{"id":12995,"date":"2026-02-21T19:50:32","date_gmt":"2026-02-21T18:50:32","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12995"},"modified":"2026-02-21T19:50:47","modified_gmt":"2026-02-21T18:50:47","slug":"lo-cierto-es-que%e2%80%a6-nunca-dejaremos-de-hacernos-preguntas-4","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/02\/21\/lo-cierto-es-que%e2%80%a6-nunca-dejaremos-de-hacernos-preguntas-4\/","title":{"rendered":"Lo cierto es que\u2026, nunca dej\u00e1remos de hacernos preguntas."},"content":{"rendered":"<h2 style=\"text-align: justify;\">\u00ab <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/23\/%c2%bflibre-albedrio-%c2%bfdonde-esta\/\" rel=\"prev\">\u00bfLibre Albedr\u00edo? \u00bfD\u00f3nde est\u00e1?<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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2w0hScjCkoSCJGRzG6sL1t5PdLXN7cvptSUuPOKSecZEoKjhyx\/JivRGdcw1XFMik0ZRrTqRcuaDsrVpmbhpSFLRibBEpcxSomDBUNhqB1B1E0nbOXXO2xSl6yuGQecaPTWkFAyVvKYnrrdubNR+sOkhaWztwpOLm0zHEkhIHZJFTFDJnnIclOl\/xT\/VZ\/+6t2pWoekWLbSTbtvhU\/bYGhjaOJUnKQrLvgVF3HLFpHnMaFNhM5NqbSUkd0KA+dNbxoDSfwq2ZuEpwh1tK8J2jEMx1wZqYpM1bo83tclumUkKTakEGQQ6yCCN4IXlS7HJHpdxXTZSmTJUt1B27ScJJPga9LyeFck0wGRmOuuoz\/ANprawtU88404gqzSgHouFahiIEYl7JnOsv\/AKKNMfin+qz\/APdenSKEVXEmRiegtRNIN6Hv7ZdvDzrjJbRjaOIJUkkyFQIg7TVPZ5MNMoUFItilQ2FLzII3ZELr02U1zDTBEyZ5v0byQaUcWA4hDKSekpbiFQN5woJJNaHyo6mPvWNna2TZd5ghOakJOFLeAKJUQCTG6tNw0MNXFDJmL8mGpF\/aruzcMYA5auNo6bapWYgdFRjvqt6tcm2lGry2dctYQh9lajzjJhKVpUTAXnAB2V6MihFMEMmYjyq6i6Qu9IKet7fG2W2wFY205gQRClA1a9RNUHBohyxvWyguKdkAoUQFYcKwQSJBAI6xWhRXQmrirsmTqjzZe8m+l7J8Lt21LwGW3mFCd4mJxJMbR17TS+rXJRf3LwVdILDWLE4pagXVZyQlMk4jxVAznPZXozDQwGs4IubM85XNWbi6s2GLRrGW3UnCFJSEoS2tIzURxAqN5GNU7yxXcm6Z5sLS2EnEhUlJXPoqMbRWqYaEVrFXZLdUEipK39EUwin7Hois6nRYdhHhnScUq4M6LFRdGmFiuxXcNDm6WDhFFw0fBQ5ulihMiuYaVwVzBVslCeGu4aPhoYaWAmHqoR1UeK7SwECOqjBuu0M6llBzYrnN0ahUATBUZrPopV1aP26VBKnG1JSTsCtonqkCac6X0ii3aLrhyEADeVHYke\/Gs50zr26oLSFJQiIUE+lBGwr2zB3RW0m+iNpGJ3uhbhtS+ct1gIJTsIHRJGU7Rlur1DqPYhnR9q2hwOBLSemmCklXSMQSIkkd1Y4vS7Sm8SkDpGAKrd5rUtpKkMuLbhWWBakjPeMJrbhx2ZUrPUJFcwms05EddX71DzFyrG4yEqSs+kpCiRCuJSQM9+LqrUINckzbQlBoYaUwmuYatkoJhrhpTBQw0sUJd1ClMNDDSwJxQilcNcw0sUEFCj4a7ApYE67RooYaAJNCaPhoYaWAlOmtlIYacI2VmRqIVahRecHEVVNZ7tSXoB3VAjSawqCSTt9\/fdXmeuk6I2aRzyflDxoB1PEVnB0mqN+2ir0suYE5U+QiWaVjTxFcLqflDxrNDpdZyk9vnSg0rGRUf5n+dT5CLkaKq4QNqh410PJPxhWaqvZPpcffzpUaRA9FfHfT5KFmjlwcaKl5J2EVnbmlTE4jnsoJ0oRxO+nyULNE55Pyh410PJ+UPGs5TpVWUg\/yypN3S2+Y4j1U+QvwmRpYcHEUCscRWataTXIg5baVGlVDbJy9VPkr8LZovOJ4jxriXUn4wrOnNLEbzw9\/KlLO+Jkk5AEnPcBJ8qq3CfgsbctWnktW4bTmodIdSlBSEeSlHwrE7a8ULYySc9+01KcpGny++WwcgrEv8rYE\/NECoxi2CrXMEbxPka98OODD\/Ruu\/wCghO7M99RMY1maO6YFJ2i4NYk7aRtKi2cnOsP2v0i26rJpf3J3qbXHS+aQlXza9Uc4n5Q8a8d3Fud6SBAzI4jKti1A1iXcaPQFKJcZJaVxISAUk\/NIHaDXLVeHIT4Nh51PyhXUuJO8eNZwnSihQTpU7ZM15\/koZGjKeSN4oc6niPGs6XpXLaZ6\/fsridKkbd\/rp8lfgs0Yuo4jxopfRMYhNZ2m\/JO3OifDDJOKnyUMjSC8jZiHjXecRxHjWcJ0go7Du8iJopvVztPj3U+SiWaQXkfKFAvI+UPGs4GkVbOBjb10caSUJ6gfGnyUWzROdR8oeNc55HEVnjeljmrPLZXFaTIgzMwPq9+qr8lEs0UOp4iul1I+MPGs9+22cb+3KinSyuJ31PkotmhF9Hyh404QZGVZsdIKJgnzq+6HVLKDxFbhqqboqdmfa+X2C6IncKrrekc5nd66ueubaFPdJCFZfGQlXgSJFVpegmV5hlQ621LnwJUB4Vznt23aMuPI3ReDeds93vNdXd8N803e1fT8V5xJ4KSlfmCn1Ul9qbhPouNr71JP7QA864vbzXhmmPefA6\/40ZSgrdHv\/OoxTVyjawsjikYx4omkBpYThORkZHbPGK5OMkQln+ET2d1cbI9\/Gmf2xTO3KY9X8KOXqzyB22vI7+Hv3UdLsePrpm1cQdmz+EUYrKYy3+2pYHrjihtjaB7KJcBMT7zn\/Om4uJy6wfqoyukBlAgj+NSwH50ARnPGj870RmZiaQZVJjLq9VN3G15xGWQnft+o1qwPkGQZ2Zds76c6RdS3auKmMgPEyfKai+cUQE9RHbwpprepYsskyDKicsPRSdpOzeQNp2V226vUQMqYZW+\/hSMS3FwnrUs\/Wa0rWnRyWnAykdFDLKf0Ux7BVf5JrLFfBwj8G2tY\/KMIH0ye6p\/W53C9cqmSVRPzRl3bO6vqabudf4amZ5pkJCoTUWKc3ruJU03SM6zN3I3HhGp6b0Mp21sXEbHWmUqOQAKG5n9EK\/RNMOTK7Cbq4YSei4jEmTmVNHL9lSj3VadXLYuaIbZJxFTa1J3QcaiEg+U1QdWNHOov7cA\/dA7CkKBSpKSlROKc5KArKOHGsN5wcfwyuzTnnIUezZxnd5Vz4RAHd4n+U0x0i2pK5jb7P5VwBRzPHunbXymYHdy\/B4zHjSRdMQQY2+r+FNEZmOz66AdUVkbvf+HhRAeB8zwAPj7zSin47IIn37ab5gDLYQAfEe\/ZRX3DsjLb3Z0sDlKzv4H+Vdx5jpbppkle\/iCeoZ0a5WnI7Mpj37aWB02oqO3hXVvTs4T41Fqu0iCVcPq9QNFauSsnm21rz+KlSvGBVSbBLpcyjqnvNcVE+l2dm6mHwK6V8QIyyxrQPKZ8qWa0S58d9I2+glSj+1hrotGb8LTFV3KQc1ddEXpFA357O7j5Cl2dX2yZl5zshI7wEk+dOU6KZR\/yET\/iJX5LUQPCuq20vS4sijpQTIOZyy+qtf1WJ+CtTIOHfkaoDbmHJMJHBICR4JArRdBn7gjsrtp6OHJqKooOv2kHm7qEstuJjetbbg2bFCUnbvTVc\/4jYBh1D7PWUB1v9NvMd6aneUZzDcydkeZyqorbWQoj3B4eNcHuZRk14ZcuSx2l+2\/+BuGnupLgxfoKhXlR3QUmFJKTwIIPnVOuLFpagFtJKs4OHMkZ7R3+VOLNT6OjbXbqADJQ4eeaw5fEcmONdI7yD7Lki0tKE5kjrifbSr3STmpDieCoV+y4PVVea1heSYftW3B8thfNL45tLlO7YCKfWmmLN2Ah\/m1nYi4SWVHqCjKVeIr0R1Iy6ZTrmjrZWZYSDxQVI\/ZScP7NN3NCtfEedR+UEuDywR51Lv260AFSSAdisik9ihke40jjFHpQfaFIiftU8n0HGl95Qd3ywBu401uRcoT90ZWBvUAVIj8tMp3casyA0RmpST1iU+IzHgaIpGAylfekkfURXGW1g+iYordppFCs8VO27tJKgDltHZsI8fVUm+kLzcQhzrWhJV+s9MdxqPd0JbKzAcaP+BeJOf8Ahck\/tVwltH4zOIoFJEqB24T2ZAZefhSalTlunLz\/AI+NNftA8n8FcIX\/AIVy0raDvlG75QppffCWYU6wtKflRLf6xMpPjXGWjOPaJRILCwchsy8sqQ1mYU9ZlAUQAoKKRniyIGW+FRlx7KataVxA55mD4Z5d9PWrglJIyge48akJuEkwmPNXdGN2aQ0jCpSvSWPSVAGRPbiMVRNeryXFxvcWfAkCrxozGVIJG0+ogeyqBr2lsLXgSlMrWTAA+MeFe\/aTc8pMvbKijb4mus+kKnNEWCVsOrUkGFMpB4YytRjuR50xuGglagN1elQN5Gw6t4hZ2iUmCWkwREgqmDnlMk1Q9ZL7mLtTlscJBIDm1SlJIxLVOSiSJkjfWgWcJDTSOiObQBG6UjMd5NZVppJCRO0Eg+\/dXHbq3NmL5L9q1pJx+zS4tWNYccSpR2yOkNmXoqHhT\/nzgw9nduqp8m1ypTVywlKlmULSlIKlSQUqgDPcmrANDXij08DInY4sYtv\/AG0Yl+IFePW0W5vFCSdiyeiMc5AnvmM\/GR3Uk7pNIB2SRPeNvv1U7RoRv\/mPOOdSEhtO\/wCMrETt+SKctaPYT6LDc8XJdPguU+CaR2sn2MWQ7Okys4G0qcjclJUfADt8akFWtwozzYbH\/kUlJ2RGGcQ8KlC6ojDiOH5IyT3JGQ8KVSw2M1ODsSCo+cDzrutpH1lxIVGhz8e4HY2hSvNRT6qco0VbgZhxzL464HggJPnT1xaJ6Mx1xPlXEqkwBJOwDM9wrqtGC8LSAw02D0Gm09eFMj565V505cWPjOz1DEr1wPA0heYGRNw62wP\/ACKAWexsSvyqIuNZmB+BZeuDxMMN7\/lSojLgN1bbjH\/CkqV0sllcYsMJ+UqEp\/SVAqtO6WvlbFM2wG5pAW5+tckjtFRy9HJdXL61uqO91anIOe4muEt1prrkmSLJd6w2rfRXdJUfkNBTyp4DAMPnTUaxFX4G0cV\/ieWlpJ+YkKV5ioVTBbICQABuSAB5ddPY6IlXS9oMe31Vxnu3\/wAomQv8Nv3IhxlhJ\/7TQWr9N0qPeIrY9VCo2rRUpSjhzKjJNYyy6AcJOzL1gGtp1Z\/szf5Iq6GrKcnZYu2ZpypE\/CCN0DuMEz5VWGNIqGRTtEAdcA+weAq2cpKvvojqBPds9tU54zBGUQB3iJ8fUa8ur92YfYslwpwgjOcjwnj4eVK4ExPxs8+yZ8KbKIWqZ2jx4Zcc\/eaKqcITv3HqMEeuO+uZALQVJEnpEyRwA2+\/VRFoQoFJhUkTInLYT79dGLJBUZy2T1EH2kUMCRB3mfV7+NUBNGJdt5+CXLjSspQTjZMmCC2d2YqVY1rTsu7bL\/vW2XepkyNvyahUyCsjbEjs2D1k+FOGGSMJjYJjiB7k+Fd4bmcfbKpstlmyh9OO0eQ+ngnJ0drZzPdNNySMjkd42eNVG50aQUuNktO59NGRkdLMbDlxqd0frc4Ib0i0HkDoh9vJ1MR6W87d891e3T3EJ\/4bUkyRCqUaIJgqwjiQSPLOnbmicaOetnA+1vw+mn8pHtFRgTXc0Sbmj1gYkw4kfGQcQH5Q2p7wKSt7hSDKFqSeIJHqpmmRmCR78aANAObhlh3N23bWflJHNOfpNxPeDUdcasNn8BcqbPyHxiR2c42JA7U06SaUSrrrEtKEu0SkNNH2N4ysc6zibnJ1sh1v9JPo\/Oisx1sXJniZ862nRT6kKxBREDODuFYfrW8C4AIyGe4z11dLSWnGVGa5RNaIRGjlq43Kf2Wj\/wDRqsuqlxXE5Vfbm0Q1oFlyFFxbxUYIwwedAgdiU51QdBt85csp+W62D85aR7a6p0WjbTq85zqVOvobAiEJlxzKOEJTs3qrNNebUNv3DYkhKyoTthULGzqVWsXzv3Q9tVHWnVl66uedbU2EFCAorUR0kynYAdwTWNOMY3XoaKxyTXZRfFPSh1pxBiYyhzPq6HnWoN2i1khCCY2ncO1RyHfURoHRCLRtWYW6vJSxsCdyUzu3k7+4U6JJyk9n8KVRod3LKUf8xClcEyqPneie4mmxXSeHdTzR2inXpKQAkektRhCe1XsFANcdOrawcWnHklsbVrIQ2PnHb2CaY6X1jtbQlu3R8LuPlKEMpOz0Ttz4+FVLSl3dXRxXbqlSMkJybSDuA37IrlPWjDsjaRZr3WSyZJS3jvHBkQ1KWQeBcOZ8qjHNYb53EMSbVobW2BCiP8TvpGkbW2SlBgBPEbt2zuroTJy+MCc942\/V414p7uT+vBhyE7fRDLZCiMajtWs4lEnrPbT\/AAYSCkdECD+wabJPS3xGX5XX15eVKC5KU+Hv35V5XKUuzN2FugQqJ4e36\/GuIBC46p78z7KUdVI7hn25jyEUQKhIJzMn1H6j41PAHadxKndGR9+z10csdIwd09UJy9orjCgAocMz3fWYpE3cmN0R5D6\/I05AR9ozM7BPgIjxArctTpNm1O3DWHqJw8SfIHM+qty1RP3o1+TXr2j\/AJM3p9mecpah8KjZKQJ7ffzqoqVhkRIAJ8Oll5eNXDlHb++twyHsPsNVbSQ2EDM7PD+Edwrjqf2MzLsbJZONOeWRHZKZ9flSsggEbRA7xBnwM0RhOIJ4nIeG\/qyHjRiyYTG\/pDy\/gKzivWZE0u7cso2e\/vkKbvOZ4vigGlGc1Hq3dv8AOg4jCSOsDvy\/h4VuoIHEuZk9QnhtmnLr5KBhBmMuPD2nwoIYSewn1DP10piCcMfFkHw+vKuAFFD0uBgntMJ7vS8qbXUggdp9tHTddHu9mXtPdSLjZUoHZIJHdFFYG2itJu2jnO26iM80T0TOeXDLurRtHP2+k2+cZhu4E4kbErI25bj79dZvcW+HZ8o+I\/gaFlcO2zyX2yRBzA3gT55H1b69+huK4kbjL9Lm40pJKVCCMiDtB66JFWi4wX9qLpoDnEjpgfGAE7OzMd4qsk17zodbWUkKSSCNhG2pF\/SKHU\/dm\/uo2OIgE\/lp2HtqLNCaAM85hYdV\/gUP0uj7axbTC8T5I4nyrXNYH8NsrrIHt9lZjq\/ac9fNJ2jnEz2JOM+STW19TPpo2utqlGim2SMm+aHeltefjWYanJm9tvzzX0xWqa9ybNcgjpJOYjiPbWYajD7+t\/ziT4Z1n8Kbih9lCipbZcV8UEw387erspre37jplZ2bEjJIHAAbKSuFZmkwahThrsV0Gp\/VvRyCFXD34JuSJ+MRn3gcN5oBvaaLbbb+EXRwNj0U7Fr+oe+Qql6ya3O3n3Jn7lbjJKU5Tu9z6qaa8a0rvbhSQSGkGABskbuwb+JFMbBCYT1T55V5NfXx4iYlIOi0CEyOqI37DPbOXeakjb4gCcuI4QJy8T4ddBzCsEAxl6t9BxZJMcAff1V81tswIrhBkzx7gkeO2PCnNupOE9RhPls74FEcbKkgfGO3qz\/hPzqQeykARvG6MWflTsCrqQBG8nqnLKfV4nhXMOYTtkj3jtiujJWL4oy752+wVwwCo7TMDf0pBEdW7sTQHLsKSDwMeG6O4URCpGE5E59mYkerxNLXb2Jon5Ozb6W4e+8UglgAxvKdvX19xmi6B1p0YiRsPgQZ6Pj5UqkApwxnJzy3zHgM+806DSAUjcJB7DEHq3+ArmBKVKA2SY8YB8fIipYI19wg5dXhnn4gmt31P\/sbP5NYm7bdHFt9W0\/WK2vU4febP5Ir2bT7M3DsoHKSofCoJyhJ9eXfBHfVON0TAmcjn3x6qtXKYkm8PDCPb9flVNXkBG4T4fXPqrjq\/dmZdiyVK38ATHAkT4TFOMSgQSPjCI6zJ+jTS3uDBjdEDuCo8M6M9cgnq2zxy9z31yaMjlKQDOwgmfnRHmfKmjricUHeD3EdIH2U8eWCSeIjyOfXu8KjnWZ6SjnHnmaRAqi6kSMjtjt2+EgdhrgxKJHER37fZSbTaglSjukDsIHhv\/RoynYCVb857QYJ9Y7q1SAcLhQ3QQe\/3mlvhIhUbog9Uz9fjTWSonjlPhl5UVr0R259qkgjwqUB+4iUdpHqg+dRt8sjLt8Zn20++EGFRukeMEeY86hdKL2dn1VqK5KaPyNXpxON\/FiY75HrV40rpu1Db7qE7Aox1A9IDumKNyK2JDbjpHpbOwmB5In51DTb+O4dVuxmOwGPZX1tK8VZ0XRHmiF0CkbsmMqgbpTldDQbXjSIQwkblE59cZe2oTktUlN1zyjATBnhKkif0Qqlb5pxxOFSErHBQJM7oIIimWh7B1lJEAEndw95rV8Eo0jlO0u1cMr5tWIBtO4jMLnf1Vk+oRKbxlQGxSp7MCgfXU6tDpBBBIORGdQ+j9EXCFYknAQSUxHntJHbUQNQXcAnbRkqBqs2\/Ob6mbLFvmoUkEpqc5Trg2tghpvIRE\/kwM+9U91Qgq0652nwvRoWNuEHvIg\/tAeFSXXBDCWWtke+f8amLFQAA4TPYPqiaZWzMwnf9f8AKp1u0QnEdyjHiCa+RORyGaMWLLf4Z5+vfUwhtEKMxAHv4gnwqOHRmM4PblEfUKNz2SgcxhgDvj1T41yfIHDS\/SO2Jn+B8Kb3AJggZ5p7Duy+cR2dlHZUEEHdmD2ZR7PCuPXIK9+YCvfrmB30oCLq+keBTA7doV301buM8zxnzPjtp65BIyyw5e0evuppctju2n2+VaVEDOPA5A5HZ2ztHUc6K3dwePSnqVlsnsE9tFVZnEBsBTl257P0fE0pbMAgJ4SmeyST1bP2QavFAcP3eU74A8ch3wfKlAqU+fcIHv2mm3wXnMpzgHrmJI7c4\/lkdsEBWWYEeG7skp8azQHrapCk\/wAdkEeryratUkxatDqrCmXzMxtKc++tz1OVNo0f8NeraL+TOmn2Z1ymp++j2J9ce2qGtwpAG3PcNsEbuuPOhQrjqf2MxLsfoRgUMthPeNx8MVNrlYzPAp8AT9XlXaFc4uyCltiJ7Mwe2Ex4kHsHXREtkuJTuxH1j2HyoUKEJBlORTGQMHvxZdxz76bc2JLe8SB4Jz8SPOhQrKKHuG5xQYnBHht7JyoqWZJ7jHWM5HdPjQoUvgCIXAVOyRHr+qoa7lZSkbSQkdpIA9lChXfTVspu+rDItdHlQyhKin5oCE\/RHjVLVXaFfXR1CGky0OFChQoQ2qeFONH6K55xLaYBVMTkMgTnHYaFCgFdK6DLC8C8JMBXRmIM8R1U0FmnhXaFAHTbgbqVwxQoUB2rnqe4Hbd1hW4kfNcH1hRoUKEMW07bli7Wg5dKfMz4EK8BTltRg8MiO4keGw0KFfL14pSZyfYQOxBO8fUR4V1Gec+iMXmBHXtjwoUK4UQWdekhOwAQR2AQO6AaTwD0eAiTuOR8InvrlCoBylwAKnZA8TsjtmO6kzhwwMyPZmfVNChSvQcu3MgreAc+GIE+Ez40S2cIUB3TxyMeQoUKVwBULwzhGaYT5ScqCEQANuLdx+MQOvPzNChQCjaJKUnZmSeG+O2T5Ctx1TTFq2OqhQr07T7M6afZ\/9k=\" alt=\"Resultado de imagen de El Libre Albedr\u00edo\" width=\"423\" height=\"237\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de El Libre Albedr\u00edo\" width=\"292\" height=\"243\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Tenemos las opciones muy limitadas, casi siempre decidimos seg\u00fan las circunstancias, y casi nunca con la seguridad de haber acertado, la Incertidumbre est\u00e1 presente en una buena proporci\u00f3n de nuestras decisiones. No pocas veces nos hemos encontrado en una encrucijada de caminos, nos hemos parado indeciso, y, finalmente, tomamos uno sin saber a donde nos llevar\u00e1.<\/strong><\/p>\n<p style=\"text-align: justify;\">No importa el dinero que puedas tener, a lo largo de una vida, no siempre se ha podido hacer realidad lo que hab\u00edas querido,\u00a0 Muchas son las circunstancias que no podemos dominar, los imprevisto insalvables que nos condicionan, que no dependen de nosotros, unas veces el Azar, otras la Naturaleza, y, no pocas veces nuestra ignorancia.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de La NASA nos habla de una estrella muy resistente Blog de emilio silvera\" width=\"618\" height=\"420\" \/><\/p>\n<p style=\"text-align: justify;\">Estrellas masivas que agotan su combustible nuclear y explosionan como supernovas para convertirse en algo distinto a lo que fueron. Remanentes estelares, Nebulosas, <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>&#8230; Nuevas estrellas y nuevos mundos. \u00bf Tambi\u00e9n nuevas formas de vida?<\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/la-nasa-nos-habla-de-una-estrella-muy-resistente\/\" rel=\"next\">La NASA nos habla de una estrella muy resistente<\/a><\/div>\n<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1106\/NGC3372_gendlerhannahoe900.jpg\" alt=\"La Gran Nebulosa Carina\" width=\"761\" height=\"516\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En los &#8220;hornos nucleares de las estrellas se &#8220;fabrican&#8221; los elementos que lo conforman todo, tambi\u00e9n la vida. Cuando finalizan sus ciclos de miles de millones de a\u00f1os de fusionar materiales, de estas estrellas moribundas surgen los mundos, nuevas estrellas y la vida.<\/p>\n<div>\n<div style=\"text-align: justify;\">\n<h2><\/h2>\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/12\/%c2%a1sabemos-tanto-de-las-estrellas%c2%a1nos-queda-tanto-por-saber\/\" rel=\"prev\">\u00a1Sabemos tanto de las estrellas!\u00a1Nos queda tanto por saber!<\/a><\/h2>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcS7ZPo-6kE7pFHqvbIGbkHXUpwyk98nfzh2IpnQgICXSn9oIBKg6w\" alt=\"\" \/><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcR7J71RNnj7o1tFG5zn9Q4-YHacRndzH6WpeEsjZCEUk2kSCVP6\" alt=\"\" \/><\/p><\/blockquote>\n<p><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcTwjIAjDMRaU_S3mp0_l5LV6-4bmKtGZLTk8WAPnA7-ftlsDVl_\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcSkYaHkghGSidnpRe252JmyphU2QcgZQ0IU-LKwJ-vZr9PwX1xr\" alt=\"\" width=\"291\" height=\"196\" \/><\/p>\n<p>Nuestra ambici\u00f3n por saber nos lleva (de vez en cuando) a so\u00f1ar con imposibles<\/p>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/13\/una-sola-teoria-para-todas-las-fuerzas-del-universo\/\" rel=\"next\">Una sola teor\u00eda para todas las fuerzas del Universo<\/a><\/div>\n<div><\/div>\n<div><\/div>\n<\/div>\n<div>\n<blockquote>\n<h3 style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nuestras caras son sim\u00e9tricas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nuestras caras son sim\u00e9tricas\" \/><\/h3>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nuestras caras son sim\u00e9tricas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRuTHj9yjwQybpMTGK7-iBTwXQ15P1A4GfBQfBdHmn9N1xOXbvF\" alt=\"Resultado de imagen de Nuestras caras son sim\u00e9tricas\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<h3 style=\"text-align: justify;\">Aunque es cierto que \u201csobre gustos no hay nada escrito\u201d, los humanos nos sentimos m\u00e1s a gusto con las caras m\u00e1s sim\u00e9tricas. En la cultura popular, y salvo alguna rara excepci\u00f3n, las caras asim\u00e9tricas est\u00e1n relacionadas con la maldad. Los bi\u00f3logos encontraron r\u00e1pidamente una explicaci\u00f3n evolutiva: los individuos m\u00e1s evolucionados pueden mantener sus formas sim\u00e9tricas inclusive cuando est\u00e1n expuestos al estr\u00e9s y las enfermedades. Es decir, cuando las partes del cuerpo que tienden a la simetr\u00eda no lo son, costar\u00e1 m\u00e1s pasar esos genes porque ser\u00e1 rechazado por potenciales parejas. De esta manera la evoluci\u00f3n distingue a la simetr\u00eda como una caracter\u00edstica valiosa.<\/h3>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/63\/Michelangelos_David.jpg\/300px-Michelangelos_David.jpg\" alt=\"\" width=\"397\" height=\"529\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><em><a title=\"David (escultura de Miguel \u00c1ngel)\" href=\"http:\/\/es.wikipedia.org\/wiki\/David_%28escultura_de_Miguel_%C3%81ngel%29\">David<\/a><\/em> (1501-1504), de <a title=\"Miguel \u00c1ngel\" href=\"http:\/\/es.wikipedia.org\/wiki\/Miguel_%C3%81ngel\">Miguel \u00c1ngel<\/a>, <a title=\"Galer\u00eda de la Academia de Florencia\" href=\"http:\/\/es.wikipedia.org\/wiki\/Galer%C3%ADa_de_la_Academia_de_Florencia\">Galer\u00eda de la Academia de Florencia<\/a><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El desnudo de una figura presenta una simetr\u00eda bilateral casi perfecta. Ciertamente, <a id=\"_GPLITA_0\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> del atractivo del mismo, tanto en la realidad como en el arte, reside en la identificaci\u00f3n de los lados derecho e izquierdo del cuerpo mediante mediante una simetr\u00eda especular. La figura femenina raramente presenta asimetr\u00edas. La asimetr\u00eda de un var\u00f3n se rompe solamente por la curiosa circunstancia de que su test\u00edculo izquierdo cuelga m\u00e1s bajo que el derecho.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b3\/Lucas_Cranach_d._%C3%84._071.jpg\/200px-Lucas_Cranach_d._%C3%84._071.jpg\" alt=\"\" width=\"200\" height=\"310\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">(1532), de <a title=\"Lucas Cranach el Viejo\" href=\"http:\/\/es.wikipedia.org\/wiki\/Lucas_Cranach_el_Viejo\">Lucas Cranach el Viejo<\/a>, <a title=\"St\u00e4delsches Kunstinstitut\" href=\"http:\/\/es.wikipedia.org\/wiki\/St%C3%A4delsches_Kunstinstitut\">St\u00e4delsches Kunstinstitut<\/a>, <a title=\"Fr\u00e1ncfort del Meno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Fr%C3%A1ncfort_del_Meno\">Fr\u00e1ncfort del Meno<\/a>, censurada por el <a title=\"Metro de Londres\" href=\"http:\/\/es.wikipedia.org\/wiki\/Metro_de_Londres\">Metro de Londres<\/a> en 2008.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Evidentemente, cada cuerpo, considerado de <a id=\"_GPLITA_1\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> individual, puede otras desviaciones menores de su simetr\u00eda: un hombro m\u00e1s alto que otro, un pecho mayor que su pareja, una ligera desviaci\u00f3n de la columna, una peca o un antojo en un costado\u2026, pero tales anomal\u00edas, en su mayor parte, pueden encontrarse tanto a un lado <a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> al otro.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Simetr\u00eda bilateral\" \/><img decoding=\"async\" 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IlreTF2U5mWVY8EF4ZCzHDchpYFCD5EeFZprDwbK3lZKLjV1A87NbRtHFthWO42Gc7nvz31Xh4LotcSN64TEnVKQBuAfwr5XUzn3jTZ9DHGNiYQKz7nZ9VRUZZJV8S4UCetiPVyDvGwPkw76106hpcE1mJy4ZeVs\/85mKz4ssn1cuFkHPcYPmKm3SSh44bxJham+F7M8cU4erjDDIqaL5QeUzqyuM1iSyip6OcZn4VcdbHl4WwJI+51H4Bhk4Pw5E19HpdUrF8T53W6F1brkfoGwvYby3WaJtcUihlI2IIPzVlYe8EeVbjy2sFdxq7HVdVIy9Yk9mWGQCU+lQ4lx3KfkCGGTiq7fL6r6o29n+1f6LPtyLDWJmBBBiQgjG4d9iDnkVXb9rw072mE0n0o+kD6Gv0S0IN3IOfPqVPJyO9z7Kn3nbAbmUkllncIOTwjlHBuEdrrZss5JY5OTk7kkncknfJrw9ZrXLww5H0ej0CrXFPn9DZg6ouWIVRXk4lN4W7PSbSWWREle57KEpD3n238h90edX8MdPvLeX7Ioy7OWy+pbW\/D4kUKiLj3VjnfZN5bOoxSWEZxAv3R8hXHeS951g+G0Q7FF+QqVdNdSGjSel1siOAgxnc\/wBMV7\/Ztkpx8TPL18IpJowC2tpYoI4CfpLPpkLlVjAJ2Oo8hy3PnXoLiT3POeGtjsnoY4K8FpJI5B66UlCCcGNBpVxnuYhiPEEVorWxlue+DoFdlQoBQCgFAKAUAoD41AYHrogx5oBmgOb+mCJE+jXRhWRg0kJ1cirxtpB8wcsD3GqbVyZfS+aOUXFw5hSIxqBGzdvADktjKs3fy+Gap2yad8ci64LBelAY3Cp3av5CvJ1VmljLxLL+B6unjqHFbrBbCwvD61wB7kH86xO\/TLlD9zWo2dZfsek4TKfXuJD7sD91cPVwXlgjtVvrJ\/sZRwOL2i7\/AOJ2NcPW2dML0JVaEvA4CMaMeY51EdZanzJdcX0IMlvPD6jdYn3T6w9xrQrKbvMsP3ohKcOTyvj\/AHI0sySjSRg96nnmu4xnU+JP1OswsXC\/kWHQTpK3DJ9Ezf8ABzMA\/wDynOwl93IN5YPs4PuaXVKxYfM+d12idT4lyIfpQ45PNxJo3xHGitHFpPrxaQ\/WOQ2\/a0sNuWPDJ0XPw+q+qKuz1\/v\/AMNn25GxcH6ePZcOkgkEb3FvMbO2CkES6R2ZHAY4AHaJzvsOZzXfGuHiMig3JRXM0Sytjqa5uX1yuxdmbmSeZrxtVqZWvhhyPo9Fo40R45cywiu3bswJ+03L+tY3VCO9j9EbHbKXkXqTIeB6+1O5c+Hs\/AVVLWcO1awc90n59\/8APcSf7CiG66lP6LEfuqr\/AFlnXD9Dru49AeFzD7O5ceTYP8qlamt+aC9DlwfSTPipfKdmif3gius6SXNNEYtXVfI8yXfEF\/uI2\/wk11GnRy\/EyuU7l+FfM1Pit48kmqZSCOa\/Gva09UK4Yrex5motlOXjWMEq1S2uJmjWFkMzwxwBSSIyzqrMc+sdOceZrQkzK2uZ+mbG0SKNIYxhI0VFHgqgAD5CtRiby8mehAoBQCgFAKAUAoAaAjyV0QYGNAfNVAU\/S\/hbXVpLAmNbAFM8tasGX3csZ864nHKwWQlwyycK4lYXbo9zMrFetZHJx9sPWDDmDtuaym1PobNwHjEJiVCyqQMYJH4Zr53V6S1WNpZPbquhKKwywkv4h7a\/MVlWnm+hfxojPxaLucfOu\/8AS2e4lTXvPn9qRff\/ABp\/pZ+4njR4fisX3z8KlaWfuHGiNNxVPE\/hVkdNL3DvEirnvInO4ye4jn+FaYVWQ5HDthIg8SvQEKtuCCNwdwRWmipuaaMmpuSg1LkataMpOCG14IBz2dAicEeOfUx3YBr2LfL6r6o8js\/2\/wDDZ9uRJ4XLGGyq47CAZ33wNZGBtltRHkcVVqYyksIaGcIyy1v0L43KHBff35x8q8vu5LaJ7nex5yLGz4ou2MYHhWazTvqWxuT5FonGo+\/NZpaWXQ64zNHxWM8mrh6aa6BTRJjvEPtCq3TJdDrKJUTg7gg1W4tcyMkhQB31zhnOTQulUqtcaotyMZ79xX0fZ0ZRqxI8zWSTksczZPRbY\/Sb2NngAFv1kzMM7u2BGGz4EEjHhXpVrc826WIndK0GMUAoBQCgFAKAUAoBQGCWuiCNJQGPNQSfc0BoHTfoF9Jc3FqwWRvXRiQrn7wI9VvHuPl31Trzui+u3G0jmHGej9xbEC4hZNR0ruDqbwXSTmquGS5l6nB8ipltpAxjMThhzUowb\/KRkVOy3bIzJ+VGVeC3J5W0v\/bb8qqeopX4180dd1a\/wsyL0cuz\/wCWl+K4\/fUPV6f\/AJonuLv+LMcnCLlPXhkX35A+ealX0y5SR0q7l0ZJi4Rc89G3m8fz3aq5W1Pr9S6KtRPseCk\/b3ARe8Jln92wwPxqid0Y+WOfzLUrJLeRV9ILNUHZ1sMntEnl3ZFatPapcsGTUVyS8WSBbpnRtyDD4aGFW2vCf5r6onQe1X6Z\/bkY\/o\/awBz8Of8AvfFdOe2TLGHiwi6Xg5CE63Vu4aSVPkTnI+VYXqISeMI9FU2QWzZXvHKOYPyq5d2+Rw5W9TD9aTgByfAKfyq3FfwKXZb8TwUlzvrHvDCp\/wBv4FfFbnmz79Z4sPnTEPgOK33syJeyLylb3ajUOqD\/AAo6762P4mSIuIyNsZn37ixxXLogvwo7jqJy\/Ey66O8Ku5pALVHds8wo0DfmzMNIHvqVFvkiJSUVuz9AdFOB\/RIBGzB5XYyTPjGuVuZ9w2A8hWmMeFYMNk+J5LmujgUAoBQCgFAKAUAoBQGGWpIIslSDCTUEnzNAUnSnpFHZwmR93bKxIObvjYeQ8T\/SuZSwjqEeJnEeI8Ue4uFuAW61VQs8j5zIpyWA5IoPJF2GPHJrO31ZrjHoi16McRXrHnmEkkrEnIVm3PMnzPjXl9oKclwppL4s9PSJJZ\/obR\/a8p+ztpPe5VR+815CpgvNNemWbN\/cZUmu29mJPezH92KNUrq2RhkXM0spgklHVgZbqxjPlk5q3ihXDiivmc4yyYnCoFAAjHxrNLVWS6lirRg4hJFCmttKju2GT5VFcbLZYW503GKyzUuM2csyiZk6uMnCKfXY42OO4YGa9rS8FUuGLy+r6IwamTsj4tl9TXYrZkbQQRkFgT91gSCK9KyScc\/FfVGbQxxdj\/8AM\/5JE3h9jrk0glcYw3hv\/VfnXF0sQ\/oV0rEjarO7aFhDdAAn1ZB6j\/ka8O6hSXHV6rqj14W9JF8LdGHaRSPHArCrJrqduKIl\/wAMVVM0GUkUZBTv8iPdWmrUNtRnuitwQsJLqRBIJoznuKH8Sp2rqzuoyw0\/mEmZTc3a84VcfoP\/ACYVxw1PlJr80db+4w3fEo2UrcW0qgjfMeR\/mXOK6hVNSzXNfP8AuQ8PmjQnkJSSGIqY9QcggBuzncZ3HOvo4N4XEeRZFZeDpfou6ZIhhsZZnKsgVTJjsTBiBErjmjLp0g7ggjOCANEJ9GZLK+qOt1aZxQCgFAKAUAoBQCgFAKAwy1JBFkqQR3NQSY9VAcg9I3SWQX2mA4+jxtFq08nmT6wgnkdBUAjcYOKos3ZpqWxr\/R7h0clyEYiRR2ie47efnWDW2yrqbWx6GlrjKe+5v11fQQgKWVcclXn\/AJRvXzqqss3S9T1c45kZeJs32cLkeL4Ufn+FS6ox80l6bkmFJJpXK6gqA9rT\/pDH9+1dS7uEc4y\/iEmy4trdUGFAA\/3uayynKT3GCBxPjKx9iPtyHYKP5nurRTpnPeWy95zKeDDZcHLMJ7s6n5qvsrVsr1FcFWy\/dnHD1Zj4oesjmm9hEeOLwaRhpL\/M6R8a36SHd4T5sxXvi5Gu9ILYK8a7A6NP5fz+Vbk\/D6r6jSe2\/hn\/ACSJnR5AxQMOyzTQn3MuQx88pj5Vxc2stfAogsl3boJUe2uBl4zhvP7sg94\/GvJuzVNWQ5P\/ADBvraksMrVnmsjpkzJBnZu9fI104Q1KzHaXu953xOHPkbBbXUcg1I4O3cd\/iKwThKDxJFqeSHd2DjL27aW5key3kR\/OrK7VysWUGvceLTicxXJiD9x0nDA+BU\/nVkq4ZxnBG5Ij47DnDkxnwcEfjyPzrh6efNb\/AJDJU9N7KJoOuCrrBXDL4HxIrb2ddNW8De3uM+prTg2zUIr5oYmjUoyzBSdsvGyMCrKfZO2PMZr3uZ5T2wfpPozxYXVrDcr\/AHkYJHg42dfgwI+FaU8owyWHgs6kgUAoBQCgFAKAUAoBQGCU1JBDlNSCLI1QSYmagOQ+kVGS5uE1iOOWOG408xLIh6sH9Bt3PnpPPIrPPaRqr3iVXRPhBm+s1lFHZ7B7TfHurye0dUq\/All\/E9XR05XHk3KK0gt1LYVfFjz+JPOvElZba8cz0EkiBPxCWZSLeM4PttsPhV0aYVPNr9ERlvkYrO9nQ\/RliBcDJOrsgHvY\/wBK7sqql\/uuW35EcUltgzXkEmgvczEKPZj2ye5cnc\/DFcVzhxKNUd\/ew08ZbJXRvhaxp1hHaY6t98eAyedNTc7JcK5I5jFRRK4i7SOLaM4ZhmRh7MfgPM8q6orUV3kvT4sqnPPhRJuLRWeOAALFCBK\/gFX1FPxBb9mvRpi85Zjskktih6ccI02aXUgIeaXYHOUi6qTQuO5iCWPgWA9mvUnDgrX5r6lWhnxah\/pn\/JIz8N4SRZ28sY3kQH\/5ERLj\/OoP+Q+NcamvwqXzKabPE4szcZQ4S+gGSq9oD24TuQR4jn868aKTzVP\/AOM9HOPEiV2Joww7SOufhXnyjKueOqNcWmjVLLhAWZ4RI0bDtRsORHeCp8K9GzUOVam1ldSuMEnhbFhLeXdupMiiVBzYbHHmDWeNdFzxF8LO25R57mO1+khjOI1KvvpVhn3gVM+5a7ty3XXB14ueCysuJRTZjkXDDmjjf5HnVFlM6vEuXvR0mnsQuN9HQY2+juY9iSmT1Z+Hs\/CtGm1uJrvFn49Sq2pyi0ng0rhtw0btNHoRo1Jw4DDfs7BgQTvkeGK+j6HiNbtH6P6E8OFvYW0IUqREhYHmHYanz56ia0RWEY5vMmXdScigFAKAUAoBQCgFAKAjzGpIIEzVJJDkaoBiJoDlnpQ4dKblZ2KrF1IVGb1S6F3MYwDhiMkZwDuM1TZzNFT2Nc6PcfMBclcqxBIBGx8ga8zW6Lv8Ye6PS02p4MqXI2u0tWn0z3G45pGPVUdxP3mrxLLFTmuv1fV\/2R6sVxbv5E3iF51agKMux0ovi35Dmaopr7yW\/Jc2dSeD3w616te0cux1O3i35Cl1neS25LkiEsFBaXj3d1gA9RGdvAt4+Z7\/ACGPGvTlRHTafP4mZY2uy1peVfU228uxHGZPDZR4tyGKw0UuciyyWEfeD24hRpJPWOZJD59y\/AbVrjLvbsR8q5FElww35suOE8OMnYceuRNcf4T9nB8cb\/oqR7QNe1pa8vPRHl6izGxB9Mb4s4x3tOB8BFKfyrVqPJ6r6odm+3\/hn\/JItei1h1nCYEGz9UGQ+DqxZCT4ZAz4gnxrvhUoYMjlwzyUFo6hzGAQrgyoDzAY\/WRkeKsdx3asd1fP6ivD\/Y9mqWUVFiPo872vsPmSLyz6yj3VTqI95WrFzWzLq5cMsEXpdA3V9fEDrjOduenv99c6Fxc+7nyZZe5RhxR5ol8C4gLiAORuQVYeffWbVUui1x+RbVYrIKSMfDm6mT6Ox7Dbwk\/jHny7vKlq72Hermuf9zqPhfD8iTxLhyS4Jyrr6rrsyn3\/AMqrpvlXy3XVHUopmucU6QSxq9tIoMgBGvOAVI9YDxx3V6um0MLGrYvw+7+hiu1LrzBrc12zsZLorFEFMhxGie0zNnJHdgDJJJAAFe2l0PJcsrLP1PCpCqCckAAnxONzWgxHugFAKAUAoATQCgFAKAUBGnqSCumNCSG5oDxQFT0m4Kt3A0DMV31KRy1gHTqHeMneuZLKO4S4Xk4TKVMhZk0r90Z2PxrPvg1JrO5fcC6UGJerlDMo5MOYHga8vV9m95Ljg8M9HT61JcM\/mbHwZ+uY3R5HKxjwTvb3sR8gK8nUruV3K\/N\/n\/4ejXJT8fyJPFpTpESHtynQPIe03wH7xVenisucuUd\/7EzfRdSzsrRUVUQAAADbwFVuyU5ZZDSSI0X10+rH1UJKr4NL3n3Ly99bpPua0ur+n\/pnS45fBFsvbkWLGQMSOPvHViOP9p9\/2a06Cp4yupm1ViRu9hadWmCcsTqc+LHn8BsAO4ACvo4QUI8KPDnLieTRfTN\/4e3Hf17H5ROP5iqtR5PVfVG3s32\/8M\/5JG29Ch\/wFrj\/ANCP\/SKtjyRilzZrnTexMLidR2SxlGO58Hrk\/bTLgfeVz4Vh1dOd11\/xG3S2\/hZQ9I4C8SzRbvGesUjvA5j4jNeVU1GTjLk9j0WsrKM1rcLLGsq8mGfzFefdBwm0zXXLiWSqiXqLnSBiOcZGOQlXmPiK7m+9py+cfoyYrhlj3\/Um8RtesQrnB2ZW71ccj86z02d3LPzXvRZKOUUl10uVU9QmYAqwx2Q425+BNejX2XKUs58PT8jLZq4wXxNLvrjrCZHbLs2fIDw\/34V71VarSjHkjyLZ8b4nzOueh7o4pb+0jpGEEMaocgnQuuRj94kkadsHVtyq6C6me2XQ6vVhQKAUAoBQCgFAKAUAoBQEecVJBWzCpJIjioB4IoABQGr9Juhsc0cjW6iOZ+ZDFUcFgSsgAIO4zy5gGq5Qzui2FjWz5HHuL2nUyGEh1dBpmDYxrBJypHNSuk\/E91V\/mW59xO4JxiWJjHAC4Y9lDzz5AVj1Oihdhy2Zto1br8K3RZ8N467TrcTJiMZhyPVVm3O\/LJx+FZL+z1Ghxhz5mmrWcVni2Rt93cnqgIiNcp0L5Z5t+yuT8q8mitcTcuUd3\/nxNds+SXN8ibbRpDGFBwiLkk+W5Y\/ia5lKV1n5jChEs+gNm0mu8kGAznqx5406v2V7A8y9fVaOhQimeBq7uJ4N6Vdq2mM5v6Y+HTutvJGjOiGRW0gkh5NATYeJGkHxIHfVF\/l9V9Ueh2a\/95\/pn9uRt\/Qy0kisbaOVSrrEoZTzXmQp8CAQKtjsjBJ7k3jfDRcQvCTjUOy33XG6t8DjbvGR30lFSWGTGTi8o5b0YuGxJazLplgdo2XyBOMeI7ge8CvB1dPBP8\/qe1Rapx\/IxWQEE8lsfVb66LyBPbUe47\/Gsurr461Yumz\/AKGimeJcHqin6X8T06Ei7TqwlyPZCc\/5112dpnLicuWMfMaq7gSxz5\/IgXvS+Vozpj06tg3n31pr7Kgp5bz8CqevfDsjWS4LY1nDY1nHnucd+K9aMcLkebKeXz58zo3QD0ftc6pJTIlm\/qkhVknVWOk43ManGT45GM7Gu1HO7KpT4dkdn4Zw+K3iSCBQsaDCj+p5knfNWlDeSVQgUAoBQCgFAKAUAoBQCgMUwqQV8y1JBFdKgkxlKABKA9hKA13j3QuG4l+lIzw3AA0yJjGpfVLKRhvDu2xXEoZO4zwcj6R9HJrNc3URDu2UkRlMRG+tSAuQ3Ijltnaq8Ncy5ST5GG0tkVVljbr4UWKW6hZigDFmQKO1mTnnWoOnXuMHfl7onkyw4Vxe2EkzyieIY1W2GLiPnlG1YLBuyMjl+NU2UqUeHC+JbG2UWpGxWBe\/lhtLafrFcapysTqIkUjvf1ueOW5AHfVGn0EISbwW3a2Uo7naba0WNFijGFRQqjyAwK9VbI8tvLyyQBQFT0lH1K\/rFp\/FQ1Xb5fVfVG3s\/wBs\/wBFn25FnirTEMUBzT0mcHaCaPi0OoKNMd3oUMer2CzacjOANJ37l5AE1RfTGyOGX02uD2OY8d40syvM00nXLIUgRUVUEROS7nJOphtpB2PlVVdEYLhS58y6d0pPOTDKqMyyWvXwwMEt5ppTqGuTJfUUHq6R6ozkDzxViWDhybeSLawa5DbK8suC4hEakl39khCeyDgE94ApjqTnodF6M+ieaZEN+VgVWb6tFUyuNXN5ASB4Dnt4V2o+8rlYuh2WGIKoRRhVAUDwAGAKsKD3QCgFAKAUAoBQCgFAKAUAoDywoCLLHUkEdo6kkxmKgAiqAehFQHrq6AGHPOgKTi\/Qeyuc9bAoYnVrTsvnGM6hz9xyK5cUdKbRXj0bZKK1\/cmGIgwxnSShAxsSCuANgNO1cOpHfe\/A2ro70et7KMx26Yycux3d28Wbv93IdwFdpYK22+Za1JAoCq6S\/Yr+sWn8VDVVvl9V9Ubez\/av9Fn25FpirTEMUAZQRgjIOxHlQGicT9GcRcSWdxJbHGjTgOgjJzoQNugycgA4HcKrdcWWK1oj8K9EFjGpWaSabO+C5RAcY1BUxv5knkK64UR3j6G7cP4PbwY6iCOPSukFUUHT4ZAyeZ+ddHLbZOoQKAUAoBQCgFAKAUAoBQCgFAKAUB4ZaAxNHUkHjq6kDq6EnoR1APXVUB6EVMg9hagHqgFAKAUBVdJfsV\/WLT+Khqq3y+q+qNvZ\/tX+iz7ci1q0xCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAYoD5poBigGKA+0AoBQCgFAKAUBD4tZmVAikAiWB9\/COaOQj4hSK4nHiWPiv2Zo01yqm5P\/jJf9ouP9SZXZnFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA\/\/9k=\" alt=\"Resultado de imagen de Simetr\u00eda bilateral\" \/><\/p>\n<p style=\"text-align: justify;\">La simetr\u00eda bilateral se mantiene en el interior del cuerpo, en en los m\u00fasculos y en el esqueleto, pero queda rota por la disposici\u00f3n fuertemente asim\u00e9trica de algunos \u00f3rganos. El coraz\u00f3n, el est\u00f3mago y el\u00a0 p\u00e1ncreas est\u00e1n desviados <a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">hacia<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la izquierda; el h\u00edgado y el ap\u00e9ndice, hacia la derecha. El pulm\u00f3n derecho es mayor que el izquierdo. Los retorcimientos y vueltas de los intestinos son completamente asim\u00e9tricos. El cord\u00f3n umbilical humano, una magnifica h\u00e9lice triple formada por dos arterias y una vena, puede enrollarse en cualquiera de los dos sentidos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-RtfVyw8q4L4\/UOzT2ShMA2I\/AAAAAAAAEIg\/I4PvswDcLkw\/s1600\/gemelos-bolsa.jpg\" alt=\"\" width=\"500\" height=\"345\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.araucaria2000.cl\/sreproductor\/gemelos.jpg\" alt=\"\" width=\"197\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Los mellizos que se desarrollan por la fecundaci\u00f3n simult\u00e1nea de dos \u00f3vulos separados, pueden tener detalles asim\u00e9tricos en un sentido en uno de ellos, y en el contrario en el otro, pero esto no ocurre con mayor frecuencia que la que cabr\u00eda esperar <a id=\"_GPLITA_4\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> fruto del azar. Es una creencia generalizada que los gemelos (formados a partir de un \u00fanico \u00f3vulo, que se divide inmediatamente despu\u00e9s de la fecundaci\u00f3n) tiene una marcada tendencia a aparentar especulares rec\u00edprocas. Por desgracia, las estad\u00edsticas al respecto son confusas y muchos expertos creen que los gemelos id\u00e9nticos no se presentan como im\u00e1genes especulares uno de otro en mayor medida que cualquier otro <a id=\"_GPLITA_5\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">tipo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de hermanos.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/1.bp.blogspot.com\/-ntspX5ZhhHc\/VJII1X2UWzI\/AAAAAAAAQBw\/iMbDhIVHdHs\/s1600\/cuales-patologias-sirve-acupuntura_1_1068859.jpg\" alt=\"Somos seres sim\u00e9tricos : Blog de Emilio Silvera V.\" width=\"320\" height=\"351\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<div>\n<p style=\"text-align: justify;\">En el caso de gemelos siameses (gemelos id\u00e9nticos, unidos uno a otro a causa de un a partici\u00f3n tard\u00eda e incompleta del \u00f3vulo), el tema no ofrece duda alguna. Son exactamente \u00a0<strong class=\"Yjhzub\" data-processed=\"true\">enantiomorfos<\/strong> en casi todos los detalles: si uno es diestro, el otro es zurdo; si uno tiene el remolino del pelo que va en el sentido de las agujas del reloj, el de su hermano\/hermana ir\u00e1 en el sentido contrario. Diferencias en los o\u00eddos, los dientes\u2026, aparecen en ambos <a id=\"_GPLITA_6\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> especulares unas respecto de otras (<a id=\"_GPLITA_7\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">hasta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> en eso es perfecta la Naturaleza). Las huellas dactilares o de la palma de la mano derecha de uno ser\u00e1n muy parecidas a las correspondientes a la mano izquierda del otro.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/e\/e8\/Chirality_with_hands.svg\" alt=\"Enanti\u00f3mero - Wikipedia, la enciclopedia libre\" width=\"511\" height=\"347\" \/><\/p>\n<p style=\"text-align: justify;\"><b>&#8220;Los is\u00f3meros \u00f3pticos<\/b>, son una clase de\u00a0<a class=\"mw-redirect\" title=\"Estereois\u00f3mero\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estereois%C3%B3mero\">estereois\u00f3meros<\/a>\u00a0tales que en la pareja de compuestos la mol\u00e9cula de uno es imagen especular de la mol\u00e9cula del otro y no son superponibles. Cada uno de ellos tiene, en su nombre, la letra correspondiente:\u00a0<b>R<\/b>\u00a0(del lat\u00edn\u00a0<i>rectus<\/i>, derecho) o\u00a0<b>S<\/b>\u00a0(del lat\u00edn\u00a0<i>sinister<\/i>, izquierdo).<sup id=\"cite_ref-1\" class=\"mw-references reference separada\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Enanti%C3%B3mero#cite_note-1\"><span class=\"cite-bracket\">[<\/span>1<span class=\"cite-bracket\">]<\/span><\/a><\/sup>\u200bLos compuestos enantiopuros son muestras que poseen, dentro de los l\u00edmites de detecci\u00f3n, solo una de las dos mol\u00e9culas quirales.&#8221;<sup id=\"cite_ref-2\" class=\"mw-references reference separada\"><\/sup><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<div>\n<div>\n<p style=\"text-align: justify;\">Todav\u00eda m\u00e1s: un gemelo siam\u00e9s tendr\u00e1 \u201cv\u00edsceras transpuestas\u201d; sus \u00f3rganos internos estar\u00e1n colocados de manera inversa, el coraz\u00f3n a la derecha, el h\u00edgado a la izquierda. <a id=\"_GPLITA_8\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">Esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> transposici\u00f3n de \u00f3rganos, o <em>inverse situs<\/em>, como se denomina a veces, se da siempre en cualquier par de gemelos siameses, pero <a id=\"_GPLITA_9\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> aparecer tambi\u00e9n en no incluidas en estas circunstancias.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/quelibroleo.com\/images\/libros\/libro_1304177537.jpg\" alt=\"A TRAV\u00c9S DEL ESPEJO y lo que Alicia encontr\u00f3 al otro lado - carroll-lewis -  Sinopsis del libro, rese\u00f1as, cr\u00edticas, opiniones - Quelibroleo\" width=\"291\" height=\"438\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Merece la pena <a id=\"_GPLITA_10\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">hacer<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> notar que Lewis Carroll, en <em>A trav\u00e9s del espejo<\/em> (Alianza Editorial, 1990), pretende tomar los gemelos id\u00e9nticos Tarar\u00ed y Tarar\u00e1 como im\u00e1genes especulares uno de otro.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/a7\/Alice_Tweedledum.jpg\/250px-Alice_Tweedledum.jpg\" alt=\"A trav\u00e9s del espejo y lo que Alicia encontr\u00f3 all\u00ed - Wikipedia, la  enciclopedia libre\" width=\"365\" height=\"285\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Cuando los hermanos Tara ofrecen enlazar sus manos con Alicia, uno de ellos alarga su derecha; el otro la izquierda. Si observamos detenidamente las ilustraciones de <strong>Tennie<\/strong>l, especialmente la que muestra <strong>los dos gemelos<\/strong> uno frente a otro, <a id=\"_GPLITA_11\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la batalla, veremos que los ha dibujado como si fueran <strong>enantiomorfos<\/strong>.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Personas diestras&quot;\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 Claro que, algunos son completos<\/strong><\/p>\n<p style=\"text-align: justify;\">En el comportamiento y los h\u00e1bitos de los seres humanos hay muchos ejemplos de marcada asimetr\u00eda; los m\u00e1s evidentes son consecuencia de que la mayor\u00eda de las personas son diestras. La mano derecha est\u00e1 controlada por la parte izquierda del cerebro, y la parte derecha de \u00e9ste controla la mano izquierda, por lo que la condici\u00f3n de diestro es, en realidad, un fen\u00f3meno de lateralidad izquierda del cerebro. Hubo un tiempo en el que se cre\u00eda que los beb\u00e9s nac\u00edan sin tendencia alguna de <a id=\"_GPLITA_12\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">tipo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> gen\u00e9tico que favoreciera el uso de una mano concreta, que la lateralidad de un ni\u00f1o era exclusivamente el resultado de las ense\u00f1anzas de sus padres. Plat\u00f3n era un notable defensor de esta opini\u00f3n.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEn el uso de las manos estamos, y est\u00e1bamos, viciados por las man\u00edas de nuestras institutrices y madres -escribe Plat\u00f3n en sus <em>Leyes<\/em>-, pues aunque nuestros miembros est\u00e1n compensados por naturaleza, creamos una diferencia <a id=\"_GPLITA_13\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> ellos como consecuencia de un mal h\u00e1bito.\u201d<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Sabemos hoy en d\u00eda que Plat\u00f3n estaba equivocado. Como hace notar Arist\u00f3teles con buen criterio. De todas las maneras, la tendencia innata para muchas personas de usar preferentemente la mano derecha es com\u00fan <a id=\"_GPLITA_14\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que la <a id=\"_GPLITA_15\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> constatarlo de manera evidente.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Antropologos\" width=\"340\" height=\"167\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Antropologos\" \/><\/p>\n<p style=\"text-align: justify;\">Los antrop\u00f3logos culturales no han encontrado todav\u00eda ni una sola sociedad, o incluso una tribu , en la que la norma sea la lateralidad izquierda: los esquimos, los indios americanos, los maor\u00edes y los africanos son todos diestros. Los antiguos egipcios, griegos y romanos eran diestros. Naturalmente, si retrocedemos todav\u00eda m\u00e1s en la Historia, la evidencia de la lateralidad diestra es ya escasa e indirecta y hay que dilucidarla a partir del estudio de la <a id=\"_GPLITA_16\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de sus utensilios y armas, as\u00ed como de las pinturas que muestran los hombres trabajando o en la batalla.<\/p>\n<p style=\"text-align: justify;\">Las\u00a0 propias palabras que se usan en muchas lenguas para designar la izquierda y la derecha dan testimonio de un sesgo <a id=\"_GPLITA_17\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">universal<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> hacia el lado derecho. En , <em>ir a derechas<\/em> es <a id=\"_GPLITA_18\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">hacer<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> las cosas correctamente, mientras que <em>no dar una a derechas<\/em>, es sin\u00f3nimo de hacerlo todo mal.<\/p>\n<p style=\"text-align: justify;\">Ser <em>diestro<\/em> en algo es lo mismo que poseer una habilidad especial <a id=\"_GPLITA_19\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> ello, mientras que una cosa <em>siniestra<\/em> (del lat\u00edn <em>sinester<\/em>, izquierda) es una cosa hecha con mala intenci\u00f3n. En otras lenguas el significado viene a ser m\u00e1s o menos el mismo. Los italianos, tan suyos ellos, llaman a la mano izquierda <em>stanca<\/em>, fatigada, o manca, la que no se tiene. Lo cierto es que, por lo , los zurdos son ambidiestros.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<\/div>\n<p><iframe loading=\"lazy\" title=\"Los Dragones del Ed\u00e9n - Carl Sagan - 04 El Ed\u00e9n como Met\u00e1fora - Evoluci\u00f3n del Hombre\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/udTUNqzrjYo?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<div>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Para tener una buena visi\u00f3n hist\u00f3rica de los prejuicios virulentos contra los zurdos en cualquier <a id=\"_GPLITA_20\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">parte<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> del mundo, v\u00e9ase el s\u00e9ptimo cap\u00edtulo de <em>The Dragons of Eden, <\/em>de Carl Sagan (Random House, 1977), y el delicioso de Jack Fincher, <em>Sinister People <\/em>(Putnam, 1977). <a id=\"_GPLITA_21\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">Este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> \u00faltimo da una lista de m\u00e1s de cien personajes famosos que fueron zurdos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTKqVJMtmY0uVks8SqD2sP4glrQ6RS7PeLSMmpsJ2ZHgWggNXpfnw\" alt=\"Resultado de imagen de Son m\u00e1s que lo utilizamos la mano Derecha\" name=\"HUlOTJ30GA_X_M:\" data-src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTKqVJMtmY0uVks8SqD2sP4glrQ6RS7PeLSMmpsJ2ZHgWggNXpfnw\" data-sz=\"f\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTcSVOh6xo-e8xClcPqvCNJ7nyEsg96Cd1h0rGRKNk1ev4yaAk0lg\" alt=\"Resultado de imagen de Son m\u00e1s que lo utilizamos la mano Derecha\" name=\"dyNioDNBeptdWM:\" data-src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTcSVOh6xo-e8xClcPqvCNJ7nyEsg96Cd1h0rGRKNk1ev4yaAk0lg\" data-sz=\"f\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Hasta donde sabemos, la especie humana tiene la tendencia a utilizar la mano derecha, aunque sabemos de casos de zurdos &#8220;muy diestros&#8221;. Claro que no lo sabemos todo. La mayor\u00eda de los mam\u00edferos subhumanos son ambidiestros y, \u00bfc\u00f3mo ser\u00e1n las especies que viven en otros mundos? El personaje de arriba, al menos, parece que es zurdo.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, poco importa si somos zurdos o no, la igualdad en lo esencial es casi id\u00e9ntica. La verdadera diferencia est\u00e1 en el cerebro, en la manera de ver las cosas, en c\u00f3mo <a id=\"_GPLITA_22\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/24\/lo-cierto-es-que-nunca-dejaremos-de-hacernos-preguntas\/#\">cada<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> cual enfoca los problemas y qu\u00e9 soluciones aplica a cada situaci\u00f3n, en que perspectiva podamos tener de nuestra Sociedad, de nuestras leyes, de nuestros derechos, de la moral y la \u00e9tica\u2026 Todo lo dem\u00e1s, son circunstancias anecd\u00f3ticas que poco influyen en el devenir del mundo.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a1Son tantas las cosas que no sabemos!<\/strong><\/p>\n<p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F02%2F21%2Flo-cierto-es-que%25e2%2580%25a6-nunca-dejaremos-de-hacernos-preguntas-4%2F&amp;title=Lo+cierto+es+que%E2%80%A6%2C+nunca+dej%C3%A1remos+de+hacernos+preguntas.' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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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No pocas veces nos hemos encontrado en una encrucijada de caminos, nos hemos parado indeciso, y, finalmente, tomamos [&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":[286],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12995"}],"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=12995"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12995\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12995"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12995"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12995"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}