Πέμπτη 15 Ιανουαρίου 2015

ΜΕ ΤΟ ΦΟΒΟ ΤΗΣ ΚΑΤΑΡΡΕΥΣΗΣ ΤΟΥ ΕΥΡΩ ΑΠΕΛΕΥΘΕΡΩΘΗΚΕ ΤΟ ΕΛΒΕΤΙΚΟ ΦΡΑΓΚΟ

Η κεντρική τράπεζα της Ελβετίας φοβούμενη την κατάρρευση του ευρώ και την διαφαινόμενη διολίσθηση της ευρωζώνης σε δίνη αποπληθωρισμού, απελευθέρωσε την ισοτιμία ανάμεσα στο ελβετικό φράγκο (CHF) και το ευρώ... 

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aJzw+7qFIlQhdygOmVmvYsCdctlGoFwL4s/Zu91tixzHwuZ4XjYB8wUZ7WcBGzAE9Rv+ePPI1A0RswxKVIB+aPTSwOFWbhakZqhhK+waYfdA7js4Qcu++7db4bbYXqWmtLIxWxuY4xpaONRuo2BZrk/IdMKyEoHcSLICySPkzAWVLpFmuDmQC/Zedjl0O18apuIACRpcipHIxV8xJsoAVjpbNva17DL1vi3zBVrEudpCmUgl762BBy2One2t1vjlPHuOSVb2FxGD3V8fNvP9PXBCN7ktnvmHjr1b5EBWEHur+L9pv6dMNnJ3KChO0qFzEjRNAADrdydBcHQeeAvLlEkUj9stzHHHIQfhMsqoisLbsMxA8hjqNFSkFmkJtp3Db3lJGYEbgra1/DFpypUiqF/jMUUZmaSINGwHbs184T8SPpeJDuikFRqPPbwAsL08jMZEuU7Rg0kkd9GuBZgAQLgk7X1OKXMPMEbOAjh44yzVLA3SOJUbOrsO7diQoW9yTivy4ZEaggkGVxTIXNoszWj7wzF+10BUGygba4XWhIW4vXwQj7+WOO+2ZgCT4KN2PkBheqK2SZSIKV5EPxzr2UJ+TAu3yS3nhpflyFWllF+1lcsZLJ2i3tZUYqbKvQYG8pVMk8T9o2cpPNEJCAC6xOVDEAAX6XAtpiNKJEyv4DLSntKQoBa8tMxIhJ6mI7xn6bemNlHVx1cLocyj3XXZ4nXY+qmxDDww5cVpywmPUI2njoev9745mr5GNRGNkVpl6OltdPxruD6jri6dlXoO3CT7ZEIqk3MDFJohYJKwA7N2/EjLZguxJN72wUi4DCsyTRgo0YcZVPcIcAMMhuALgHu21AOuFmnqhFPDOP8uTLBIehV9YX/AIXOX0fDxC+uOb1CeOWmxpxtSRhsBeYqESKcwusilGHS5vYn64PTLc3Fz/ZxiXhkkkbKBYnVSfEYTjjJvRDJNHN+D1Dinjd79rSyeyza6kbxMflp6467y7XdpGNemEmfkdoDVS9qpWojAePKdHSxR1e+tj0t1/Pf9nfErgKcdrG3WpkludHxjEBxMMKmcTGMTABnGGxnAvmmv7CknlvbJGxHray/W2Bgc0oeIK0nEOJN7pkcIT/2dMCq29WB+mC32e0Jio0Z/wDNmJnkP7UpzfQEDCtxOk7LhdLS7NM9PCfPtGzyfocdJplAFhsNB/LHI6iVp/N/oaoI9V1IJVyMzqDbNkOUsvVc24B62sfPCzznwmAU47NBFIDHHC0XcKtnGQEDRkU9+xvaxOm+GknCZzlJ2s0cAPwXPiGqCYkI9IxOfKwOF9Om5pItOkmwJAFERdQxDhRGo94xrpEtz1Yd836u2GGhgWlp3llOiK0krW3sNgP+EDHmhgDzHL7segFha529LD9cbOa+8sNKP9WVS9tykXfc28CwRfPNjpt8GVLk9cANUYTNfLPIrMqH/LjuCUUoNTbS5vcm+uwDLwDmMvEkkpXs5FDrIAFWzAEBtfO19PTGygiyhb7gEn+Ef1JwF4KFR5aIn7t+0kpjfbvETRA66xubj9lhvlOBTfAUPHdYdDjxHSKpuBhQrqgxU0klPIsJgGcqbFO6uZo3HwqdR3bEaW2sTfB+YFmghlAb72NJAgF2UOL6gdPPbTDFO9yKDmAUlULt2ZDWLrfqpU6i1tdb6/rgrT1aOLoysLkaEGxG406g6EYk8AsxA1O+LNJkHFOdquSWbIScoOg8/E+JwU5V5fEQWaeKdybGNY4We/gzEaAfvEX9MMI5czTlyobe19r9CR1APTrgqODTKutQ4tG65jYtne15Tpa4GiqAFW+22CV7IkAcL4Xd7MtsjLUdkzB5ZpW7Ts5amVe5YFCFjQ2XKuugGMzcVFsjTSRzSVMkUbRugdSApCFXBV1JNhdSAWXa98WIuLUVACgEpJCqSO8SEUIouW0AA2GlyT1wJ4bzbQwAhI6lruZLsEvcgLpYjYKAOum+KdrIKNbxOBHTtJamtZMsohKp3b5hnNPDGAXjcC4ltsSL6YP/AGc0skkQrqk3mnRcpuDaPcE2Uam/nbQeg1Ob6NVKpBOAyurFRGhbP7zMVIu3n542cN54p4Io4YoJxHGoRRdSQBtck3OBxbQDJxDihjaoJsEp4hKSepPaG3gNE/4sUvs/pDHQQlvfMfat+9Ld2+rYBVvN9PKJFelmYSgLICRZgBYDQ6C3hjB507uVIZQtgLXXYYj0nVFrG6GIXa+5XUfnf9ccr4NdZzGRYCSWN7m5OU2F/IrrbwsMG25mkvcRyg+Oa36Ypf7ROYsIDmY3ZtLk7XJtcnzxZQaKvU2cI4TkheKexjDOEGbaMN93duhAt+WCUnN8QO7Of2RofmbDCvxGaWR41kuiSPkVQDYkAnXx0HXTB3l2jijqTGyhg8WdCwuQ0bWkF/NWU26ZWxGRxirastG7oIU/OMzf5FKzebEn6KP54sHiXFZdjFAD4KL/AFzH6YYIRpb6f8seXS2MEuufwqhywrliFzbw2dY3kmqHlkVA6kk5QL96y+IF/phl+zyjR4o5k0DKpI/CfiHyIIxv5lpQ8KX2OaM+jg/zGEfkfjbwU0idY5bH+Pf/AI8+HdPmlPcicEtjvCHTHrC9ytxXtkBOGEY3CCYmJiYAJhN+1iU/7OdBvLJDF/6kig/TDlhI+1J/uqNfx19MPyYt/wDHFZbErcXOPJmr+HxjYPPLbyjQKv1OHBITbb+/TCsY78XpR+Gknb5mRRh329McTI9I/T92a48mgQ+u3jhIqGz10htfs2cjz7GGJB/xTyfTD+pvYjUHW42t64RuBxCSsmuNjMxvre1RKv8A/Nfyw7pPaZXLsGuHQhARbU3v4kk64FuM/EgOkcKLceMrM7C/oifmMHIBcqdtTY+IO9/XAnhMSnitSdCQkNtB3dBcfPQ3+XTG1biWNrLoR+wB+ZOFTjzF1mEItPTy+0wDYswRZGW/7as6n1w11C6/vAD5qb/UE/lhW4nULBVVLuRlFIJv/S7dG/MMuvkMESGEq/l+ir1jqJYUkzIrq12BKkZlDFSMw12N98UePyM8sFBCeyEqGapkTRlhSy5EI90se4D0ANsEuUU7Hh9KJDlKU8Ia/Q5F0t66WwN4nPT0Ty1rq/bShEEbPcns75Qq/BvcjYW2vpi0U2yGEK+ugpIkUjsk0WKFe6bKQb2Gw0F/rck4JcJ5gSUDUa44dXV81XMZJDdjoANlHRVHgP6nrjpvKFDlp0PZAyLnLNmysRugA2JJ0udBbDvZRUfUUb4o8ZnRUu7hQSFF+pbQAW1JJ6YrU3FJFRe1i7wjBk7M5gHsPu0B7zG+2gFtceYeJQy5ysmRkkETq2lpCFIXexPeGx8cHdewULVbwSBi5dwMmbNe490Bmt+KwOtr4rtwSmWWGK5LzKzpYaBVAJZvwjUD1NsMtfVrY95Q1iFfKGy33sDfw1HljxFVQPIj9pGJAMrHQFhuFN9bZu9YHe3hirciRci4VCRGVgmPaLIwBUK14xcKVZgbt0/ljVw6GGStFGYsreyrUls6sBmYLk0Fja/vX1xfPDJIxTWhnlKJVEhJVNnlBtmckAhrkC1rXGmmKH2f0be11UzQNEsUUFJGhBB+7F5MpYC65rAN1FsFugoN8U4LDCqFVBLSxR67feOqnbrY4p8uwpPU1kZROzglWJbXvfs1Z8xvY2YkaAYMyTzTtlF4Iw3ekIHaNlOvZK3uj/vGF/wjZsBPsniHs8ko2mqaiW5JN1z5V1Op0Xc4X3OrJCnE+HxobKq4E86UJ/2dJLTDLLHlfuixYI12Hndb6YY+I6gn1vpjzQxh4mjbZlI/Mf0OI7nuRycp4i1xSuDdfaVN/DOkg/8AdpgrUMEkp5Nsk6A/uzXiIPl3wflhUrZ8sUaWykcQEWXSw7OQk6dNf1w3c2RWpKhl95Yy49UIYEfli0vHkhDpSjUAemKtBXdqZVK5ZIpXidb3tY3Q3sNGQq3zOPeXtCGFxYZhZ3XUd4XVTZvnhU5jmQmNoez7aWZIJKgWZ4rAkXANs+mVc2xt5Y5UMSlp/c1uTQ310OenkHh3h/CQccnCBaqqjA0kVmHqpV72/wDMx1bhNOqQGNCxXIbFmLMb31Zm1JJOOWVrf4wN+IkfnEpP1TDem0k0RPYevs3rdAMdMBxxj7PprSW88dlhOgx1zKe8TExMAGMI/wBqanLQNfReIU9/nmUfUjDwThQ+0+md6NTEjyPHUU0gVFLN3ZFvoPI4rLYlbgRYyOLwX60cw9MsiEj64ZKauSSZotVkS5MbqQWG2ZTsy67jqbGxxR4jw2T26kmWNiqiojcgaKJFUgt81t88E+KCoFlgjBdtO0f/AC4h8TMoOZjtZRvbUjHHcHKtODS5UCo5/Yo0pxeZyziniTR+zvdQ5OiogOUudLZdzpgHyrBItZU57WcyhB+G085Zb9dSDfzGC70dXHWQSs0UyqHjeQfduI3F7PHcq1nUEMCPiFtzikiNHXFiRkklkKeYZadjpvukv5Y04oNavwKk7DVI9wNLa3I/vzwE4dpxqceNNA3luwJ+gwWpSc5AI946+V9fn0xQ7HLxYsbfeUi28+ylYN9HXDkQxsqYA6lTfUEXGhHmDjn/ADHQ1FVOkD07opypUVAYGOaJGzqkS3uWY73Ay3a9xrjohawuemAfF+KrTo8srWa3+6OiKOrH+9BiYEM0cb4olMhlmIzjREGyaaLH4sRux89hjk3Eq+WsmzvqToqi9lHQAfz6431tVPX1ACqSSSEjHwj+9ScdN5R5SjpMrSlWqGvbwXS5CeJtucP0iV3AfKvKDBh2q2Itofzw48aiRIUUH/MaNUUZu+QwY2y2PugnfLYa6XwZkkVPM7eJ/LrinX133DNFH2xU5QiMguQ2UjMSFFjv4WOnTBLVUQKfFM0EbVTxRjsfaans+0Pfl92Ms5Hwx320BIVRoMVOCn2KmC6s0NpJguU9tVVOqwDMCylcynputzvjNR2s7JNUujIrOVijBNJTmIH72pnbL2xVrWUW1va9iRitrzEgLSROxCvDMV1jvEwesqAoAF72C+AAGp0XRJ7kr0ilFLM6FlWPMxsHkmqDI5VUXuqqhT+a+pvDgMcwupwpco8KfiZSRxloo7XOW0lbJGxtJKx71tAT5m3TRnlc0dZk1EUnfTw195fkf1GGRaWhB4blOaM3ikkT91iPoDjKVXEodpe0A6SIG+os31w7rXrZLg96+oGgyi5uemNHD+M0tQ0iwyI5jID2vYFhcd61jp4E4taAVhzXKARPSBgdCY2KnXQ6Efzxt4Bx2hp4VgjWaBFXKodWaw1PvDN1OGuSiib8OKMnAoZBplPTSxxFRYFdKuGQHs543B6Bhf5i9/pjFOezYa/M+mKlXyVG3QYHycqSp/lySDyzG35Yh40SIn2jQf4lUjXumqhe4U2Je1yD188M3MVOz006IpZmicKo6kiwGLUlDWJ1DjzH9LYo1lVUqO7EoPjcn8hiHDYgLyxO0JjSQxsyKpdRdlFgHy+e4B874Hy8r0/ZpGsJULlysujDKQwJI943F9b9cDaaSvY+8B/AuL3bVwHvp81XCPw8VtKhvqPwHKSUpmDaAqd/HwGObcXp2E6yW7qka+XZupNv3mGGhxWPbvRm+gso3/PC5xosmkrD4QcqiwzOqa+hb8sRDDCD0lqS5yfBb5Me05/eP647dSHuj0xy3lTlp0cPuDYg+N8dUplsoGNaEmzExMTEgUuN07SQTIjFXaNwrKSCrFTYgjUEG2uOaDi0k3BIqjtJC6RxyMcxuxgcdpmPnla998dYxzDlanVW4hQP7sdRJYf93UrmGnQanGbqrUVLwxmLeh1jfMAQbg6j57frjcpwv8mTs1HEHP3kYML+OaElG/PLf0IwwLjjybUmrNLSoU+dg8cscsbFTJDLFcaktHaVbA790S/niiOETB42NSzg2YdwEa6GxB6ePnhr5lomlpj2YvLEyzRjxaM3y/xC6fxYH0EVkMNj92RYNuFNilxbXQZSfFTjqYJSeNJGaW5R4jG8LRfe3MsojGljdwxJt1tlxdmoXBWZ5FLIGC6WPesSNrbgemKvFeIU8LI0rIJEFl+Jxfew6E+P1wB4hzWsoyqGttc7keFhtfGiMXyVbRc//wB+ALGOU+gT9b4WKtanic9kUhF2B91Adyx2LH67DDPy/wAGE4zFLIN2O3ywwQSDJloo0dLkF1kCgkftFDm9VvglJR0RFHvlrgEVHHZAMx9+Vtz5Dy8h88FRVbsVsiAsXbS9vwrv8zbC6eMqj2kBjkGjN7PVS/7spQD8sU+ceNqtC7Ryu5ldYdVKgW7zWQqOml/PFIpuRLM0nMySVBMjWjRS1tSWOyhUHeY+QBOmDz1RMDM0JhUkhVbKWsdczIAQpJucpv56m2Of8jV7wxyyJHEzsV70k6xhQDbYK0huWGoWxJAvhmrppzT1BlkVsugVIjHGpQjNldznlNie97vdOmL/ABEcAyt40rSntIjPOylaegUBiqNYmSpB7kZaw0b3FFtycLtQPaJXjrJ4qemuq1TR3zVs8WUusVhmKR91CQLC2gub4JcPYxRJFQmMVVYzKzqozJcZmdgoAVYlOgF7syk6k4YaijWCp4dQwFljiSad7HvMEXKM1ty7uWI6kYNgLtNzXw+KNY4XKoqhUVYJ7ADQAWjwI5s43SyXhMp9oRu4BFK1m/CWVCBe9jrpudsGqaslqnbNHNBBE8ZQuckzuhuwygm0eXukHU5jtijx2QwVNPVA5Qz+zy66ZZT901v2ZNL+DnFFuSWuXalamBoZLjMpQ/iW4INj0OtsbOSOWPYYpVOQvJM8hyCyhdo1UdAEA08zvgDM00NQZ3hEUcsjgLmDHQ++1tFL6ta/j6YfKaXtEDKdbYbJdy0IKvEKlI1eR2CpGpdidgF1J/IYU/stuKJHcFTK8s1utpHJX8x+oxu4xy6JZHereaeIypkgUlYUBsB2iLrJZtSxOx20OM8W5ghgsvawoADmPaKBGq2ACxqc7EkgZRYAX16FSVKkSWKDmuGR1jieZ3JtYQzAL5uzIAnjqcFxXSWuHOE5ebEvIf8AFSRZkVGjhlGbujMGZstyWvZVO3rgtxXjsUNMKhxJk7uRApWWRm91AjC4JOlrdD0wakFX7TeZqqkSJ6ZozmDhgyq1ypjsQL3J1IsOpGLVdxB2C3sNRewAv4/3fCnzLTTTVnD1rWWOSV2MUaWMVMQAyrICLyuxtc3UC2mN0nGyWkjkCrLA9pLG6mykhkJ1sfA6ggjW18TrSIYR5bmy0seutiPG4Dvj273N8UOBIVpacN7whjv6lQT+uLYbUi23XHMyP87NUdgrwZ9beYOELnIXZj0BIt5+0Qga/nh/4JYmx9dsc+5gu7MASQXiFr9Wnvew3uqb+WLYPbJlsO3KPMKxwRRH3hcf8Rx0OjmzqDjgfDSRUAemO58E/wAoemOtD2UZXuEcTExMWIMY5/zLGKbisE+0dZGaeQ9O0j70RPqt1x0HC7z7wM1dFJGmkq2khPUSRnMlvUi3zxScO+Li+SYunYE4Sexrp4j7tQoqY9fiACTAfkjfxHDOhvhCoeIvXUkFXChNTA+Yxj3iR3J4tbaspNr9Qvhh7rq2Olj7SS5J0VALu7HZUXqf+eOUsDyS143+xplNJGeK8SipIWlmawHTqx6Ko6k45NNzBVVk7MpMasMgVNO6DcAsNT1N/PDmeANVs03EDqVZYoVPcgDDcn4nG99r+gwG5YD9m0aWE8ZLAEWBZG7OePxsWQNfoJVO2N+PJBLthwIcXyVIuUC1ixsT+Zww8K5NiWxfvW6eOClDKGRSpDCw1B0I8QbnBGTMVZUOV7HKSM2U2Njl6geHXA8rYdoK4nURxIoqrWY5I6aIFs56KEFjIbakaKBqdNcDeI8XC29rk9nvqlFT3eqkHQP2fe/hSwHVyMVl4LW9s5kliijy3lrQxNS6D4EVhkp10JOXQbjXG08TpqJXWCIGyoGZb9tNNMAYogT33cr3mZzdRlPpJBmTilVIVAyUav7kbff1bja606nIg82LW62wr/aVKyyQUxlklMSFmaQgsWlN9coA0AFgBYXw38MoqqQFaqKGEOEVnp3YSvY3KvJa4RVuuhJOput8c24nUe1V0jjZ5LL5KO6v0GGRXJDG3gNakMESLZXYXIXKJ6hr3sD8ES3GaVugOW25t01U1RIVyvM8kbq83ZutNAjCwjpy+XNdst5Piy+ii3xnj8FEhypGhKRlWbuqzyFgMx3IVUZ23I0A1IuG4dxSWucS1CzRUSSiSJWRgZ2j1i0FzlBXtCDuxVRoNarewKX2XuvtkpcHOKdclzt94e1sDsfcv6YZOFTyNU1VeYJ2TJHTwIIz2rqpJkcRuVIBc9bGy4BcComTichjHejdjY6Ewzjv79VzRvbwUjHRfZ2P/U/piJvUELfD2qpZrrTyUdNnM0zy5O1nbKFCrGC2VSAtzfpbTFXmRXqZaekjikt20M08pUiJI4iWyiQ+8xawsL9MHZOJQrL2JljEx/0zIokN9u4Tm+mNdbEzGAKO6shdzew0RgunW7MNPLEXRLKXM1SWgqC9O4QZFTU9o5zgZkjGlrm663bW4F8Z5L4oR91JcMuhBBH0ONvGI3fsURSR28TudMqrHdiTruSFAFv0wK483ZzLOh2AWS3hfRmPjc29LYvB8EMb+YODxyK0hi7RuykQLcjMGGqjUC7bX31wlcM4GKLhro0UAkaKaSf7sGwKOyxX65dBck7eYw/8DrhLGNemAv2g0b+w1RiRnZoZFCr73eUroBqbX2xaS8EIS2pp6rhFFSwxuS8MRadyoih7wObMWzGQAaBR13wV51mX2jh0r608VSO1dvdBK2R2vsM19T/PBDhyPDBRwNE1o6eNWYlAocBQVsWzlgATYL88LnNiGaeACd4xGZc/ZqzOe0UKFUZWHQ3LCwB64XyDdFLmqsWTitPLI47ClzzOwv3mZrRxoN3YlVAA88LGeSSSsMqlKiaQRlLi6GUgLcjc2kJ9BgpXyPHVR0lLlAip1ZnmUSPGzOzgKCbK1nttpewAx55f4QVqyzOZGuZnY2BLHMkeg6XaRv4PTA32xslauhv0UeCgfIAbfTGIx9ceK5UaOSN7tnRoyF/bAB721xe/ywLj4jJCIYZAstQ4sAjHVVNjK/d7q21663AGl8czstWjTY1cNOUSN0VSfyBwiTJeQXNy0wB/8iN2JtfTvyr9MPdcMlG+wMjKgJ8zr9AcI1EQ02c7LGXv51DFv/1pH8iMWwbthI18KW9Uf3rfljuXB1tGPTHE+Toi89/E3/M47lRLZBjrxVKjKyxiYxbExIGcYbGceZBppv0vtgAUqGhp+HzzvcqaqXMilu6XYd5I16EkFj438sWliBk7WQhpSCF8EXqIx0G1zueulgEbhlZPXw1VPUsorqeY5TawV42zRFVHw3AHoT44Y4pYaumiqHJiK3fOGCvAy6SKW2FiCrA6EDW+mOX1GSTbWyvX9jTjitwlUVbLURR6dm8chv8AtoUIF/NSxt5YWeNRvS1yzILxy3cge80iKBKijqZIVzgfjg88WuKcyh4isDPE7MgR5IiA6F1DvDmGVsqksLjpexGCNZy6hp2hRnVie0WVmLSCVSCkhY7kEDytpthWOXptN86FpK1RQqZmpj28SdtSOM7CIDPHm1MiLs8bDvFR3gcxF81sGabjEUqxvAyyByuqn4T1+Xh64C8nV7WMUihGVmUoDpFINXjAPwG/aJ4o1vgxqruEJSSNURRkwOc1TCl+7b/XhUdRuyD3hqNRY7tNjO7L/OXEUULHIfuUHbzj4nVCBFCBe5MsltOoRh8WK/KvLsgdZ6sq0ozOqC5CPNrK7E+89vux0VFAG5wxmnhqBG5CSBSskbaNrl7rqfQmxxit4l2bKuR2zE3ZQMkYG7SOxAHoLnfTTE3SpEfMr818QMFHUS9QhVf3n7o/X6Y5f9nFB2lXH4Ldj/CNPrbDD9qfGFeCnjiZWWRjLmUggqospBG4JP0OKHIFelMXYxTyyMtlWKMtpfXM+iLfTcjDlpAjkZK/h8dRxZRMivHS0wkVGF1zzSMMxU6EgIbeuGZ3Nx01A9L6YWafjNP7SJpjLSu0fZMKmLIkgDFkyzXKArdha+obyx6l57ogWEInqmSxPs8ZlUX2u692+FNNk2gTzXw//wCqR2llh7dB95C2VwyZhvY72UWtiwOSYBfO9XI53kaplzt/usF+mBHHuP8AtCxVIgnhaCcXWZCjZZACDrodUtoeuOgCWFkWTNZXW4J8LDrhkrSIFyg5ehpkIhiUXbMZHs8l+hztdr4vSSqiZpJMpB1N9L21tj3xjjdJToXeQsQQAq2ZySQFAW+5JGAVTzhTxk54JhKDZkyq2Q6WzurMiE3Bte/iMV1ZVl+Ti19EALDY2Y7i/u6XP0xpSK6O85EcYBLGQKBbqSOmFviP2gy7QwoGsfeYuR4XAsPr44UOJ8SqOIP2TzFoAVLaBULC/dW2463/AOWLURodD5O51gaqkhgEnYr7sre4T1AP6X/pjqkcgdcfP/DqUyHsqYZI00aSwyJ4hB8cnlsNz0GOjcC4h7PGq5iUUhO8SzDQ2LMd72OvlifUjaiXSbVlrnDhcmaBol7qyO0h8FaJ0vbf3iD6YCTNHTxS1U1iqAN5nKO6qm/U6fW18dFp51lW4wp89csxVsaxTO8IDh8yAZHI6SpuR5jEuJWjlfLzMRUV1RZWnJf91Nx8gPoBho4HTFY8zgiSQ52B3UWsiHzVbX/aZ8Sq4BMkiJKq+ziz51IKSZT3EXyBGZr+CjqcE9Sf1xi6rJ8I7DHlgvirJCmaKENUSuFQDQEjUs5GwGhJ3OgxOH8MqhVQyPHExZDFK0bH3TdlORtQVa40JuG8sHIV8MHOERhQ0j6Kovc7euMnq0qQ6uRe58msI4FYqdBcdGlOUHb4VzNhME49nklUWEzFkHghAWIW8olXF/mmtaeUj/tCyKfJx3yOoyQ92/jMuBvGHuyRrsNbeHgPkMa+nhSS8i5sZfs6ortfHXYxYDCXyBw/KgNsO1sdAQZxMTEwATGGxnEwAcs+0SnNBWxcSjW8UuWCqGwvoI3Y28Li/wCyvji9DlhqcjANT1hzLcAqs41I8LSBQw/bVurYd+N8KjqoJIJhmjkUqw9eo8wdQfEY4/y6zRSzcGr2OZdaeTYso1RkP4gRmBvoQR0xj6nHf5v6/wDfIdilwdIraKOZckqK63DWYX1GoI8D54tXwG4BxBnDRTW9oisHts4N8kqj8LgbdDmHTBcHHKkmtGaULfMvDXV/a6YM0gXLLGpsZoxqMp6SpclD6rscW+X+MLOiDNmZhdHtYSgb6fC4+JCND0tg0BhY4xwNo3eemTOHOaWnDZc7DaWFtklH5NscasGZV2y+wqcOUUuLVdVwxjJGjTURB7gUs0BJv017Lfa+UWFtBgnwLmyGsVQwAZgbFbvG2moV7DX9lgOuLPAOOx1KXDEkHKbjK6NbVJI/hfy69MVKnglNTyvVomRwjl8pKo+l7vHsTpvjfHV0zO1yIPOdT2tayqLLEFiUDYZd7eFiSMdK5QokWljAYZjctr1J2/ljlvLlMZ6gE7u1z8zc4aZ+VKqmbNw+oDL0iqCSV/cmtmt1ynDJtbWV1HuqpAwKOodSNQRdT6g6YqwcPSPSNEQaaKoUeWgwoU3O9bTuw4hT5Fv3WCllHpKgNxfU5gCB1OCvAecvapqx4gGp4I4xHaw7VzmZu8R0sFHQanrinaw0LHOMHaUUw1OUBx6oQT9L4F8j1BeMobMp0Ktqp9QdMWY+c0mywyQOgmGUv8Az91Rrqb33tbzwp8CkKRToSwKpIO6Ltdb7DqbjDIXWoWg5xzkeGQ3gJicMGELvaFyrK1lksStyACNcLE3KtQjt247MmV5QmbOjM51PujYWUEE2A9caeG82PExvKMuhaKZGVT+I3C2TXrmJ1G+H/hHH4auNkidJkA70RbVP3H3HkRp6YsVOY1VJlurklnOiKBdiD0QKSdPC98GOGcrvJYz5o02ESNZ2/fYe6P2Rrr0w3xcIhhJECZAbXLXMh8mcks3qTiNVTK/diQx5R3we8pG+ZD7wJ2y63OoxgzZ5X2x0HwxLdlSnyLmijXIIW7PKBYDQMMo8CCDfffG1Yw10Y2VxlJ/DtY/IgHAPitRLG47FPvqg2zMTkURLcswB1Njawte2u2DnDKRsiiRs7W1awXMfQaD/AJYQ7g1IbvoE+SOKMCYpNGUlSPAg2OHuWIONccw4jC8E6z6AOQGA6ECwPncW1/rjovCKsSICMdTHNTimjNJU6BfEuA3UhDYHW3S/jbx88KTQsrEMLEHUY6hgDzFwjPaRR3huPEf8sZ+pxdytbl8cqeou0kN7Dqf5/wDLHnnHivYxLEmpO401OyLr4sRr0A88XUlEEfaPfMTZVtqSfL+9Mczr61quZlF7NmLtfYMbMwI1uwBjQbAZ210xz8WPulrwPb0M8Pa+eoY3XvBDbdb3dwP232/ZCDpicBpjPPmI3N8a+NTg5YU2FrgbD8I/vyw88gcFsAxGOphj8Rnkx64LS5IwPLBIY8othj1h5QmJiYmACYmJiYAJhH+07k726EPCclXCc0Lg2OmpQt4Hp4H54eMYIwMDjvLXGjWoL2i4lTXUqwtmt76su5Rrd4fCQGGww78J4ks6k2KupyyRt70bdQ36hhoQQRvhc+03keSRhW0BMdZHYnKbdqF2B6ZvC+h2PjgVy1zEK7voRT8ShXLIjA2kVTqrLuyX/ijJuNNDzM/T1qtv0/0aYZLOjqcYpp0fY3HiNj6HY4G8I4ss2ZCDHMls8THvLfZlOzoejrofIggD5qqCjldYUmklltI1PCMwW97yZTZY83mRmtoCcY1jd1yMbKy8MM4adXNNWK0kTyADK4jchRLGbB1K2IOhAOhxT5yqJIqAJLl7WQhDkLFd7tlza2sNj4kYIULLXVLOzu1NEsTRRkMi9oS+czLoS6lQMjaLoba3wm82cW9rqiFP3Ud1XwNvef5/oMdXpoySt/wZpvgs8qUsyIZYY1kZSAVMgRrMDcoSCpbTZrA664Y4ObY8wjkBil/7OUdm5tva5yt6qxwe4Nw9YoEQW2BJHU+OKfGOxVQtR2ZV7hUcBs5AvZEOrH0xnfVXNqrL+loe/wDaYI2Av4/9MU62nilieJ0BRwQ2U5d/C2x88U05VpiqyU5kgVgGVoJWRCG2PZ6prfquPEnL86nu1kp8nigb6hVP1w2PU4voUeKQKg5Ylj9yuqRYi3uaAbDQWxpkbseIS9FY5/k4DHT1vi7PwqrWwarhGZsq3pzcmxawPbb2BPyx4qOHlauk7RwxK5WYjLcx3I0ubbgb9MOWaLTp2V7GtyHmSnYaEE22ysT/AO3FdeN3IMcc5YbZIZbf7xQL9cO4ivYeOB8HEo5MxAcgKXUlDeRQSM0Y3Nyum17qdjjL+LfES/oLyY4RxJ5gVngaIj3WYp3vVVYlfngZxmmadeyDNGpNnCe8yj4A3QE7ncjTF+h4iZDIGieJkyHK2XMQ6krmykgHQ6XOlsUZOJLG7rIrllsVCi5YHbFJSlO5coYl26cFOm5PVGieJjEqOHKbobAhrqfdJUkXB2Ot8GarjEcCkqM7gHc5VUDqSdv1Ph1wqcf50EZyfGdFhiOaQ3/EQLL6DXzwOpeA1FWVapJgi37FGu5vvmbpfrufTbFfTlLWexPclsWf9vzVFSFRe1AP3p91VU3utjfJ4gXLE2va2HPkvjRDGJj7pt+WFeo4lDTIIaZVuNlX3QfFj1P1x75Up5nmztckm5xuwJpaKkJnR2uNri4xlhjRQg5BfFnGgWc5+07hMxiD04La5WUHUBuoPwi/vEagE21wjxwClhsO85NybWzMfLoANAOgAGO9yxhgQRcHQ+eEbj/KKkAINBhLxa6bFlIQOVeENNIGbXW5OO18IohGgGBPLHARCu2GUDDipMTGcTABMTExMAExDiYmACYxiYmADXUDTHzn9rf3fFIHj7jkISy91ic1rlhre2l8TEwue6+5ZbHQebjlWlkXRxUQqHGjAOe+A29m6jr1w4rGASQACd9N9hr46YziY5OT2UaUD+MqFgnKgKTFIxI0JIUgEkdbAa+WOWcoxK0lmAIIa4IuDoemJiY6cfdGd+0dgpxZQBoAAB8hitx1iKWdgbMIpCCNxp0PTExMcjF7w1S2FfjkY7CkWwyiiqSFtpdadLG21xc2PnhpHuKf2R+gxMTDcuyKQ3BXMXuU/wD4pP0cYSPtWnZEUozKQslipIIvkBsR5YziY0dHsyuUdOVUAooAAAOyB0FtSCSfzJPzwO4PvRf+B/8AlFiYmM3Mi5s4MbtMTuZ6m56nLIFW562UWHgNMLn2jMVVmXRhBJYjQ6X64mJjRg979hc/ZA32bU6ilMgVc5YjPYZt/wAW+D/MkhWnOUkXNtDbTwxMTDJ+9IiL/B0GYaDHWuV4xYaD8sTExvEjcmPWJiYgCY8SDGMTAB6XGcTEwAZOIMTEwATExMTAB//Z

Προχώρησε επίσης στην άνοδο του βασικού διατραπεζικού επιτοκίου κατά 50 μονάδες βάσης. Αμέσως το CHF εκτινάχθηκε κατά σχεδόν 30% έναντι του ευρώ. Οι εκτιμήσεις που υπάρχουν είναι ότι...
η εκτίναξη του CHF σε σχέση με το ευρώ θα συνεχιστεί. Οι μεγάλες τράπεζες της ευρωζώνης μετακινούν κεφάλαια στο CHF και αντικαθιστούν μέρος των αποθεματικών τους σε ευρώ. Αυτό θα επιδεινώσει τη θέση του ευρώ ως αποθεματικό νόμισμα.
Πέρα από το γεγονός ότι η κίνηση αυτή της Ελβετίας θα επιδεινώσει την κατάσταση στην ευρωζώνη, το πιο σημαντικό είναι οι άμεσες επιπτώσεις στους δανειολήπτες με ρήτρα CHF. Μέσα σε μια μέρα σήμερα οι δανειολήπτες που έχουν δάνεια με ρήτρα CHF αύξήθηκαν οι οφειλές τους κατά 30%. Το γεγονός αυτό πρόκειται να επιδεινώσει την κατάσταση μη εξυπηρετούμενων δανείων στις τράπεζες.

Πρέπει εδώ και τώρα να τεθεί ζήτημα διαγραφής χρεών προς τις τράπεζες. Χωρίς όρους και προϋποθέσεις για όσους βρίσκονται σε αδυναμία εξυπηρέτησης.

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