SpvE0dP9H71iVT95tccXqFr3ANrE6juuKxxXF9bgdL21F+vlUbtiLWO+\/nbassOJ9pSN+pH7ddLf0rn3FnQuEsMlRLcXvYa3GY6G2mnQeNR5nsdzsNTqPdWRJTrcAk7Dpp5DWo8khcG+rDXcjTy6daJcnyMXnnsfMWRoVvtr3f7dPjWn83zWie\/XS3vrZMTJYEnc1z3mziGdwg2XU+fQVp7fS5WL2FLdblTppLPL4+Jr9KUrpThRSlKAV9VrG43FfKUB+r+VeKLisNDMu0iAkab\/WHuNx7qv4nA8rVwH5HOchAxwc7WjdrxMdlc7qe4Npbx867mJxa33vXJ6zTuq1rw8DQi\/SRyThvX1ajIlyDr\/5\/3rOFb8m3jVPpfgeGseIkPxHQViaQ2sevu8q+y6G4sfD+lR55ANq+pHuEclTzRxRcNhpp2+ohO41NtB72sPfX5SdiSSdSdSa6d8sXOAnf0OFrxo15WGxcbIO8L18fKuYV0+20OqvL7sr6iacsLwFKUrQK4pSlAKkYc1HrLh3samon0zTPMlwXOBax1FZ3VSb7VBilN9KzDEblvdXTU2LBnyg+rKJihQPVN9Naw4k9OnfWJcba\/q38drfCo8uKJ\/8ANTuyKQjXLJ5La1nXasDEAWudfCvnagA791U77EkyVrPYhYo+tWGvrG5r5XNTl1SbLiWFgUpSvJ9FKUoBVlwbihgb7B3H8xVbSvM4Ka6WSVWyqmpwfKOn8O4oHAKtcb1tPDMPC6kyPlUdNz7h8fjXDcNiXjN0Yg1c4bmqVdwG\/Z\/Wse3bH1ZhydLTvsJw6bMxfmjq+OngQ\/NZj+d49wqpmxo9q1vv41ob83P0Qf5r\/wAqrcZxuaTdrDuGlRQ2yxvMsImlvenrj9huT\/nmbFx\/mALdVN3\/AGDzrTGYkknUnc18pWxRRGmOInOazW2aqfVLt4IUpSpymKUpQClSeHYJppFiS2ZjuTYAAEliegABJ8BU\/D8uyysBAUmU5byx58i5mYetmUMpGVmIy3ygttrQFPXTOSflUeALDjA0sQsFlGsijua\/tjx3860tuV8XraFyozHMBpZWAvr3lltfe4tesH4CxHa9h2Tdra+XTba9723IG++m+lRW0wtj0zR7hOUHlH6f5d5wwk4vBPG\/2cwDDzU2Ye8VczY8kb6V+SZuX8SilmhcAIHOmoVhcEjf2QWtvYX21rLh+F42RFKJMyP7IFzcXtoL+du8BjsDbOltfHTGbS8iX0yzlx5P0hxjmvCYUEzYhFI+rmu3uUXY1yPnb5VHnDQ4MNFGbhpTpIw7lt7A8d\/KtIh5cxT5MkDtnvlsL3tl+F8yWvvmW17i\/wBh5Zxb2ywObi+w2zKvXa5dLDrnW17ipqNuqqeXyz5PUSawuCppV1Dyri2DkRGyKxJuPq3uBY6k5WAHUq1tjb5HyviiJS0ZRYkZ2ZvZsqlrAi+Y2FtNL2BtWgQFNSlKAUpSgFKUoCz4Zi0Gkl\/D79KYyZS11vaqyvSuauU6uUFhkLpXV1InO5sBa3868\/tNYUxZHSvhxJ6AVbevifOhk8QqFzSML9FGvx6VXTy3Om1eGcnevNUbtS7OPA9wrxyxSlKrEgpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQEjAYx4ZFkQ2ZTcXFwe8EdQRcEdxq4wnNssRHZxwqFsY1CNZDldSR612LCRgSxbptlWylAeZ+bJ2R0IjHaBBIwTV+yZDHmubeoECjTYm9zrXoc3T+kHE5Y+0yBPr6AMGBzZs5Nxa5Y+r6vs+rSlAfcRzjiXEwJW0wAYDMALRCK4AbW6AAhri4BABr1hOc8TGkSjIeyACFgWsAGUaE5fYZ0uF1DG9zYhSgLHgPOL3SOSJGijXMsallF4uydb5s2nzCaC129Y3uwaC\/O+KOX2PVyWBzEfNvCyaFrC3YIPVtcXvcm9KUB5wPOuJhiWKMRgKbg5TfMO1yta+XMDKxvbWy5s1q+YrnLESBwyxkMjoLh2KCRcr5CzE+sANybWFrUpQGuUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoD\/9k=\" alt=\"Espectros II: las L\u00edneas Espectrales | Re-Evoluci\u00f3n Estelar\" \/><img decoding=\"async\" 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alt=\"Astrof\u00edsica y F\u00edsica: \u00bfQu\u00e9 es el Espectro Electromagn\u00e9tico?\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">En 1814, Joseph Fraunhofer (1787-1826) realiz\u00f3 observaciones b\u00e1sicas sobre las l\u00edneas que Wollaston hab\u00eda visto en el espectro solar: sumaban m\u00e1s de 600 y eran iguales a las de los espectros de la Luna y de los planetas; tambi\u00e9n los espectros de P\u00f3ux, Capella y Porci\u00f3n son muy similares, mientras que los de Sirio y C\u00e1stor no lo son. Al perfeccionar el\u00a0 espectroscopio con la invenci\u00f3n de la ret\u00edcula de difracci\u00f3n (m\u00e1s potente y vers\u00e1til que el prisma de cristal), Fraunhofer observ\u00f3 en el espectro solar las dos l\u00edneas del sodio: as\u00ed se inici\u00f3 el an\u00e1lisis espectral de las fuentes celestes.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.fotochismes.com\/wp-content\/uploads\/2020\/06\/John-Herschel.jpg\" alt=\"El poder de la remolacha: un divertimento veraniego en homenaje a Sir John  Herschel a quien se le ocurri\u00f3 la idea en 1842. \u2013 fotochismes.com\" \/><img decoding=\"async\" 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\" alt=\"El astronauta estadounidense John Herschel Glenn Jr. (1921-2016), buscando  en un globo espacial conocida como\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Mientras, en el laboratorio, John Herschel observ\u00f3 por primera vez la equivalencia entre los cuerpos y las sustancias que los producen,<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/camposdeestrellas.files.wordpress.com\/2011\/11\/pahs-in-nebula.jpg\" alt=\"Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Anders J. Anhstr\u00f6m (1814-1868) describ\u00eda el espectro de los gases incandescentes y los espectros de absorci\u00f3n.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Biografia de L\u00e9on Foucault\" \/><img decoding=\"async\" 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\" alt=\"Espectro electromagn\u00e9tico: caracter\u00edsticas, bandas, aplicaciones - Lifeder\" \/><img decoding=\"async\" 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NXJnNzf2au\/pCV6SezOdPSD0l77M51nnz0k9mc6zz8M+kvoKvdfVVh5aaH7SNa4ac79M\/FFic6s3NNXv8xH0H6F9Dxns1SB+KPZY7XVKTw4+n1L43+JvZ6u75vn+hvbrfa07Xf9O7rVf+H+hPc\/S+ivZu5VuGeMqj5O77WNemja8Zpf8AUaNuweOK747PsmLZTtNQEBAQEGa1K8Y0HymD7ZiDrH4S36h\/N\/oQU6L3V9HMghifHMSyNjHcFpBLWBp49mSCh26Xoi9w2pbzBrSPSUE2j3WtER5iOovylrSfrZIJzd2vRfvKjzG\/eQQNJbrGipnB3+Iblh\/RtPGT78cqDSd13XSl0kaQ04kG8tkD8YDb4iy1rE+9KDvu5x4r0f8AJ4vqBBgNNajaJra6V89PKZHuwukEhawvjij4IaHXHAIztta7muGFZuc6DLXuFFPZoY8fnjwo3ve0PHC\/YJttzCCTNuaautdKx0UwMXh51BGTGPIa4CzzhkYbNuc+YoK6Dcv1emcWxxTEgXIc6dmxxY62MC5DmkEDYcjZBs2q+57o6glM9LG9ry0sJMj3DCSCcibcQQakNzbV8RiSWnmj4UjCN8lkIMRcHk73ezbNJuUFTtzjVsPwGOYOxYdtRhuH72eHbDYPIaTewJF9oQZP2mNCfASfOyd6B7TGhPgJPnZO9BkfyL0dSUNRTNpnvp5XB88e+OubYcw7ECLYRkDxIMBVagavsdI06NcQwluITz2dIGNfvYBlvch4zOVwUFyDc+1cJDXUDmPLsJaZKpwad8dEMT2vLRdzSBci+SBQ6g6syljWUbiX2w3dWsBuzfG5vcBm25HLY8hQZJ+5JoEAk0QAGZJnqAABtJO+IM07QVPLSihbEW0YaGAFzw4taQWhhJxWuBwnHO3GDdbUVzRVFUbYZicmPpdzbRsbg9sb7jZ+ccfQrW5pzF10ciZjLshyxlunF0ci7sZpmrtOCCGuuNnCKocXhreKpmm7GqVZh9CYSxci5RE5x8ZQNIaj0MzsUjHk8z3D0LlhsBZw8ZW48XrbOm8XZo5FExl2Qo0JqTSUUjp6SMiRzcDsb3kOaSCQL5NNwM7H0qXEZIF\/E13pzrYPWTUTRFRM+pnp5XSySRNmAlcwtL3Nia4tvYtvbNt752usuDHSbm+rjX72Y5g6+HbUYb4gwnHbDYOc0E3sLi5F0Cj3N9W5XNayOa77YbmpYDdhe3NwAzaCRy2PIUGT9pjQnwEnzsnege0xoT4CT52TvQQZtyvQTHyNfTStaxgkx788gi5BAAN7g8Vs+JB7Taiav080UjYqhsrCyaPKqNiHOcy7cO28TjhOdm7EG16zaoUGk2wvqGuka0ExFr3MFngG+W3YEGB9pjQnwEnzsnegx8u5doJjpWyU0zQwRG4kkfi357o2YWsJdfE0i1uRBXo7cu1emuI4pSQASC+dhsS4A2fa+bXDmIIKCb7TGhPgJPnZO9Bjq\/cv0HEZsdLKGxQumLt+dYtYCXDN2RFuNBak3O9Ww4NMU5JAcLeynAhxkDS0taQb708i20C4yIJDpWg6WGKngjg\/QtjaIsyeBhGHM5nKyD06Kh3x0uFwe7wiHvAzDWkhoNmusxoxAA2CCy7QNMWyNwvAktjtLK02DnODWkOu1oLnHC2wzOSC87RUJuSwkk3JLnXJwMZe9\/esaOrlJQV0+j4mOxNbY8PO7j+kkMj9p43En\/hBKQY2PQdOGuZheWuMhOKSV5\/OgiSxc4kXuchsvkguSaJgO1nvj4TvdyiZ3HxvaD6NmSCcgII9fRMmY6OTFhdtwvfGfOYQfSgjP0JTlznFhJc3C675CDdrWF1sVg\/C1ox+FltQVxaIgaLBh2tObnkkslMzSSTcnG4uudt87oLBo6eIxhkZL24d7aHOJ4EZiaTc2ADXEXd6TZBKZSlxDpSDbNrB4DT\/AFnnPJkAgloCAgICCDpbRUVQ1rZMXBcHscx743Nc0gtIcwgmxANjcXAuDZBEkoomn8+y44QEgLg3hvbI7GL8AlzGm+zLaL4UEyHRMDcBay2DBg4TjbAx0bNpzs17hnyoJqAgg1OiYXvc94cS5m9uG+SBuHkwB2EHnAvzoPRouG4OFxItYue9x4IeBcucScpH7eXmCCTTwNYxrGCzWgNaMzYNFgLnM5BBcQQH6IhMjpSHlzt7xXkkLfzT98jszFhbZ2eQzub7UF2l0fFG4uY2xIsc3HLG5\/GffPcevoQSkEGq0RDI57ntc4vjdE8b5JgMbhZzd7DsOfLa\/Og8j0PA0ghmy1uE+wwmQtAF7Bo319gMgCBsAsEqmgbGxkbBZrGhrRcmzWiwFzmchxoLqAgICAgICAgICDwm2ZQQ9\/fJlFwW\/CEbf3bTt+MculBIp6drAcI25uJzc48ridqC6gICAgICAgFBD9jujzizbxxk2H8s+5+Ls6MygvU9S197ZEZOacnNPIR69h4kF5AQEBAQEBAQEBAQEBAQEBAQEBAQWKipaywzLj4LRm49w5zYBBaFM5+ctiNojHgD4x92enLmyugmICAgICAgICAgICCxUUrXWObXDwXDJw5uccxyQWm1TmENlsOJrx4DuY+8PMcuQ8SCYgICAgICAgICAgICAgICAgICCH7JdJlFbDxyHNv8A92efZ02IQXqemay9syfCcc3OPOfVsHFZBeQEBAQEBAQEBAQEBAQeOaCCCLg5EcRQQ95fH+j4TPgycx+7cfqnLkItZBIp6hrxdp2ZEbCDyOBzB6UF1AQEBAQEBAQEBAQEBAQWaipay17knwWjNzugevYOOyCz7GdJnLbDxRjNv8AGfd9GzpsCgmICAgICAgICAgICAgICAgICCPUUoccQJa8ZBw225HDY5vMeqxzQUR1RaQ2UBpJs1w8B54rH3Lj709RdZBLQEBAQEBAQEBAQEBBDNU5+UNiOOQ5sHM0e7PRkOXKyC7TUrWXOZcfCcc3Oty8g5hYBBfQEBAQEBAQEBAQEBAQEBAQEBAQUvYCCCAQciDmCOQhBE3uSPwLvZ7wnht+I4+EP2T1HYEEmCdrxdpuNh4iDxgg5g8xQXEBAQEBBh9KaZMU9PCGXEjrSEh2QMcrmCOws5xdHmL5DpCDF\/lPNvWPDFfe9\/vd2DBvAm3q9\/DsbYtluFh4kGSl1gAy3l5u8sZmzhFtSymcczwQHSNOfFfoQV0GnmSA3Y5hwsc1ps5zg\/GAGhpNzdjvpQSt4fJ+lyb8GDt\/eOG34oy6UEwC2QQeoCAgICAgICAgICAgICAgICAgICAgII09ICcbTgfsxDO45Ht90PSOIhB5FVm4ZIMLj4PGx\/xXcv7Jz6RmgxmkNKTxyyMBjc0CIDguBY6eZsTMZx2eBw3EAN2N2XugjxaxSYgHNZhbwZLXxPOOoZjizyb+YJsb3DjnwcwvP1mABvA+7Q5zxdnBa1kDyb3scp2ZDkKCfS6VY5ty0tIc9pBsbFj3MOY2i7UE9zQbXANsxzG1rjqJ7UFj2DDbDvTLYsdsLbY73x2t4V+PagsPeHHDExpIJu8jgMOLEbe+diF7DjGZBsgu0lCyMlwF3kAOcQLkDY3LINFzkMutBKQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQUSxNcC1wBB2g7EEF9OWBwLN9jd4YIDn2tbO\/6UWyseFl7rYgvwQwODHNYw4WljCGjgt2Fgy4IysW8yC6admfAbnkchmCACD1Nb2DkQVCFvvRxnYNpNyUFNRUNYLuNuIZEknka0Zk8wQR96fJ+kuxnvAeEf3jh9Vp6SQbIJjGgAAAADIAZADiACD1AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBGmpMy9jsDztNrtdzPbx8WeRy22QIau5wPbgfxDa13Ox3H0ZHlCCSg4Vura4aQpdJyR09SY2iOOwwxutibd1i9pIuVOw1qiunOqHSimJavDul6ZO2ud5kP3FZ2cJYr20+Mt6bcJsG6Npckg1jsv2IvuKzw+jcJXVMTb2fGfNIps0TOxIfuh6VBA9luz\/Zj+7ykKZXonBU1RHNRr+M+e+YdJsW4y1KnboOlfLHeZH91bzofAxGc2\/GfNmcPb3Lbd0PS1v824Hj4EX3Fi3ojBVRrtZT2z5uc2aMtiiXdF0sP1x3mRfcS5ojA0f4o4z5uVdqmI1PKbdD0uXWNa63xIuT4i7V6EwEU6rUcavNTYy7Xb6Ms7S686RuAalxGVzhjyuSB7n+8lV3tG4Smcot+M+aluY7EZZxX4QzUWtVcdtQfNZ91RLmAw8bKfn5q6rS2Lj9\/hHkvM1rrMQG+kjLEbNyxGzbcHPP6Qq65hrUTqpc50rjeTM852ao6tvUykOnao7ZT2N7lHqs0R1IVWnMfH+TwjyUVWsVU21pCTmbWbsaLk7OgdajV0RDe3pnHVbbsx3R19y4NPVO0Snsb3LjMNPXmPj\/ACeEeSmTWCpAJMpsBfY3uXKZlmnTePqnKLnhHktQ6xVZuDIQRa4s05EXBvbq6iuNddUdberTOOjXF2Zjsjyev1gqvhj2N7lAv4m7TE5VfLyI03jveeEeS4zWKpH\/AMhdYYn5NFm81hmcj2Kgq0njPedeUao8nocDjb92I5dfhHkzDNJTe\/8AQO5QZ03jveeEeS9sV1VbZVnSM3vz2DuWPXeO954R5LazZoq2wxFRrBU4rY7NJLWmzb3btuLcx7OdS6NK4zL9TX2R5LC1hLMzrp8ZQajWGrGyc9je5d6NKYudtfhHksLejsNO2j5+bG1GtdcNlSR\/DH91SqNIYmf3fJMo0Vg522\/GfNhJ9etJ3H+KcL5t4MeznGDI53\/6VhaxV6dXK7diVY0PgK9tqNeuNdXmpGvOk\/K3ebH91T6K652z8kj1FgPdeM+b38udJ+VO82P7q7ZzvPUWA934z5rX5e6T8qdY7Dhj+6toz3o86IwOf6UZTs1z59fUtSa\/aU8rd5kf3VnXvca9EYONlvxnzRpN0HS3ljvMi+6s5fFDr0ZhY\/Z4z5osu6PpcbK12W3gRfcTKd6FcwOHjZT4ysndJ0x5c7zIvuJlO9HnCWc+isndM0z5c7zIfuJTnLhVhreWxFm3StMOGF1c4j4kPFsI4GR51rFUo82KH0lqhUvloKKWRxc99PA97jtc50TS5x6SSV0QXBN2\/wAbS\/uovqqywfRdrTRqZW2G28HWhkaXaOv6Vc4XpR3\/ADSaNqTJx8wH0kqdc21Tuy+ebrKuXYV0u9CYZq2KOM9R9XqW1HTqjsn74OVS1IM+r6f+lmaYqrynd8\/+ONbyhPC6vUt4qmq1Ey89pH78Gx0ux55Mx\/DY\/TdU97XFU\/er+3n7m2mPvW2SBQryorXY23bKem38DfvAqqudbnVOVVMfev8ApnKc5XUStW3IylSM5DzNAHWST9A7FEq2s7LcfGfv6qaPwAPe3aOhpIHoCjy2u9PPfr4qavMBvvnAdW1w6wCOtcpZtapmd0ffipflIORzSOtpuPQXdij17GY12+yfn9wqkVXidksUpGigHYycwTh6mixB68S8tip5MxHfx\/rJ6zA6qaWW0e44Gg5kcEnlLThv12uoN6Pzzl28XprG1eqZMLHO5AT2BaURyqohd2JyhhdJRYYxb\/48J5zhtfrIuOtTbNXKr7fqtbUZUwx1WpFtaWmD0l4JHLYduV\/X1KfZ25pn7ct+pg9JjYeQjuPoKscL0ljTqiJ3T\/SyFcW0t5Kcj2DpOQXeHK7OVE5dnHUonHBy4sx1LaHK9TlRq6vosSLZFuIkvGsoNxDOzpz7UV87M96L\/wBIh\/BYPrWKOtHq2I60RZ2vrnUXxbo\/5LT\/AGLF1VsuEbuHjaX91F9VWOFnKni62mkU+1XGHjKe6PB1oZCm9z\/fFdXGF\/b9\/FJo6koi+Ps9H\/KnzHK5cd3h\/brOvN683A5yO\/1LaqeVFOXXMef0J1xCl23pH0H\/AJW8arnbHy\/651LR4\/74v+VtRrrq7vvxca9jyg8Lt9azH6ffPzee0j9+DZ9GC4z47+klVVUZ08XnMROUs5o8ksbfbYX6dh9Krq5zphW34yqnJP0Z4LTy3d5xJ9arKtiLiOlMd3BkNF\/o2jkGHzeD6lEqRcT05nfr461ymGb3crj\/AOoDP6b9aiVNLnVG6Pnr+qmHJ0g5w4dbQPpBPWo9TavXTTPd4qZc3sHIHO+ho+sexcamadVEz2R9fopq8sB5HD\/2u36SFwlm3rzj4fLX9FUp2qsxOyWKYzlK0KDgbfacz0uzI9K8ni5zuS9bg8s8oZOjydI3nDh0OA\/qDlDua4ie7h\/WT0mHV1ouGt985vY04z9W3WsWtUzO6P6+q7soVe0G4Ow3BXa1OWtcWtjAYiWNvtGR6W8E+kFWGX5pyWFjYxFdm5o6XdmXr9CmWtkym066qY7Z++LC6RF8uVT8N0oWtunlUzCLE64BV1bdaKuVTEvX7Wjr7P8Akhd4aV66qY7+H9zD162jYVoPFbky7Mlsrf25btXBFqDkefLtWUK\/P5Z4I8iIlxDdtKIM9KVg+tYo60erYjrRFfXOovi3R\/yWn+xYuqtlwjdx8bS\/uovqqxw36fF1ttHiPrVzROU59rpSyMIth5iO71q4sRyYp+GXl9UqnqTI+PpPoy9SsbfXPxny+jtChuxv97BZaUbKI3fSMmOqCTaOsf32LrPTpnt+\/BpWtcvSe71La11zvmfDV9HCvY8ozZ57fQsV1cmK57\/CPJQaR15Np0Y2waOQBV1VPJpiHmcROczLLU7iGP5QXW7bt+kKquzlTPeg1xnXHxy\/tlqRtgAOLIdQVfcjLUgXZzmZTdH5YxyOJ6nAP9ZHUodaPf15T8Plq+i5R+A08oxednb0qJU0u9OY7uGpScpPjN+qf\/36FHqbbbfZPz\/48jze88ga3rzd\/UFyqZnVREds\/T6PKwXY7ouOkZhR52lqcq4Wat4LCR7oAD+LIfSq3EdbrZjK5GfV9NbLUGwLx9\/pS9LgNkJrcpAffNt1tNwOsOPmqNOujsn5\/wDHpsMrkzkaPetLj0uOFvoD+1YjVRM75+\/ovbG1DreNdra3stefkXt5HXHQ4X+nF2KxjXET96vuE+xtmGJnzc48lh17T9IUunownWddUz3ffFh69T8N0oW9lCh4xyH6c\/WrqjYzb1Zxun56\/qqb4R5rD1n1Lv1MRrrmd2r6+T162jYVoL9p7fV6lsrqtVUx3\/T6Is23tKyg3dc5d6PKiJcQ37etEGvbmsOORWKOtHrnKEdc+tGfXOovi3R\/yWn+xYuyslwjdx8bSfu4vqqxw3Q73W20ZiuIb0smzZ6ew3V3b6P31Slwlx7B\/e1WFrow7RsUM2nmv6Tdc7cfnmN2fjObWNpNsB5P+vWulycoirdP9T4Na1viXSzExTGbhXsUU3hW5lyxOrV\/LVwnX4T4KDH722UH99qh3Xl7zJs8It98Wnsti9DQOtU9\/blvy\/tDnZyt2f8AXzZmnUG6r612TIuHwjQ0dN7H0Ov1FQLm5pTryn+M5\/fDxhkVHrREarywu4mnPoIIJ6r36lGqdrWvOne8pRkSdriXdR8H0ALjUXJ15btXn4rhUatqx7Pcs94TfmaLhnaCOwqBi9kyl57a9\/z6\/v4s3QcS8df6UvQ6P6MJ1RkGuHuSCejY70EnqUajXMxv+4enw0ZvaY4sb+Jxs34rRYHrJceghYr1ZU7tvb95L7DolbxrtbW1lrukHBrg47CLO6s2+sdYVjZjlRlCfRPJnNing2z2k3PNc3t1bFLidepYYeMo1sNXqfhulC1soZNjfiOR6tnrV3a1wVzyKuVOzL\/n1VRDLPjz7V1lm3ExTr2zrevW8bGK0Ko4j29B\/sLZXX9U8r7yRHcZ7OhZQatedSPKiJcRHjaiFXGecIxP05rFPWiVTnCwufW4PrnUXxbo\/wCS0\/2LF2VcpFfq5RTPMk1JDI8gAuexrnWGwXIW9NyqmMolmJmEcan6M8gp\/mmdy3jEXY2VTxOVO9WNVNHeRQfNs7l0jG4iNlyeMtucq3vfyW0f5FB823uW3rDFe8q4yc7Xvk\/JbR\/kUHzbe5PWGK95Vxk52vfJ+S2j\/IoPm29yesMV7yrjJzlW8Oquj\/IoPm2dyescV72rjLE11T1vG6qaOGyig+bZ3LPrHFz\/AJauMudVFNXSjNebq9RDZSwj+BvctJxuInbcnjLlOFsztojguDQlL5PF5jVpOKvTtrni09Cw\/u44QqGiKb4CPzQteeufylj0DC+7p4QqGjYPgWeaFpy6t7X1bhPdU8Ie\/i2D4JnmhY5Unq3Ce6p4Q8\/FsHwLPNCwercJ7qnhB+LYPgWeaFjKD1bhPdU8IPxZB8CzzQscmNx6uwnuqeEPPxXT\/As80LWbNudtMM+rsJ7qnhCtuj4RsiZ5oXCcBhp226eEOtOGs07KY4KvYcfvG9gWPV2F91Twh1imI2QexI\/eN7Anq7Ce6p4Q6xcqjZKl2j4TtiYeoLMYDDRst08IbRfuxsqnitnRNP8AAR+aFt6Hh\/4Rwhv6Xf8A5zxUO0HSHbTReY1ZjC2Y\/ZHBtGOxMbLk8ZUHV6iO2lh8xvct4sWonOKY4No0jio\/y1cZU\/k3Q+SQ\/Nt7lvyY3M+ssX72rjJ+TdD5JD823uWcoPWWL97Vxk\/Juh8kh+bb3JlB6xxfvauMqTqxQeRwfNt7kyazjsTO25Vxl5+Suj\/IoPm29yy19MxH854ypOqejj+o0\/zbO5Gs4q9O2ueLz8kNG+QU\/wA0zuRrz9z+U8Xn5H6M8gp\/mmdyMc9c\/lLz8jdGeQU3zTO5MmnKnezNPAyNjY2NDWMAaxoFmta0Wa0AbAALIw\/\/2Q==\" alt=\"Espectroscopia\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Jean Foucault (1819-1874) compar\u00f3 los espectros de laboratorio y los de fuentes celestes.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Biografia de Gustav Kirchhoff\" \/><img decoding=\"async\" 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\" alt=\"EL F\u00cdSICO LOCO: Espectros at\u00f3micos. Emisi\u00f3n y absorci\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"EL F\u00cdSICO LOCO: Espectros at\u00f3micos. Emisi\u00f3n y absorci\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"EL F\u00cdSICO LOCO: Espectros at\u00f3micos. Emisi\u00f3n y absorci\u00f3n\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Gustav Kirchhoff (1824-1887) formaliz\u00f3 las observaciones en una sencilla ley que cambi\u00f3 la forma de estudiar el cielo; &#8220;La relaci\u00f3n entre el poder de emisi\u00f3n y de absorci\u00f3n para una longitud de onda igual es constante en todos los cuerpos que se hallan a la misma temperatura&#8221;. En 1859, esta ley emp\u00edrica, que relacionaba la exploraci\u00f3n del cielo con la f\u00edsica at\u00f3mica, permit\u00eda penetrar en la qu\u00edmica y la estructura de los cuerpos celestes y las estrellas. De hecho, basta el espectro de una estrella para conocer su composici\u00f3n. Y, con la espectroscopia, Kirchhoff y Robert Bunsen (1811-1899) demostraron que en el Sol hab\u00eda muchos metales.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"De qu\u00e9 est\u00e1 hecho el Sol?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRBUC-oAn6bIbNtymWaL_vC8kkZ2osKGev_2g&amp;usqp=CAU\" alt=\"Ralentizando la muerte del Sol - Naukas\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">La observaci\u00f3n del Sol obsesion\u00f3 a la mayor\u00eda de los Astrof\u00edsicos. A veces, resultaba dif\u00edcil identificar algunas l\u00edneas y ello condujo a descubrir un\u00a0 nuevo elemento qu\u00edmico; se empez\u00f3 a sospechar que el Sol pose\u00eda una temperatura mucho m\u00e1s elevada de lo imaginado. La l\u00ednea de emisi\u00f3n de los espectros de estrellas y nebulosas demostraron\u00a0 que casi un tercio de los objetos estudiados eran gaseosos. Adem\u00e1s, gracias al trabajo de Johan Doppler (1803-1853) y de Armand H. Fizeau (1819-1896), que demostr\u00f3 que el alejamiento o el acercamiento respecto al observador de una fuente de se\u00f1al sonora o luminosa provoca el aumento o disminuci\u00f3n de la longitud de onda de dicha se\u00f1al, empez\u00f3 a precisarse la forma de objetos lejanos. El cielo volv\u00eda a cambiar y hasta las &#8220;estrellas fijas&#8221; se mov\u00edan.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">EL DIAGRAMA HR: EL CAMINO HACIA EL FUTURO<\/span><\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Diagrama de Hertzsprung-Russell - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Clasificaciones estelares \u2013 Austrinus\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"> <\/strong>El padre \u00c1ngelo Secchi (1818-1878) fue el primero en afirmar que muchos espectros estelares poseen caracter\u00edsticas comunes, una afirmaci\u00f3n refrendada hoy d\u00eda con abundantes datos. Secchi clasific\u00f3 las estrellas en cinco tipos, en funci\u00f3n del aspecto general de los espectros. La teor\u00eda elegida era correcta: el paso del color blanco azulado al rojo oscuro indica una progresiva disminuci\u00f3n de la temperatura, y la temperatura es el par\u00e1metro principal que determina la apariencia de un espectro estelar.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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alt=\"Johann Jakob Balmer - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Espectro electromagn\u00e9tico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">M\u00e1s tarde, otros descubrimientos permitieron avanzar en Astrof\u00edsica: Johan Balmer (1825-1898) demostr\u00f3 que la regularidad en las longitudes de onda de las l\u00edneas del espectro del hidr\u00f3geno pod\u00eda resumirse en una sencilla expresi\u00f3n matem\u00e1tica.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Biograf\u00eda de Pieter Zeeman . Qui\u00e9n es, vida, historia, bio resumida\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/3\/32\/ZeemanEffect.GIF\/140px-ZeemanEffect.GIF\" alt=\"\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Pieter Zeeman (1865-1943) descubri\u00f3 que un campo magn\u00e9tico de intensidad relativa influye en las l\u00edneas espectrales de una fuente subdividi\u00e9ndolas en un n\u00famero de l\u00edneas proporcional a su intensidad, par\u00e1metro que nos permite medir los campos magn\u00e9ticos de las estrellas.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"N\u00facleo at\u00f3mico | Estructura del \u00e1tomo\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<blockquote>\n<h2 style=\"text-align: justify;\">El n\u00facleo at\u00f3mico<\/h2>\n<p style=\"text-align: justify;\">Est\u00e1 constituido por <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, denominados por ello\u00a0<a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, con carga positiva igual a la carga negativa de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, de modo que la carga el\u00e9ctrica total del \u00e1tomo sea neutra (los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> tienen carga positiva y los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> no tienen carga el\u00e9ctrica).<\/p>\n<p style=\"text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>) son <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a> que est\u00e1n hechos por tripletes de Quarks que est\u00e1n confinados en el n\u00facleo debido a la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>.<\/p>\n<p style=\"text-align: justify;\">El n\u00facleo viene a ser 1\/100.000 del \u00e1tomo, y, sin embargo, contiene el 99% de la masa at\u00f3mica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR9AUNHuHNVvQlGUVUia5rrncyuj9cpXJ3tnA&amp;usqp=CAU\" alt=\"Interacciones de las part\u00edculas elementales en el Modelo Est\u00e1ndar. Los... |  Download Scientific Diagram\" \/><\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">En otros descubrimientos emp\u00edricos la teor\u00eda surgi\u00f3 tras comprender la estructura del \u00e1tomo, del n\u00facleo at\u00f3mico y de las part\u00edculas elementales. Los datos recogidos se acumularon hasta que la f\u00edsica y la qu\u00edmica dispusieron de instrumentos suficientes para elaborar hip\u00f3tesis y teor\u00edas exhaustivas. Gracias a dichos progresos pudimos asistir a asociaciones como Faraday y su concepto de &#8220;campo&#8221; como &#8220;estado&#8221; del espacio en torno a una &#8220;fuente&#8221;; Mendeleiev y su tabla de elementos qu\u00edmicos; Maxwell y su teor\u00eda electromagn\u00e9tica;\u00a0 Becquerel y su descubrimiento de la <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>; las investigaciones de Pierre y Marie Curie; Rutherford y Soddy y sus experimentos con los rayos Alfa, Beta y Gamma; y los estudios sobre el cuerpo negro que condujeron a Planck a determinar su constante universal; <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y su trabajo sobre la cuantizaci\u00f3n de la energ\u00eda para explicar el efecto fotoel\u00e9ctrico, Bohr y su modelo cu\u00e1ntico del \u00e1tomo; la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> que relaciona la masa con la energ\u00eda en una ecuaci\u00f3n simple&#8230;Todos fueron descubrimientos que permitieron explicar la energ\u00eda estelar y la vida de las estrellas, elaborar una escala de tiempos mucho m\u00e1s amplia de lo que jam\u00e1s se hab\u00eda imaginado y elaborar hip\u00f3tesis sobre la evoluci\u00f3n del Universo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Biografia de Ejnar Hertzsprung\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/87\/HRDiagram-es.png\/200px-HRDiagram-es.png\" alt=\"\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La comprensi\u00f3n del Universo (astronom\u00eda y astrof\u00edsica) ... en Taringa!\" \/><img decoding=\"async\" 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\" alt=\"La magnitud de las estrellas - Tendenzias.com\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">En 1911, Ejnar Hertzsprung (1873-1967) realiz\u00f3 un gr\u00e1fico en el que comparaba el &#8220;color&#8221; con las &#8220;magnitudes absolutas&#8221; de las estrellas y dedujo la relaci\u00f3n entre ambos par\u00e1metros. En 1913, Henry Russell (1877-1957) realiz\u00f3 otro gr\u00e1fico usando la clase espectral en lugar del color y lleg\u00f3 a id\u00e9nticas conclusiones.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Masa, tama\u00f1o, luminosidad y temperatura de una estrella. El diagrama de  Hertzsprung-Rusell | Astronom\u00eda para todos\" \/><img decoding=\"async\" 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\" alt=\"EL DIAGRAMA DE HERTZSPRUNG - RUSSELL - ppt descargar\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">El Diagrama de Hertzsprung-Russell (diagrama HR) indica que el color, es decir, la temperatura, y el espectro est\u00e1n relacionados, as\u00ed como el tipo espectral est\u00e1 ligado a la luminosidad. Y debido a que esta tambi\u00e9n depende de las dimensiones de la estrella, a partir de los espectros puede extraerse informaci\u00f3n precisa sobre las dimensiones reales de las estrellas observadas. Ya solo faltaba una explicaci\u00f3n de causa-efecto que relacionara las observaciones entre si en un cuadro general de las leyes.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">El progreso de la f\u00edsica y de la qu\u00edmica resolvi\u00f3 esta situaci\u00f3n, pues, entre otros avances, los c\u00e1lculos del modelo at\u00f3mico de Bohr reprodujeron las frecuencias de las l\u00edneas del hidr\u00f3geno de Balmer. Por fin, la Astrof\u00edsica hab\u00eda dado con la clave interpretativa de los espectros, y las energ\u00edas de uni\u00f3n at\u00f3mica pod\u00edan explicar el origen de la radiaci\u00f3n estelar, as\u00ed como la raz\u00f3n de la enorme energ\u00eda producida por el Sol.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Espectroscopia \u2014 Astronoo\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"L\u00edneas de Fraunhofer - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Las l\u00edneas espectrales dependen del n\u00famero de \u00e1tomos que las generan, de la temperatura del gas, su presi\u00f3n, la composici\u00f3n qu\u00edmica y el estado de ionizaci\u00f3n. De esta forma pueden determinarse la presencia relativa de los elementos en las atm\u00f3sferas estelares, m\u00e9todo que hoy tambi\u00e9n permite hallar diferencias qu\u00edmicas muy peque\u00f1as, relacionadas con las edades de las estrellas. As\u00ed, se descubri\u00f3 que la composici\u00f3n qu\u00edmica de las estrellas era casi uniforme: 90 por ciento de hidr\u00f3geno y 9 por ciento de helio (en masa, 71% y 27%, respectivamente). El resto se compone de todos los elementos conocidos en la Tierra.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3mo crear tu propia supernova - Quo\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es una supernova?\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"P\u00falsar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ASTROciencia: P\u00falsares, un regalo para la f\u00edsica\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">As\u00ed mismo, el desarrollo de la F\u00edsica ha permitido perfeccionar los modelos te\u00f3ricos y explicare de forma coherente que es y como funciona una estrella. Dichos modelos sugirieron nuevas observaciones con las que se descubrieron tipos de estrellas desconocidas: las <a href=\"#\" onclick=\"referencia('nova',event); return false;\">novas<\/a>, las supernovas, los <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a> con periodos o tiempos que separan los pulsos, muy breves&#8230;Tambi\u00e9n se descubri\u00f3 que las estrellas evolucionan, que se forman grupos que luego se disgregan por las fuerzas de marea gal\u00e1cticas.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Radioastronom\u00eda: nuestros verdaderos ojos para estudiar el universo | El  XXI Medieval\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS-x7nDqiyeAfpnICdtdiI5SBvM19SuuRs1vA&amp;usqp=CAU\" alt=\"Infobservador: La Radioastronom\u00eda\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">La Radioastronom\u00eda, una nueva rama de la Astronom\u00eda, aport\u00f3 m\u00e1s datos sobre nuestra Galaxia, permiti\u00f3 reconstruir la estructura de la V\u00eda L\u00e1ctea y superar los l\u00edmites de la Astronom\u00eda \u00f3ptica.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Se estaban abriendo nuevos campos de estudio: los cuerpos gal\u00e1cticos, los c\u00famulos globulares, las nebulosas, los movimientos de la galaxia y sus caracter\u00edsticas se estudiaron con ayuda de instrumentos cada vez m\u00e1s sofisticados. Y cuanto m\u00e1s se observaba m\u00e1s numerosos eran los objetos desconocidos descubiertos y m\u00e1s profusas las preguntas. Se descubrieron nuevos y distintos tipos de galaxias fuera de la nuestra; examinando el efecto Doppler, se supo que todas se alejaban de nosotros y, lo que es m\u00e1s, que cuanto m\u00e1s lejanas est\u00e1n m\u00e1s r\u00e1pidamente se alejan.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.geoenciclopedia.com\/wp-content\/uploads\/2015\/09\/via_lactea_imagen.jpg\" alt=\"La V\u00eda L\u00e1ctea - Informaci\u00f3n y Caracter\u00edsticas - Geograf\u00eda\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Acab\u00e1bamos de descubrir que el Universo no terminaba en los l\u00edmites de la V\u00eda L\u00e1ctea, sino que se hab\u00eda ampliado hasta el &#8220;infinito&#8221;, con galaxias y objetos cada vez m\u00e1s extra\u00f1os. S\u00f3lo en el horizonte del <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> se contabilizan 500 millones de galaxias. Y los descubrimientos contin\u00faan: desde el centro gal\u00e1ctico se observa un chorro de materia que se eleva m\u00e1s de 3.000 a.l. perpendicular al plano gal\u00e1ctico; se observan objetos como Alfa Cygni, que emite una energ\u00eda radial equivalente a diez millones de veces la emitida por una galaxia como Andr\u00f3meda; se estudian los cu\u00e1sares, que a veces parecen mas cercanos de lo que sugieren las mediciones del efecto Doppler; se habla de efectos de perspectiva que podr\u00edan falsear las conclusiones&#8230; Y nos asalta una bater\u00eda de hip\u00f3tesis, observaciones, nuevas hip\u00f3tesis, nuevas observaciones, dudas&#8230;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Todav\u00eda no se ha hallado una respuesta cierta y global. Un n\u00famero cada vez mayor de investigadores est\u00e1 busc\u00e1ndola en miles de direcciones. De esta forma se elaboran nuevos modelos de estrellas, galaxias y objetos celestes que quiz\u00e1 s\u00f3lo la fantas\u00eda matem\u00e1tica de los investigadores consiga concretar: nacen los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, los universos de espuma, las cadenas&#8230;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.altascapacidadesarca.org\/wp-content\/uploads\/2017\/03\/postercursoastrofisica.png\" alt=\"Astrof\u00edsica los viernes | Altas Capacidades Arca\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">En la actualidad, el n\u00famero de investigadores centrados en problemas relacionados con la evoluci\u00f3n estelar, la Astrof\u00edsica y las teor\u00edas cosmogen\u00e9ticas es tan elevado que ya no tiene sentido hablar de uno en particular, ni de un \u00fanico hilo de investigaci\u00f3n. Al igual que ocurre con otras ramas cient\u00edficas las Astronom\u00eda se ha convertido en un trabajo de equipo a escala internacional que avanza sin cesar en una concatenaci\u00f3n de innovaciones, inventos, nuevos instrumentos, interpretaciones cada vez m\u00e1s elaboradas y, a menudo m\u00e1s dif\u00edciles de entender incluso para los investigadores que avanzan con infinidad de caminos paralelos. Es una situaci\u00f3n que ya vaticinaba Bacon en tiempos de Galileo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica - Definici\u00f3n, Concepto y Qu\u00e9 es\" \/><img decoding=\"async\" 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\" alt=\"El Universo violento: Astrof\u00edsica de altas energ\u00edas | Actividades  CaixaForum Madrid\" \/><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica | Astropedia | Fandom\" \/><img decoding=\"async\" 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0FF40XPAaxvNVdnkyVdVhVcKCgbp7Ad3XPVVzCbQaS5lkKTBSbEmdARbzAUy5PhaR0xYakmyZyQ4m6c0ZkqFt0yVW839qn21gGHGCtYyqSkFK7ysqsUmxBAUdRcj74sbiSGkdEc5nkTuATdKuG7z+ShL78tRA6GU9KDlzE6zbquK+VJOVS62fTTS12DlJbUIUSpIHwZBgbotOWdRaOvdkNqsFKj0SngL+ea0iiEKVMG\/STmyk9SRGvrqltZRUCttOVKAkLAUbybFWbVW6Rat\/LL2Zxb5x90ZdSiCDIBEadvVT3FqnnDJJmSb5iNSZ307GJAPRBA4TPDqpicOooK0gwmJ03zH4e01qVVZypsrvpvI0N6TeIUlKkgwFgBQ4gKCgPOkHyV1N7GoqhVYUxrC0YcpcTlUHkyLDVqRp1EUGomrxT7b+nQygXuE2fFHPr2vRvVQTV9nxRz69r0b1UKjKdrldBrgNQDknz12a5p28Z081P50ZQnKLEnMLEzFid4EW7TVAganZfKbpJB7fa1Vack1Ch9jlG6E5SZsQJ0SCCDlHxdTpxNWWsbnBETpFgSI640mszNtd+m\/t4V1DhGhooR7ReUvLNocAhSQDIMXJ4gT5tRU52C7lDhSXE3Aynzadu8VlMFtVbZkKOhBud4g37DR7ZHKA842VLKSkiCqSEwZuDIibxHko3kitM6R4Sa5I4nC8JmfkmNd5\/uasIWYieHtAF60mPxbSnCG8QnENi6QsACTG5QAk79BVp3AYky4nBN5DElABBGggm2o1Tai9c9Wv37j+r3QAw09I6kCdDfq6j13q3s3Z7mUuqSUgQoqVcQowI4knhwpuI246yhSVpQ2pSiFI5sZkwkQbiySFEWvY0IxXKd7KkDPmSZCio8QQANIBk1155ZLVb9\/BhxhB7s1O1cW02jMXAt1RBuScpvmCoFiSL9UVTc2ohzCqUoQsOyrLlSFpyAWSBMAjsvxrIpefWC2AVZjMRJmLROh7KgBW2qFEAb0zuOvVJFc3ijVN7Nxy03rVBLaLQU5CF84FgHNljKoxIVcxHG9DNo2lGdJLUpMGc3S+Lxi17Wrpx4TKkAEGRJnU\/dIi00GeUSe2tRT8nGbTdoTzySAAIImTM5uG60VLgNpuM50oVAWnKsWOYSDvHEDzVUUCR7bv+RTFVZRTVMKTTtEzCwFAwDcEA6GDoeqo3FzNgLk6adQ3xXAsxl3TMdelJw1l9gtrP8ofr\/6dDKJq8U+3\/p0MoAowf5Rz69r0b1UJq8z4o59e16N6h9RgcBSArlKoDtKa4TXKFHClNcApxoKFFS4ZKSoBSsqZAKozR15ZE9lMQ4QZSSCNCPypgqpkZJnqRLp9oqAWNTYtkoOUlJtMpUlQv1pNUEgxJEXoszynfy5S85YQnpG0aDqFZ8GnKIJsIHbP30aT7RYuUflZpDt5CkguBa3s8lSlSlSbdE3kHrHGqr+186ypSQExASLARpG\/hfWg9uyknhx+7rolFdGpSlLsIO7UUREn7\/JeZMVAcRmsqTwPC\/37\/uqsmINpJ0M6XF432t56QVV14Mky3LATbdaoyaYFVxSr0sgiabFdNcSaEoeASNNNT5YvfyWphExFSYnEKWtS1qKlKJKidSTqTUIVHt2acDR0E35L6vFD9f8A06GUSJ\/lPt\/6dDahQmz4m59e16N6h4o5sNDRZIfWUNHENZlJ1A5p\/glW+PinsNEDsbZxdyDHKSFEQVMqhIJkZlqSmejHSyjjAnKIwZWuTWld2ds0AxjlrOUwOZcT0oVlk5TYnLNrA76WHwOzJUF4twgOpCVJQoZmykFashaOUhUgdLd8HiKZoCupNahWC2UEL\/mnioc9khJgwFczmlq0nLJm\/BE2ib2ds0pvjlhUJ\/7C4n4wFj2\/d2AZwmka0K9n7PySnHLzFM5VMLEHKSEqUAROaBa19YvWdKqhR7a46wdfyvFq4k23e35UwmuTVISFVN131wGlaqB0V2aSkiAbXnfe3EbqbNQvQ8rJ\/tSNMmpCsQBAkEmZNxaBGnE+WhLEN8k9XtNq5TQRT+c4GNRruO6gGmlmOnlppVXSd9WyDkKgzP8Aak4mDFu0GRTPLUjZTIzEgbyACeqASPxqMowiuEV0kcaaaEL58U+2Ho6G0SPih+uHozQ2qA5sjFllh1xIJJdaRHOOpEFDpmGlpk23zv41OrlIuBABJiRzuMETM35\/dbz9VD2vFHPr2vRvVQFCoODlM78gd9i\/36XhO58n\/wDbF\/v0KawxUYtr7Hs66tp2K8pOZDalAGCqIEmY1iDY26qy5JdnRYpPpFnwoc+QO+xf79dTyndPxB32L\/fqidivBOYoIHXbqm+6SBVV1pSDEFJi4NterhEWqpp9GZY5R7QYPKd35A77F\/v1zwoc+QO+xf79A5ptUwbA7SXzPPyueaSrJz2IyycQ62T\/AIub4KB8aNapucpFBCSIKjOZPOYwZYIA6XPwZEm2lNV4l9ij\/wAt+s+BPXQBzwoc+QO+xf79dPKhz5A6\/wCPi\/u\/j0MRglElKb7x\/qmIjz+S9EcPyZfWCUIKwCBI0vG8kcR55qOSXZh5IrtnfChz5A77F\/v0vCd35A77F\/v05fJHEhJUURG4mCY1Am1hczQl\/CraIzDKSDExcaSDvHWPJUUk+gskZdMJ+FLnyB32L\/fpeFLnyB32L\/foFFcrRs1re1lqZL\/SBTzgyB7E5VQrDAFUu5rc6vRQ0Hlg8I1c2FSM+Ygo5zGWSACFZufgySRGtuuquF8SX9r6TA0IF6qQDXhQ78gd9i\/36XhQ58gd9i\/36FtME2q2nZCzurosUn0Zckiz4UO\/IHfYv9+u+E7vyR32L\/fqmvZDg+KapqZUkyR5x66kscl2gpJhg8pnPkjvsX+\/XPClz5A77F\/v0GDkAiAZESRfUGQdxtE8CeNRVg0G9qY0v4dK1AgpdKQOceULonR1aoNt0UDol\/lPtv6dDagCbPijn17Xo3qHpFEGfFHPr2vRvVRTQ0jTciUoXiEpWUJkgZlnLBUCExuHSy6+W00QxKlFahEFIXCfkgLSIASJzTfXcZmsohoRIOaQdPwINHMHtgrP8UnnQZ5wmcwOocOusXjX7\/Pkg75I+p6fKkuMtBFTCiAr+K2uej8Lm+qQbz1g2oNjCqVh1HOE6rmVWGUKCjOYborbv7bZ9ypa5tCXEkkLAuZnoqOhHq3UP2fldkKSImApSc0GxzASLSSlVwcu+YrhDI1baPVPGpGBx+HSkyg50blRE9qfinq6qp0d2xs1TJMEEhSkKyqzXEzcapjf20GdAm1gdOr\/AI0r2xdo+LmhxlQeX4l9ij\/y36AI6q0Dg\/k7Gf4KL8f5t+gDSiDatHBml5GPo59IeCSElJJVYJSCM2kQYmT2763m0W186pGsFcCbHoEk9BMkqFxB0KYMV5xgsMDC0HMRuFiO0HW+8TWl2Xt8pytYgkFMc2vXIIgAj4yYgRwA4V5csG3aPDmVvQcfwTikSQ62RopObIr6xJPSnt9VZ7aKXQol9sPWImRoJP8ADJEWJmI\/G\/pmG201zBCgmfleo8O0CgaFodJChmSMs2Bid6QbSnUcQSCYrzY8st2jnqNU7PJtobOSBnZJWgaz8JPUtO6NJ0NqFqFbflPsxbK1LQUhSVX5skwFZSkgGTEblG2l4rIYlKT0k20kRod8dWh8vVX0IS5Kz24p2gnhfEl\/a+kwNCEUYw6f5JfXznpMD+dqCAxXWLOwa2MsBYnSvQsFstLirXG7rry7Cu762vJnbxbICzbd1V9HDJNUeTPF9o0+M5JkpzAKHnrE7Y2UtswoSN39uFe2bJ5RMqaggX31mOUTTa5IAIre3po8sMri6Z4pisNGlVFJrT7fwWQmOPtas47XizY6Z9GErRa\/yn239Oh1E1J\/lPtv6dDK8x0CbXijn17Xo3qo84ZBJmI1vpYa7uqi2yMIXmeaBguYlhIJkxmQ8JMVfxHIp4FKUOsuZudNlhOUNLQklWaLnOkxrrwNCozrTxSbe3bV1vFtrP8AERlneibddz2266KuchsUDA5o2kS6gTrMX3RfhN99C9sbEdw2Qu5YXJSULCgcsb09Sknyio0dI5HE0ez9k854u8FgoCshjMm+WCkEwZGlrERrTlbRS2laAXHCYsUltFiOJBuQeF4vWIqVx4qJKiVEkmVEkkneb3NcXit7Z6o+saWkGdr7SQVLUgKCVqnISDF5uoDWLTcjpXvQYuggDIm2a4mTOmYzeN1RKVXK6xikqPNkyObtmgX4l9ij\/wAt+ga8Qo5cyirKITJnKASYAO6STHWa0DTRXhUoEAqaaSJ0vjHxepcbyHdRnAdbUUrSgapCgoNmcyhlEc4OiTJyOEfBNaOJnm8WpKs4MEybAAX1GWIjqiKMN7cbXAfbtEFSJntury24VIeQ+J4tahJPOogFRCUiZ3lSR5eo1V2ryZxGGQVuZMoyg5XEqPSJiQOz8KjimYljjLs1uxMMhYBw2KsZ\/hrIBERPQkkamDAq6droZkZnHFFJSEBCkInKZKlkQbnKbWvprXlilXtMbvYU9T6jqpRERcmIGg7OquLw29s4P0yu7NVtzbwWFGClRSE5JBEgQST1ESLnVJ1msuH7QUj4WabzpcTOm+oc1LNbdf2tXWMVFUjtDGorQaw3iS\/tfSYGgdHMN4kv7X0mBq\/iOQzqULUHGzlLIAukqLqskELjLB47iK0dDNvvlSs5iTc5UhIG74KQBu3VZw2OjUW6qKeBeJgnMzCZKjzqIAAJnNPUfY1HtPknicO2p1fN5U65XEqMFQR8EGdVDz1uORx6I1YR2XtiIyr8k\/lRR3lDbpKns\/Mzbsrz5SxNpjr9uNO5w8TFepep0cXhTYc2ntLPP4UEWaYV11K4mwMiL7rgyOv+9ccmXkdIxouHxT7YejobRI+Kfbf06G1wNlvB7QW2lSQEFKiCQtCViUggEZgYMKOnGpvfdXzbHcN+qq2CwLryillpbigCohCFKIA1JCQbXF6jSwohRCVEIjMYMJkwMx3XtegLvvur5tjuW\/VS99lfNsdy36qooZUQpQSSEgFRAJCQSACo7rkDy1Pi9nPNBKnWnGwsSgrQpIWOKSR0hcaUBP77q+bY7lv1UvfdXzbHcN+qqT7CkKKVpUlQ1SoEEb7g13DYZbhytoUtUEwlJUYAkmBuAvQFz33V82x3Dfqpe+6vm2O5b9VMa2PiFJzJw7yk5c8htZGWSM0gfBkG+lqrPYZaQlSkKSFjMglJAUJIlJOokESOFAXhtt3\/ANPLlCMnNN5YCisdHLE5lKM63pvvsr5tjuW\/VQ6pGGVLUEISpSlGEpSCSTwAFyaAu++yvm2O5b9VL32V82x3Lfqqu5gHUuFpTTgcEygoUFCBmMpIkWv2VWoAj77K+bY7lv1UvfdXzbHct+qqeFwy3FBDaFLWqwSlJUo9iRc1zEMKQooWlSFJMFKgQQeBBuDQF333V82x3Lfqpe+6vm2O5b9VDqt+9b\/Nc\/zLvM\/O82rJrl+HGX4VtdbUBP78uWENhMKGUNIynMUkymLmUI\/+ornvsr5tjuW\/VVFxpSYKkkZhmTIIzCSJHESCJ6jTKAI++yvm2O5b9VL32V82x3LfqodUuGw63FBDaFLWqwSkFRPYBc0Bc99lfNsdy36qXvur5tjuW\/VTMPsfELAKGHlhUgFLayDBymCBe5A7aT2x8QgLUvDvJS2crhU2sBBMGFkjom4seIoB\/vsr5tjuW\/VS99lfNsdy36qr4PAOumGmnHDayEKUb2FkjfTntlvoKgpl1JQpKVy2oZFK+ClUjok7gdaA7i9oqcSEEISkHNCEJTJiJOUXtVOrGOwLrKsjza2lQDlWhSTB0MKAMVXoDR8jeUowSnCptTiVhFgpKbtrCxOdChEjUAKGoIo3juXLFubwoMMhIUrJKVllpJgFEkJcQpUqJJKiZvWY2Dspt\/PzmJbYKcuULjpkhRNyoZYCdTaSBqRJHGcl2g2VN45l1fxGwUBS5WAn\/uHKckqIOh6InWgLG0+WSXcIcP7nCVrQErcBSMxDjLk5EoAAlo20Gcxpcn\/\/AEVouZ14PnAS6taVuhQKnVtqISMgAQAhSRmzKhQEwIOf2XyfYcLnOY5plKVpQgkAlwmyiEZ8yUA5ekbEHdCocjky3kQpWNw6VEdMFaCEEkjKMqypZESeiEweiVUAde\/6hsrUha8ClSkrzHMpKgv+G4iFSjTpg9rafJXPLZDL7D+HaEowykK6KUy84kpK1FKRnEBuRYEhUQDQZzkyAlR92YRSgOihDpUVmArKLawSBuKhE6U1GwmimfdbQVz6WSkwISQnM7dQlAJIsDOUm1Aapr\/qelKUoGEKUNgBpIemEtl0NoUVoJgIcAK0lK5TIUMxFYvau11PtYdCpJYQpGYqnMCsqT2AJITF9KJ+Cjcz7vwgTEwpwZxaSClGZEg2su+7hXcPySSVqSrG4WEpzFbawpImYClLyAE2G+5FAZaiXJ3afubENvwTkJsCAekkpMFSVDQ7wRxBFEFcmU7sdg4G8uqE9KLDKT1+Q62J6eSoyFScZg1ZRKgHTZJUlIV8HioAggEUBosfy8wymUhOGlZStCs3N9CENobWFBsSuEGycqUhagBoQ1P\/AFBYzlasGpRU6pxeZxpV1tlMIPMjKEnQb95JggD4NNdIe78NmRlvm6BJnNlVqoAZYISZk6RTDyWEp\/nsD0j88bafCIRAgGTfdaTEgXHOWYOKaeDAQ222pvm0BkHptc2tWbmsqp1yrSoa2E0ZxXL7DFLRGFzqhWcK5vomXkpKVhEqUUKbmISAMoSIBGZxPJ5DaXCvEpCkKQMpyZlJVkJUE85MjMeiAfgm9WMTyYYEhG0cOoiLnopJzFKhMkwCFQQDIynQzQBbDcvmErCjgUkS70QWgE846XBllkqmISZJECwGlB+TfKkYZtDS2edSl4ukFcAgsrbgJKSJClBYPFI7aWF5JoKlhWOwoCEglSFKWkSSBKiBqRFp1HEVE5yXSFEDHYI9rxFrxMJKZtoCY7CCQDaeXzWQpODSTzgWFEtkge6Vv5LtkZQFZQAALncYpL5dMZiRgykEmwUyYlCk84CtknnZM3JTCQIm9C2uSrOWTtDC5spUMqpSIJgKKiFXjQJJ6jviTyYQUgjHYPMSRBcIFhrJTI1GoA1vagNCnl\/hkKQpODSqQSpJDYDaipaoaHN\/6gCVSCAIAoVyb2niFrSWWUFOG550BAbbWOf6Al2BmyqUmB5ANIojkuNPd2Ckwf8AGMAQdTk16hPkqbB8mWFfDx7CDmWCeiU9BakyklYWQQkKBKQCFJgzIAG\/Y5TYxtSUe9pTnW4G2w8hIBUllxwARMFaXXD1OH5M0Ixz+PXg3UvYMyUFKSlTYS2gIavlKS7ZLSY\/iQreCRfz7bOC5h5bOfPljpDfKQridJI140\/ZGzOfzfx2Gcsf4zhRmzSOjYzpB7RQG72U\/jmlvvLwbaittCCEKbaSA2kthRQm6gZEkRr1ijLOIxyMqxgG1Tzbhh89JbLeG5vmwDGRK8OiysxlS0yDNYlnk42Q2F7SZBTmyhK0KSjpE9BSnE6ndAMqBjLKh1fJbDqUZ2kzeVEktkk5iJMOkGbnWb6RJAFPl1glNPIQpDicqMo5zEB9R6alHpBKQkdKyQkcbzWaoxyh2eGcgGJRiB04yKCsgCpgwohJJKjAtvkzQegFSpUqAVKlSoBUqVKgFSpUqAVKlSoBUqVKgFXZrlKgFXZrlKgFSpUqAVKlSoBUqVKgFSpUqAVKlSoD\/9k=\" alt=\"The Universe: Astrof\u00edsica\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Hasta la Astronom\u00eda se ha hiperespecializado y, por ejemplo, quienes estudian problemas particulares de la f\u00edsica de las estrellas pueden desconocerlo todo sobre planetas y galaxias. Tambi\u00e9n el lenguaje es cada vez m\u00e1s t\u00e9cnico, y los t\u00e9rminos, capaces de resumir itinerarios de investigaci\u00f3n, son complejos de traducir al lenguaje com\u00fan. As\u00ed, mientras la divulgaci\u00f3n avanza a duras penas entre una jungla de similitudes y silogismos, las informaciones que proceden de otras disciplinas son aceptadas por los cient\u00edficos y los resultados de cada cual se convierten en instrumentos para todos.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Una de cada cuatro estrellas podr\u00eda tener planetas del tama\u00f1o de la Tierra\" \/><img decoding=\"async\" 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\" alt=\"El Planetario de La Plata invita a bautizar estrellas y planetas  descubiertos recientemente :: Info Blanco sobre Negro\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Las investigaciones sobre planetas, estrellas, materia interestelar, galaxias y Universo van paralelas, como si fueran disciplinas independientes, pero en continua osmosis. Y mientras la informaci\u00f3n sobre el Sol y los cuerpos del Sistema solar es m\u00e1s completa, detallada y fiable, y las hip\u00f3tesis sobre nuestra Galaxia hallan confirmaci\u00f3n, el Universo que empezamos a distinguir m\u00e1s all\u00e1 de nuestros limites no se parece a lo que hace un siglo se daba por sentado. Y mientras los modelos matem\u00e1ticos dibujan uno o mil universos cada m\u00e1s abstractos y complejos, que tienen m\u00e1s que ver con la filosof\u00eda que con la observaci\u00f3n, vale la pena recordar como empez\u00f3 nuestro conocimiento hace miles de a\u00f1os.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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alt=\"Los l\u00edmites de la humanidad \u00bfQue tan lejos podemos lleg... en Taringa!\" \/><img decoding=\"async\" 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\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alt=\"La HUMANIDAD en el tiempo del UNIVERSO - YouTube\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Estamos solos en el universo? La humanidad y sus anhelos de compa\u00f1\u00eda \u2013  Diario Digital Nuestro Pa\u00eds\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Ahora, amigos, despu\u00e9s de esta breve pincelada sabre una parcela de la Astronom\u00eda, al menos tendr\u00e9is una idea m\u00e1s cercana\u00a0 de una parte del\u00a0recorrido que, la Humanidad.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">emilio silvera<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F30%2Fde-como-fuimos-descubriendo-los-mecanismos-celestes%2F&amp;title=De+como+fuimos+descubriendo+los+mecanismos+celestes.' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Al siglo de Newton tambi\u00e9n pertenecieron, entre otros, el matem\u00e1tico Fermat. R\u00f6mer, quien midi\u00f3 la velocidad de la luz Grimaldi, que estudi\u00f3 la difracci\u00f3n Torricelli, que demostr\u00f3 la existencia del vac\u00edo y otros secretos de la Naturaleza Pascal y Boyle, que definieron la f\u00edsica [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[14],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2209"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=2209"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2209\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2209"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2209"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2209"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}