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[TD=class: contentheading, width: 100%]Vuelve la inestabilidad a los mercados... ¿Factor o variable económica que justifique estos niveles?
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[TD=class: buttonheading, width: 100%, align: right] (http://www.kostarof.com/images/M_images/edit.png) (http://www.kostarof.com/index.php?view=article&id=7948:vuelve-la-inestabilidad-a-los-mercados-ifactor-o-variable-economica-que-justifique-estos-niveles&task=edit&ret=aHR0cDovL3d3dy5rb3N0YXJvZi5jb20v) [/TD]
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[TD] Analistas (http://www.kostarof.com/analistas) [/TD]
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[TD=width: 70%, colspan: 2] Escrito por María Ayuste Alfaro [/TD]
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[TD=class: createdate, colspan: 2] Jueves 24 de Septiembre de 2015 17:31 [/TD]
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cx0H74JWWe4%20h6ppXuOajtewfEwXm1vtqRxPEd/qAjJXSgUXnRKhtQ3buEHzUN02%20ZNSKKW8N27wNUQeZmbpzEwsuEVHDsTB7r14HFIY2qSY3AZff8vJGhhYwlwGZr30oqlolc7A6CnurOmMQ5r3EHe0QebJ8NFT2U1ps7G/y8nfVWbe9zZnkH9vm36Jah0kPmBHcZHluWg6I6Kq20DUIsY1tRstIJG7eR3JMJYaFPKGyCrcws2h2vvmjHJVAnShoiENtCdJN0gcoQZHNbVzsgrcET5aMYKk4AK0QIkiT5nuXL2y1utDsOqMh7lelbI2Sywx9KhkdmfYch55rmVQS4Aglph3IwDB8CD4qqY3NaHEYHJajZo3PLAReGY1U5bz4eU/mtKwW/d0jk6uh4fT07Fzm29h7%20s9nHT1H7uY5%20vaqadKarZsMwBPC0%20y27RKGQupiaEgcVwkcRdOK4CoBPAocTVhrWj5S8TxBJ9lGCEGR8h/VdNOFAmmlIY1g0vCvHFKAK6qiuo2IuUxxU2GhTNVwLDedPVDAoVYe4FmaSHa8B6lEVYK%20qZAg6NJ10uSgsAa5xpmR6AIr6uAAOQPqU3jB%208b/I30Kp7P8A6T/5u9Vctf8AWb/EKo1AN8nkr1CVXLw0I6JkcOX5pnYKTDUVRAb5ss7aFp3TLjesfIfeS6DYOzfiZ96/qN8zoPc9w1RQsSzwGZ9xq7O3W1tkhMr%204cToPnyQk811LGBrQ1uQXmUsrpHl7zUk1Kggz5qSFjVIP/5mnx6qoP8AVSlNqjNJ3B7R6FMY7d3osapWjIJaRH36omNUCraYoJUlCq1C6NVxEUD530jHbyXstqtsNjivTkDQcT2Dj5DirAt%20zWNkIqcTx%20S4TaO15bW4tHRZw49vyy9Va1mwTwITyvBmbERgWu9lRiq1hlaaEEUVELCtNmMLy3TTsXoezdoNtkDZP1DBw4H5aogVrbOtF9m7dmPT6LlvxBYN1L8QwdFxx5O%20ufbVVN7Tp5e601zStCZSWPjKxFR33uVlgF0KjMTfKYp40PGV981RhdxjQx5BUZbJujfhwutcANKnHFWorTvBdkxq5tePD2S2Kwwaxj2kw8viRoGugSjWe0OklfE4YtDa04kVKDPA1kbZGnBxd5HBLZTr4q3UDBVgDmF1J0On73pykFc/EcFENTlyPDtOp1Ki8gdinG1ziABUnABadFkALlrfbjM4tYej69vsvTNh7FbZIxJKKyH/AB5DnxPtnXjMK2oAHA2MghxaWnSWuaZFiQpbOszpDfPV158k23dptszd0zGTT/jz7eA8cM1OhRla%20mZzMe4EkklwO01xJ1lpbfiCtt0THsMbhguPdapYp22iN1CRX5g8q1wWiHLnLXZHQOxxByP3qu92VtWO2x4YPGY9xy/0pqO2YA%20YO8k9jtAZIL5woWjlX2VLbWxzaGGSAdKocR%206nvTx1Wc/QDvnzXVt6xOhovN34ANOYrUcMVEKagiYJTFOBVcklghA2j3D1KSVFfSEzyB9ChSGlO0eqKwVrTgfRFjKwcQRuaG%20SFZIDCwg6uJ8VO0yiVwI0AHgqqbJMblZJoEFrbxong0Qq0kgjaXuyC0bPZ3TyNijFScB98tVy5WeV0ry9y9OsNljssDYo8h580F80cvddBYbNuY6u6xz%20S4TbW0Pi7RdYeg3Aczqfly7Sr6lIjVXA4FZJbRCnTLMr05xTP8ApVP99JIGhRLtYT/IehTON3eKJGqVoyCSRlUUJ0yaIJLSdd/KHEeypwtZG0tYKAfILRtNomtMoklJLj5YnADQLVNKGuJF9njvVATF08Ya6rTfr3FXTGGxvJGPRXPeIIAN4N%205Tjikc9sj3DC8MO3BM%20RgaWNGdCqCE9ss%20%20joMxl8u9XNkbQNjtAceocHex7vSqhc7HI6Jwc3MfdF6BaLPHaYnMeOiR9QR2ZhV05zu7h7rq45GyRh7dV5fabPJZ53RPzHnwPeriFJCWT0kzaJ7vRWYzgqM46STY%20DPCD5Kbm3hQoTXXSCNE9jP%20BQ/wDl/wBwWdZv/Nn/ALPQq9aP/Fh/v9UdPCNLXw6%20SmQNLuIkX13acUn2mQSMq3C88HsANDgdeak2zsLHUdjRniT95JLGUclR7eB3d9lbssolha8agKraY93K5p0JQU2SeSOTQIIFVr4ejFzr6Ll9o2/e1jYej6/Rej7A2H8KBaJh%20Ych%20wf%20x8hhxV5Vax2MzuqeqM/kFo7W2u2xR0bjIchw5nly18UK6VrQ0ADILzp8jnuL3mpOJJ4pOMtdugFRrmm/zsBezzb1nkEOaTd0PMDxNEeJm9jLdW4js19k9Qpy%20P5P9WZBtTxuXEioo40/insjnxzNcw0NW49q53acOBhYE9mdEGv/AEuFR8j94r0DZu1Y7aHMykbmPccvTXQmmvRm419VbsFvMHQeat9PpyWft3YQtlZYRSTydyPPge48QoukBBFRkvOnMcxxa4UIzB0VmG7Wm4pOyUousprsg8kzTVKRtDgqWm57h7qSgKJnCVskmJJaW%20arWmz74NFaUIPgrFnm3RJpmCPFUvVkIDs03SpwB5lCJqVZYy6ArZXPbStN927bkM%2036Lvvw7s7cx/EPHSdlyb9c%20ynNSApbPswed47IeqHt7aLoWmBmBdz/T7E5dlVbRpw6%20uUepWy51QuOa2hV5I08NFFSwS1SlHciNdVCLaLNqf8yz/pVP8AfTT6oo/ontHoVZj9AjRKhacgkwEZVFCSZaWGw7DBJB/dvMaQc3ffUrImmla4hrSBfaK51FMeylFrQxsIBc6vRce%20v1TdR8gg78s%20ASjszGOaQMr3mUZ8znNIJzp5Kk0hw%204hWm4CiAcUDcM0blK8VENAR5YWDtKzXXb0ZHPt%20q7j8O7RMkfwzs25fx4d3p2IerBNxKjs207t%207OR8j9UX8Q7O38W/YOk3Pm36ZjvUOpt4BdCuBSWKpDMbfcIrDgq0vWWfVpwUYYhVzgVrdFVg/KwtEMZVubzmvpuWLtCAxXpmuxe6Puofda1hmEl2Nw6rX99Vn0XAvZbeweUD2WpIy7G7%207zqVQY8ulb/b5UWy7AMfWc5wmarmkcurLvULn22ySKytY3RjTX%208N9FsGzMfaC537yP8apLAYPLtEX3clPae0L35UZw1PHkt/8ObCuUtVoGP6WnTmefDh25M1qmUc1QslldaXUGAGZ%20/vVbm1tqR7OivnFx6o48zyGp7lIw8iSJvlJ5lb7JYowI24YVpyC8%20mM07jLIakmhPP5K%20lhWHq5b2iZ5x6KrNaZG7%20h6gFMMqjzU44WHdVHWrXu9EhjcFmZUDBD2tNRmvapkOAnnEHkSjWmUtbG7OrmjxT2MDeuacqHwT2EqtqubUbdpFEgyN4cR9HBU5BurO9hzLZDhln9EShM4PAsB8/mkMcyKriNZK1bO1r7M1rhUFo9FnSyvhtRkjNHAmhCvo1Z7/vRc9brC6zmoxbx4civRNibajt7brsJBmNDzb7jTzQ4jDh196Ns%202Oh6Jxb6cx7hVdu7IZa/wAxlBJodHcj7HuOCow9IZtLrobwc2801BXACN7JCx4oRmDoUxUoAjQTuUQaIjm1FEh1YnTcPdGVVHkHBMnqrqFAEyRYKLjRFjbU1Ka6pvALNt1q3MeGZy%20a6DYuzRbJ%20kOg3E8%20A79eSOFgRwmV4YDifJd1aLUyywulcMB5nIAdpwV1PCjUtBPNdKxojaGNyC84mlfaJDNJ1jj9O5d%20HbnNvlHqVK8aIV0VRNwo4fqnvJBqk0GnVoTVKVAcwsfE4doxVMQI6moR4Ppfmph1SpXKQntHoUWPpiBZHjWfacAEoKY4IyqYqDTCSRTdB9x3QPFV3tww4qzG7HFaJKGrSiUklwSSCkqD2B7S12RRYZnQyCRmY%20/PIoC1crNEYpCw6L0%20x2tlqhErNfI6juKEhdFYLTvo6E9IZrgdt7ONktFWDoOxHuO7TklMT2j4ei0W5LnpeslMQyRPBEaUFwS7HQfAjzBHupObeFOzyNUzXXTXt8xRTTqQ4HgQfqme280t4pMddcHcFv08Rml0RNQvHcW5fSVx9rAiIiaa0YGnuN75L0TYezjN/wB1M2gLrzRxwoCeXAd%20WYudH1%20glBs8Dp33RlhU8NFvbQt8VhhMj89BqTn/ALSUyZPL1A911jI2QMEbBh9Ca%20S8rtNqltcxmlNTh2AVAoOAFfsrcrPGctO97TM/3Vg2eJwszZ24kMcKd61pXtMxjd%204GvclXViCyIhhPjfetH4USNkvVq8CvgqZmLCymTSfVcK8DS5aQfE/ofNObNfcanAOaR3D6%20SQmujAYkEHvP34rJ6FdkfUpfwva5t/keXOHgCXN/wo8jAWmvA%20adziSx/Gle1uHyKtxJ2irUYAaAFmymryVXMXTuaHAtcKgpo5HxPD2GhGII0TdCvm7/vRcxbrA6zm83qny7fmvSdibcZbm7uSgkGmh5j3GnYrMomd6jY7aYOicWny7EXa2xmW38xlBIBSvHkfY6I2hdE14eLzTUFcDJE%20JxY8UIzCRxDdqdxA87ozThRUpW41QtG5SQgDknmNgQq73hoLnZBaEMLnuEbBUnAKQuVtE7pnlx7hyXp1gsTLJA2IZ6niTmfvSgTVClFzr6LXsUBjZedmfTguS23bxaJd2zqN8zqfYd51VrnQrwCwyaIPnP8AKPUpaJaozKSfFcEySz64nF0xu6ir/wDZRSqi0/KPaPQqrpNmWPVWoTWqy7ULtEk8zuCMFVca4oFJQVzNR3hDOSM3MLUVdX1CSZSEklXiKzWNLnGGtBJJ3AalJSa0uIAzKzegekqmIa9zmhrM56r%20ItiNrxHqsy3WXeNMrcx6BdPsq3MsczbM49F2Z4OOXdp31WkQsezTmGQPHfzC6jaVhbbIDE7PMHgdD8%20SRxR2j4ei7CJwcwOGRXktpjdHK5jxQjAhVxbiiIKTqsgogNUMiibwOEnadpuHFY%2009obobqM9LU8Pr6LrPw7sH4ki02gdAZD9x5/8R59i1G66x3rm2RvkNGipXe2u1xWWPeSGgy7TwCHA3cHOjKc4BOlgOPity0RiGF0MNbwuE0zxOeC84fbZLZaBaJ8jeA4AAZDzrxQVMNDQWj/0mvN9%20YH2ViO1Xnlrz/8AI5o8D81QfZ6MDmj9AcfEfJXVK2Z2bnPkiWez7uziKuhHiiSS35d5zVcK0gKXbu73KGzN3b7BTdkOz3Kx%20l%20kaeHeyq8O2i2mXDQNOZ2Y9xHkXKEgffBFLuNQrllY2WJ7P1Cjm%20/38k3iLu8vRW25LHl6yrUlBSFFwDhQ5KTHuY4OYaEYgjROUK02Oq5m37PMBvs6vp9F6TsPbrbaN1LhIPB3Mc%20I7xhlcEGx2wwGh6p0Vra2yW21l5uDxkeI4H7w8jUWSSDvA9Suljka9oc01C88ngfE90UgoRmEOHowZPcERzqqvFHQ1KuCwNp2m87ct0z7eHcu5/DezrjPipMz1ezj36cu1EwgGSg2Cy71952QVzbu0/h4d2w9J3DQZE%20w%20iuOIO5b9xcHfR4d5MyouACk0kqC2Hk37PuUsxRLI1VoUVJSQkkvO/EfSdfDllVjA%20i0kVSRcAuYAGmdfAoT93vW1PSplxC0LIx0lne3Sooef3RN43ECoxjgdk3BG8ECCr0IoVhWuuAOFEmWjj9FYqeCp0GhQFOoK1huO8eqGckZuYWnKArqlMnSfRPSHXurBrSOqdlJJ7Wtw3UCyA60xtkEbjQnJX3bPlEO9GI15LA6brnF1xhKZ/dtOas4abJBInlb/F/KUQ44KcDRBHvnZnL7%208O1NP6ba13U4VnWvADRl7DA213cvK2sqRdoEFtlcayTGgPiVu0y4tBeGh8DNlmM0bWWd0yubtlkMBFMj90%20S7nY%2002Wthb%20puHaND80vi6XzcNVobJtRH5Lu75e6w/xVs0OAtkYxGDuzR3dkeVDol1urh0dPD5oJ0H15LOt9vFnFxnWPlz%20S6HYWxDbX72Uflj/ACPAcuJ7hjk4XADgAudZE%20WSjcSfuq9BmtEVlgL3m61v3QcTpRI1Kpc48LR9V1VlsrbOy6M9TxXl%201NpyW%20a%207Bo6o4D5nXwyTb6g6lgkSHPt3290BkbjbJCRhRmPYhOkAsrADjV2Hb/ALVFd5OWTMNA8J0VqGNrS66KVJPfTNV5XlwbU5ABX0dApHNFZ1QjTKS5JOkOlsCK9OpTPzNEcnAktPnCYioRIJTFIHjReZ%20GviBmUUKzslVmwM9pAs3a0ndG%20Eo3ilCi7QsT75kjFWnHBeoFJxa9w0YMx18hHigW22NswbqSaAeqhsvZxtshaTRoGJ56IArjTUArPkaGvLQa0JFePNXYU7SaQAtoVOBxbICMwnVzVtsRhN9nV9PovRNkbZbahuZuvx/d9eI1zHBQECy2t1ndxbqPcK9tPZcdujrk8ZH2NNPTTnK2bRbWMhvsNa5ffJchYNkSy2swyigbi7s0p26cqnRcwSeHM7lzeLjxK9Ae5sTKnAD7A9qKZ4LrYYhEwMGi8utdpfaZnSv18hoO5Q6dyMqxromMIbHvQn5osaJx2%20Nh6lMMlI5q2VFOhbKc0TCq8v8AGGJc1tMZiKb6wbVbucwzIdysk6NhLXkYjIq1Ynu6bAdK94yWZ0TWdRqOwlT5SXUifmabx7/5uCsQmjrpVbaLN9E20M7/AL%209Fp43Eim6m1zS3rZyGLGOJJ7o71Js8ZeYwakZ8lS%20AnMJnu0bn29itBR1RBVlM3HehnJEaRULUVdX1wKSVVndN9N/hGCqKecucGESWyCCdpzbiBMc1XtEEco6Y7FpbNkkElGuoKYjj3Lxnw/0e7Emo1rjSo5g5zM%20ZxEmGl0AvAFpNt8SptxNCr1qeImiQNroOX%209OzNe26M6Pp0QWU25QMu%2051u47yjYAYLCkkfK688p4oM0IlYWH7KPYrW%20yzCVveOI1CBwXLuDo30OBHqvS2OinhDh0muHkdEoMMc0fKt921WNhDs3ZU9%20zh4cVwsf4YmfbHRnCIYg8Qcm9uhPfqE20aCwkhouBdxDWi/EkDxWE69I%20hxJXcxiOGEXMGtGHBZmJ6NqMql9Ss4kkjqQBkYwSAHb883JniNy29ltIc6jaAYV1ceXJcP%20I7YJWtaTiTUNr1RzphU/NDME%20HutlcorJTUSquSSTlHQIZzVpnVCNMprkkyAdo9w9XJJLx3xl0ZTawlzWvqVqkYcNO3mdGYERdocZi/bAsq2/YXujINRQ10x5rZs0UzhHKw4HAjPLLDjSgw5Lm9Ls6Mwww7i6tXqOY6ptnLRYL5WDfI0HjoQDVYBNK2VwwbWnf8AeC1bbZd3E6Fho91L1NOVRroeRovQUKocA5plrgCCN4N1s5hcM5pa4tOYTOH7XgVF2SnF1k2WoXJWgCCCM12a8cgfOfyWBbrDu/zIx0dRw%20nou52LtsT0gnPT0P7vr69qJZVV0wBSWKr0qpfhSTncwk2gZTbZO87/AA71u7OsxZV7tRguO27tAvutixDHY9o07sR2jvSfwtjHOpup1D%209onq3cwJyu8hH%20FajToudtcYa%20%203J2K1aOJY8uDXAlpyuAPZPA81KoKruY5tLwpVO4R1kN6eM4Ij2z/KPUqOinqrUydSkkvP/ABF0V%20IpmnmynNmBibidRwui0qEoJtzJepVeO6YxFRlakMWDNMyKlLKHuZ3HZ1G8DfxUHE961rNFE5hLeq7MH7%20%205emb0mMWG1skC4YDBLACRrx5qViscULKtGJzJzJWPte2Wh0pic7ojIDAU07VYryxV6bqx1cxefdYdcV1SsfSEsEa6/RNVOiZRGdwiwH5JVS0WH03gRWpVKZ%20YW5OF2nzAVyPqKnfLLReHFfNvhjGmliabtziGOHEPIH0MHwUHceC3XsD2OYciCPl4GhX04h0ujW2virAc06rl3MeBWitSSSwqbRHl5LN2lZL7RK0YjPs493ouj/Dm1N1IbLIeicW8jqO/wBRxKN7wASTAAkk6ADisEEk0GZXckNAqch6L5z8SdPHEVAGEtpsMt1BJGjzw5cFv2SyiEVPWP3Rc1bbYbQaDBoy%20fyXscJiTUY2o6S57Q4k3JJFyTvvK07OfywOFR4FcVtdl22PIFK3T4tBPnVFNz4e6Os5E2UkyJMnTdEWCG7NWYxgrEyIuSSQDtHuHq5JMvDfGlFr6lao9xAoU6bacWmrUOa53gACRzlVZ5Dfawd/Yui2TABZ3zHjh26eFCV5XofBOxWIDXOJklz3Eycou4km8nSeJU42VNAntdo3MZkOenafuq%20p06QaAGgAAAADcALQrq5AkuNTmm8A2XgcbIUxusJR7K29IAVrfgxrP3E%206o79y1vhWc1nAbR32HqVc0WeBjUK4LKds1m%20Dx1dR96Lp2fiKX4R0TqmTIO5cTzHnrzyPinoWsGtxFJh62ic9myXNOogXI9syumdhpQrNskL23o3jou7M1l9E9JUn4%20lWYcoqNc2sxzmsylonM8uIECAZmdg8YQrVfdGRGaEq9ZLPSjZhUNNR99ui9Q3DtqVHV6TW/vQ2XsMh%20UZWkHQ6G/JKysjs8QZUnt%208ln219otEpvAAck5hmxKO41oqjW3SQiHbP8AKPUptE%20qJ5i6QxSJoiaUydIVyAXE6Akn6o1aNqhNZfkDRqV8pxNZ2IrEntPcABwBMAdwCC0E4aro3uZEwkdVo8gvdYTDimxrG6NAH5k8ybrRaLooFxU0plkL3ZlWwnQ6L0X4IZZi/CFibw8V1O65InYFsttrrbRLeHinEfJS3AtzEbuMapt5zS3fJYHxQTSw9V7GgOixNokhpI4kSrbH1YqzYQbSA4YfJfOvh9jDiKQquyMztJdusZAJ3AmBO6VBxIGC2n1oaL7FV6Lu4Q0ZQ2T3yhMnpQnmsqWzXgQOSl/QpGazba%20OiILWCgmwEAmoWLjsPldMRNx4K7E9rxRZk8b4nh2XDuXn/jOu8saA4NpRtfxOqbmwdRvtwPALMgsO5c5x44dnzXXf9aFsYyNvWoL2eep4U4c6LxIYZgX3DmrKevFfSui8CRSpsiS1jQe%20L/VFicI2m9hifZc/tM/EzMdFj0G1ywxPtRMOwTrjLw4c%20fJFEzOKzzZZh%20n0RDo94%20T0/NN8RHxS%20En/AG%20Y%20a52DcBJbbjb804mYTQFM6zTNFS3Du%20auo0hAskc1NnVCI028EykaBSKY4JJIRSGY23D3SSXz74%20xzAX4cDbNWnWLgRAAodXkI3HQ/4lWe38y9yougsD3fDBhyqT9VV%20z0tNSsN%20VpHcCZ9QjwZlUdsA3GnmV7kUxwVhYKZ6OpDrG2nkgzn8sqzZMZRVbX4dv8A05cAs28eK27oWWKQzabh6laJOCyg01wCs6gcFG8OKlcPBbhw7OI0G76eCy7zluXWr5Z%200kUhislNjQQ0F7miM7nX2uJHHW6sQlxBJVxrQ1jRxx%20Xz716P9n%20GP4NpIBzPcRPDMW25EtcfFJ7sVRtABet6hhwSRlEyiufdaCs5sd57gubhBm7LbiPqfyUd8aKXw4qrThBHZGseKbfJ9xzXHCi%20yLapb5IwCmayekWsayoXQ1oDsx4DlzVqvRxVRgJkF3Oq%20T4Vzg9uTtZhltq6RH1hCFa4LpJQ0sdeyoa9mq%20jUm2GYAOgSAZAO%20DvWgMsVw77ocbpw0R5E6ivcsqAMLd5/T8lzhzqu0XVKoLA3eP1S1SRVqwJbG7X6JgEl4P9q3SohlJpjMMzt0NBtPeR/pKt2cENKZkYdIH8PdJt/Z6XYRr5jEZQ9zXaEPFmG%20y4DfxkHiG3/SpojbyhTfwN8QvDn4TEy2oMrGl8zLJ/duneBod48JaVmAc1RewdYL32IzRUkj5ZsfBVxmEM5FeX6W%20TuO7mFqWT9XcsPaWbO/2S/Tfw1SxDAJLXgSw5jAJ1zN0IsBxugGZxzWhZmtgPQGea%20YOp1KNWCC2o0xGpBGnf%20SIDqFpODHsocivoPwZ00K7os2qB2dx5t5ctyed95gWQyxGzyEjFpy%20RXp9qamnyz9dFWwoEUZ%20CY2826cv0lRwopJTHZuq3RBjjvRIabwINq/pO7FnUdAtA5rJZ1QmsNhHPBLd2slBkmbGaFWorO%20UEtV//AGVU0trGu8ofxcfNG%20Bl5LF%20JMUcJSfVcATstY2e08lwA%20hJ5AqbZ2uySZYXl9DSmq%20M4iq57y55lziXE8SblQW40BooMl9P%20F8J1eGpiILm5za%201tAHuBA8FbjFGhcrbpd5O46DDwwWqpqomejv%20I1Cn/plWbH/AFgvQUaBcLHgPOAskuougay8qML0eW1DodkfVzm%20qPLOHNGCrw2YsccdPdW16WUC0y2LcjEoIdeR3NuoOkOmqFGetqUmGBYubmtvyi8%20CgGE5KwASvj/AMV49lfFValMyxxBbYt%20VoNnCRcFXI2lrQCrOg7l9G%20A6zamFpQTDNhwGocCeHgf8SDLUEqnI38zFejpYZouM0mPrY7kIyuIooCBgJPFU1acPblJ03jfLtFJpq1Re0ByZ6huztamTcWKhfKJu2rnUGw/a9LpXzgkY2r5l8U4t2LxDcLhAXBrodJgOeO04ndTYbSd862m4Huu1epwWaOLpDNYz%20hnUce3DkhxbUpjMBAObKZAnS6kx4oHIkwvxOA1BC%20gHop17i2qsfGN4Lmf%20mv/AHBS7o1zdXDim%20LadFL/AKa/9wXp2ubkI37rd29ZGq6FRVqNyCO1vt370gMUyz/ifp6lhaQqGCdGs0L3cO7idwUo2FxopAVK8F8N9HVMZifxeJu0ulo3OLdA0bmMsI4jvVwgBhA0UZprjmxjVfU6tM7e0TGXx71QTr558XnL0zh77qMyLmXvb7qzH/SPeiN6pX0Kuy1TaNo3xPeVXGYQTkV57FYV1VzGsuYcdeYWhBK2NpLuXusm1wPmc0M5%20y0SxzW5nFoaBJJsAGzJJmwCqXgVobty%20cdKA9JYtrcKy9NsGtcWabF07hfLvN/CwCGCpKtNaWMN7HkqfiCg2hi8PUGyesBeW2nI9uY%20RM8ZRpaHEahVNnFxicx5yJC%20njBDadJ0bv1u4FUN4aAIm7F5MO6PbLRmN53qF8qW7Cg9GMcXNJMD3UmyuaQQovha9padVk0KDcrv7pIHmQrUkjq56D0VGGFgbSmpHmtLB02tDwCRpA496rSuLiKq5AxrR0RRNkiTtHtD010QkdfNf2x1RkosBkueX92UPAP%20tWoMvvklH1ifvVeQ6b6HjCYes0aUmB4HB%200HebjPeFdczoBypwWofEvidqcPSnlgvWfCvShxNKwJqMgPDWk9zgBoDHnKK2VtMTRZVssT4pOgCQcRQV7itpuFf/A//I78lLes/cPEKpuJf2O8D8kz0dh3io0ljh3tIHogzyMMZoR4qzZIZBKCWkdxXo8GLGwPZ9llPW/HkiazbOyOyzf/AO47%20ib9Pin/AFdypxjSNABYz3ZlONQl0Xy/oHoilisdimVS4CarhkIF%20tAvINrlHe4taKK4TRoWf8WdG0aGJNHD9Y6A0bRBJe68CAOLVKNxLalO01FSvpPwp0KzCta3Mc5yl5mRmgzDeAQJHXgqrnFz1vsfptfw7uZ9EFTSeJg1Gy75Ryjaf9%20KKzqqvL1u5P8A9nbuuLoPFHGS6%203s/UWSTr53%20zypl6RxVOATNXgOxWI//SszdQFFf1Qg/aThH0cRRxtMXzBh4B7DnaD3jMP8KeAggtTMoQWle36Hxwr0GVWgFrwXd1xIPMGyA8UdRCDbuBTrp/h48OJ/p4KCdVNq08h2mzu2hO79VO66uSjfbxXPrU8jYeyd%200J380rrq5FK%203iF85xeAqYzpItxJbTpsiG9Y2OrnSkZ2i6LndedAFYHQZgMUYPaG1BXu8Q2kx7G0sgY0AANIgAbk0dd26uaz5cZmOCeq1KW1Dm/LG2Pzuq4a7grV5vEL5v%200F7WdI0agIyAUTmDgRsVMztL2kKzEDcx5o0bg4EBfRfxVFzXup1GOFspa8GeMXuq4a7CoQXECoSeDqAVGy8NGV15A3g8UZwNwgDUe6rNwkBPA%20oXlPjR1evXoYfrGU8M8gZy8Zc1y7rOBEbLdCYvezxgNBdTFXmObTA4r1PQeBw%20Gptp0ntaLlxLhmJjVx4n6IL77jUhCMrTjUL59%200RoIpuEH95WGo35CPOPor5wp2BB2ca7z%20RX0DovpKjVpl7ajHEtZo4GHXzDXUSqLmO4cUUkNeQeS0nYijLYc2LzfyULj%20Ce%203iFzK9GTtNi2W6V13BK83isanUZD9ps5jG0P4irbwajDQeioRuFDjqfVaOErMAfD2RbVw%20l1Xe1xIwKtROaBmE27ECTt0%200PmGsd%20iHcPAot9vEL5L%2017E58TQawteQxwEQdp1QiNeQ1VqDBuKKwZle2wmCpfh2U3tYQKVNjgXDe3K4eOnJPV/NUHXL9/CvcvmuGoV%20jekWdUC8F5DMpzdbSJGYGNCAdY1EqThfbQq82Rr2VqvtlPEM2dsau%20dn2FTuu4IV9vEKKeIbA2x2T87fzSLDwSD28Uvg67IN2/Lq4DhzU3tdwUI3t4qxtVmcmWdlvzj%20Nya666pX23s/vFU46swAEua0BpJ2xHa3/e5SYCoyEGgXz74Cqf%20YYgyMpbV2pEXrNIgosoqwK1IQG4rEf00W492ILGvc2tUcA4mJBIadbxFhyCnc6F1Tp0Vr/8AfzFlxcyjTzaiKdQ/TNdNuRSiDcjBrXzC9x8KdK1KtAOrPYH5y2AAOw4iwncZVaRlDgEnFoNE3iK7c7Zc0jKOFtp%20t1NjSG5KrIQXdyc/EU9j94Oe0Ld3BCuu4I4e2maj8TTh/wC8H%20YX70i13BIOB1Xzz4cqtb0zVIdsF1WXg2GYZiS6Y7UN7yrDwTEjOIDMV7D4kwtPEYWtS6xuY3ZLh2m3aT427ihMDmuBohNkaDWq8p%20zHHOArUHuytbttk6OLg17QdNwOvuizNrQgIkpaMyvemu3%201bv%20YcTz8VXuO4IV9vEL5vSfB%20mi3nCoXLMdQplmQ9rM4DnHd%20Sgb2iON2etUqk5d06%20Q/NSxUKsAwqi6wG%20vp5JqJ74OKDLe/09FKuCjQVxR1GtvEiANd/GVEV1UnBv6VD6ghogWnQXvxO9OG4kpnPBAHBC%20rmFwPKIHABOG0yUXPLhipouy3ABjcd/hwTOFcCnY670ggIknQb1LJQOJrkhaEimCsoQCDAdyPcUzsqZKbDR1c%20SJgiN/IjjwHemJqpAU58lYKrQRI0NxHmI3b1G6SMFO%201pAOiDFtyvcLbj5j9U7DVoKhKLryFTv15XU0PVW18p7M924Twn7Ki2ozU33T1UvUw9I36qnJg5sjZkbyYvpKYMFaqZtL7t0E07UxmbzjuCejlC8xQMK2ZgNcYkxBI1AJ38gmrjVEIJaGk9yBwH15eqkKoJorGZSSTDRaw8kxqMlNt1xJOCFwb/TROKqJu1QvcNwSAKZzm6KMx19bp6DJRvOrVdRAadBccPLRMQNFMPdXpeaaaGGxkgToAO76IfSGSNVjsHEkKowNHHW3duvxU8TohUaMip6yTP04prtMFMvqalBlve0%203JSrgh0xxVlRjYtqB/m01vZRBNcVNwbTD/aCo5paG5RvBtqDudx/qldNSlfAApgRqM1UKbB2abG7gWtDYHCwk%20adrA04J5LQ%20VtHEnvVjBaYBGhBIvP8Ad4eCThXBQjcWdIIG0xoAGjUDcByT5BRcS91ShUkNXGnJhoJ4eKhWgxRrgJo1Q7LzFvrbX6p8UxuqKtKALgyJtu5Hmk11Uz2XaYoS2E6iQQuAKWCehyXU9Ujkk3rIs0kxYHn7pqYJ61dhkgJ4ffinUa8ETQkU4Ch3BIJjhguaNISSA4KQIKWYTgEFSyqQZFj93umLaihTh9DeGatdV2RYyIMzOk/p5KN3Eohf0RxUUIJkxM7575JTuqBgmjo41KCttOJsJ3C3kE4wFFBwqaqqFJQopmyZPhRG6SdybJSNXFQ0CeI/VOUwAqiY0eSYkqTQ2qhwtug%20aWqYjo4IGhOogcVL2wUhkk4UKiE6aiNrJ0udI5nTxUSaZqYbXJEQNxIt9d88N6bFSIGiGpSLQDa4n%20qcOBUXMLQDxQlpCdRoQuEpYJxXJTT1SOSTa1Rlwk5RAPH80wGGKlUF3RyVc8E6hrgpa3vSTgKHWskmOGC4BJIBWUt3eFFyKxVt3KRQxmFxS1S0Ru0%20%20ATJzkpakU4zUM7R8UjkmHX8VUpKCKnr5%20iYqTc11Pd3pFJuinEdp3efVM3qhKTrHtQs1CcqIzRO1SCkc0CdQRt0PcmKm3IqaSYp2LjoPvgkkckB0TqGihOkiYmKcKaOoSdknj6wXM/P0TFO35o2aN7/AHCY6qTcgordryTtyTP66Grr98UhkmfmhCkoBW4btD%20ZvqoOyRIs%208eqqapKIRv%20/qmCdymp9%20SQTvyXDUdyY5JxmFHzHxT6KP6iq1JQUhMkEdP780iptUVtfvgk3JM/rIWpFMF//9k=)Una situación complicada, desesperante para los inversores, un pensamiento por parte de los analistas de "yo solo sé que no sé nada", como mencionaba el filosofo Sócrates, pero a la vez una situación clara de cómo debemos de actuar en estos momentos.
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