Δευτέρα, 14 Νοεμβρίου 2011

τα πρώτα μέτρα



Ο νέος Πρωθυπουργός ανακοινώνει τα πρώτα μέτρα για την τόνωση της οικονομίας.

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:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSEBQUExQWFRQVGBgaGBgYFxsXGBcXFxgXGBUYGBQaHSYeFxojGhYUHy8gIycpLCwsFh4xNTAqNSYsLCkBCQoKDgwOGA8PFykcHBwpLCwpLCkpLCkpKSkpKSksKSkpKSksKSkpKSwsKSwpKSkpKSksKSkpKTE1Li4sKSkpLP/AABEIAMEBBQMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAAAwQFBgcCAQj/xABMEAABAwICBQcFDAgFBAMAAAABAAIDBBESIQUGMUFREyJhcZGh0QcygZLBFCMzQkNSU6Kx0uHwYmNygpOywuIVJHOD8SU0VLMWNaP/xAAaAQEBAQEBAQEAAAAAAAAAAAAAAQIDBAUG/8QAIxEBAQACAgICAgMBAAAAAAAAAAECEQMxEiEEUTJBEyJhBf/aAAwDAQACEQMRAD8A29CEIBCEIBCEIBCF4XIPUJB1cwfGB6s0g/SY3C/XksXPGftdU+Qo46XDRd4AGQyN8ybAWIG0qB0h5Q4oyQXRMt8+UFx/24w4jquk5MbNr41a3VDRcXFxtG/PZkknVw3AnuVF0XI6trWVscjmxCMxuAYWNmILiMnE4mtxOz4iwtmpeDWWKSomp2nFJCGlx3ZkggcSCBf9oLjly39LMU1VaWDGOe+zWtBJJ2AAXJPoWTa4eVGaa8dK50bPnjmvfbh8wbMtp38FpdVhkifG6/Pa5uX6Qtv6189w0brnFG54BI87A24yN3bexTDK5d1bNNk1D8oHuyLA9wFQwc4HY8D47R9o3dStsGliTZwHWF8+6iMc3SdOwjCcZ37QWOtnvGxbw2kOzK+3buG32LOeWWN9VZJZ7SM+lomNDnvDWlwYCfnOyDesp02UHeqNrbqwayndE12GQEOYdwe29g7i03IPbuUT5NdZZ5JpKKrDuVgafO2gNIbhd84Zgh3DjkumPLbNs3FqKFSdbvKHHQO5PA6SUtDgL4WgEkAl3oOQB9CaapeVJs5DKgNje481wyYb7Gm/mndc5Ho37nJLNs6aChICqG+4SokC3M8b1TTpCLoWkCEIQCEIQCEIQCEIQCEIQCEIKDwlVnW7XmOha1xaJQTZwa9uJnAlm2xzz3elRes9ZyFS81LmiB4Bic578Jf8eMsJwZDPZmD0FRVZHBUxYRLHyLx5olEbTntLW2vmN645cll1puYxPaH1092xl8Ic0B2GxA2gAnMX4pXTL5nQu5LnS2IbiIw4uOf5yUXoOkp6aLko5I2sxF3wgdzja+ZdfcEtp50dTCYxUsiJIOIObewOzzht6157ba10gDoTSb78rVshbvAcR3NDftVg0Pot8EGFspncSXYnvLW3NtlsZtlsz3qqDyeQO8+vB6sH2l5Vw0JBTUsDYY5Wlrb5l7bkkkkmxtv3K2ehQ/KLVVjWXqQ0QF1gIzdmIg+cdt7XILuBsmGomqoqZAeQAhbm573l7jvDWtFm4j3divGsNE2uLYZJIWUrXBzyJWmSQi+EAA2YASc7qb0a+kp4mRRSRNYzYA9vpJN7k9KvlqaNe3NfLFDEYWTMg5tm2LLxg5c1pIGzj1qr6r6vUNNU446wyTPBbhdIwhwdYnJouTcX2phrfqW2eoMtNUQjlLmRr5Bk7i03OR4bt3BS2quqVLSEPkmjlm+fjaGtP6Db5dZz6lnWp2q4QRNIJJt9voWX60xhlVI0ebiJb1O53tK0eStiNrSx5cXt8VE6b0ZTVABc+LG3YeUAy4EgrOF1VvtStV6Nr66mJGYkyPW11/Qpzyp6bkoJKGaJ3Oa+a/BzbR3aRvBCsWrtDSUoJxxmQ/Gxg2HAXOQ+1OtOQ0dZCYpzG9hzHPALTuc117tPSFu5f22zr0c6taxx1kDZoztyc05ljt7T7DvBBS/+ERe6hU4bTcmYyR8dhIIDuJBGR6Ss01c1cqNHVrnU80EtK42LXTBrizgRnzm7j4laWdLw/SM9dvisZSy+lntmHlb0XJLXNLALci25uALh0mXWqDR1BaTG7IjcVs2tdE2qla5ssWTLZytG8nYD0qBp9RIHyB08kYDdhZKC7qvewHXddscvWmdNH0TJ/loXWJvHH07WNVQ110RpCprIfc+dM1rXOa6QRsMgc42c3MuywXFiLKxs0lGxjWRyMwtAAu9mwCwzxZ5b1X9bmzVMdqesbC4A80StDX/tFpxNPSMuhc5dVo61b0DW0+Iz1TXAklzQHEBzjckPNrZm5FrJ9pXygQ0rg2Z+ZHzH59IIFiqTqnoWqgkxS1MIafPbywk5TrzAB6dqsulaGnqIyyUxOaf1jbg8Wm+R6VrdlTWzjR/lapJZWxAPxONsVg1g6XF5FgrpFMHC4II4g3HaFk2j9UaamcXxyi9iCeXzw7SMjY3slo9PU7sqZ8b53fBta4sc952NJZYm/wCK6Tlv0njGrITXRcL2QsbIcTwBiNyRi32JzI3Z8E6XocwhCEAhCEAhCEAhCEEZrFoCOsp3wSjmuGR3tcPNcOkHwWOx6iMpgW1POkDjctcQ0C9m4QBdxOR9K3VUjylUNQyH3TSkExj3yMsDsTN72ZXDm7+I6RnjOWz0sZzLoaASuj5N122z5Q53AIyAPFKP1agAbdpu4EhuN2YHA229CX1VY6odDKSS6SZ93byGxm/eE41v0hUUxe5kjRG0sDgWglpdezmuIy4G64f42rtFq+010kJvycbcdssRBtZt+N3d3Spiq0DTMZiDC6zsBtIQA619ts/QqzQvlNQJY3ubJZ3PHEj418iDkCDt9AUxoXTk9bUsimPmYyWBoaAQ1wvYb7lWyps9i1bgdc4HANBJ57js4DCLqK1g0NFHAJYwbYmjzrhwcLgi+dwrfNDM2iY6N+F5c3C45jN2wg7QqDWaWlrXMbIcXOthaA1oubOIAHC+ZUnurTCOYWXReFdqPUKnIzMg/e/BKHUWAfP6OePBa8omqo2NDpFeHaj0/GT1h4JZuoVMRf3z1/wTyhqqAJEcqr27USn/AFnrfguTqPT2+U9b8E84aqjYkFyvrdRaY7DJ634LifUOnA+U9b8FPKGqreqej2VEr8YLmxsxFoOEuJNhnuG9WOo1cprXZESMRaffXZOG22WardVC6gqA6FzmZZOOd73xA5WIyGRVr1O0hUVj8UjxgLX4GtaGgFr2gmwGZzP5KZfcWIyPQMBc8YHAMaXHnk7Oi11GayaIZFGySMZF4Zmbg4hcEH7VNawzyUsbZmuIc2aVhO24LsgQciLgdirGk6qeobHLMcsRs0ANa1tsjgG8kbT0cUk9m1pGqUDSGODi85A4yMZAxOIA2C354x1VoiBguY3D/cJ2bcy2y50PrDVSExRyDDEzEXFoc4NBADQ8i4ubegK46e0Ifeb5h7ZhbpwtI+wqdUVs6pQOLo+cH22hxu0kXBsciMjdWvyTahmBpqp2++uuIgfiM2F/W7d+j1lQvk1FTXy3e61LARidhGKR+6IP222F3RYb8tkaLBdcJf2za9QhC6shCEIBCEIBCEIBCEIBMNOQyugkEEgjlwkscRcAjPMcDs9KfplpmrbHTyvcbAMdnYnaLDZ0kKUUXVMF01NisSXVEhIaGgk4hewyG0bF1rrQYmzuAA98jbmLjzAdicapx+/U1t1M9x63vb7FzrvWtjp5nvcGj3SwEnIZRfgvJv22pfuAsAsWj/b/ALlI6uU5bU4jhJEcmYYAcxbbc32qMfrFSkA8sy/WpjVOtjk5d7HtfghdmNxJbbuutXaxaTSh2j6Zttro/aVRNH6PIec2NJJz5Pp44lozG2paQH57O5jys7o9Y6W5BnjGfFZn+CYEcg2SD+H/AHJZkb3DORt/9P8Av2KOOtFKMuXjPpKBrVSj5ePt/BNVT2SklHyjfU/uQ2KW2UgHH3v+5JDWykN7zx59JSTtZqQbKiPtPgpoPo2yHLlB/D/vXMlNICLPGf6v+5Mf/lFL9PH2pdmtdJ9PH2pqhQQSDZIP4f8AcumNlO2Rp/2/7k1frNSXyqI/W/BDdZ6T/wAmMfvbe5NUGlNFlzM3MI33iv8A1KV1Fp8L49nOZKMhbLlGbrqFqNaqWxHuiM+n8FZNRqlkhidGQ5uCexGy4exLvSI/WKkDqdwsOZVvzIDhmHnZv3KAbROOWJvqf3Kz6dcG09WXGzWVAcSd12i/2qmN1np8vfmdq1N2CV0Lom0krRh+BebBmHhntKvWlrOFG8i93keh0Tsu5VDVjTEU0sgjka4iCS4GdvNVx0zlT0jhukh72OHtUt9hj5OKWZrH4nM5BpLY2Boacd7yOcR05dNySrqqzqVO21RHfnMmkJGeQccujcVZl6semKEIQtIEIQgEIQgEIQgEIQgFHaw29yz3zHJvy9B3KRUTrW61FN0tt2kD2qXoiB1ab/mgAPMpYm9p/tVX8rX/ANe+++rPcx4Vw1daG1VWdzGxN7A8+1UHyoz4qK5+PVPPRYYh2rxz8o6MjggJdhv1dK1HyYw4KKtcd4A/PYs7jixMNsiDcHpWmeT8X0XUPORLmtt084Fd+TpnFotSw8hSj9Id0b1ibvJrNcnlQM/mHxW06dlsKZv6Vznn8G7JV2TQ8VjzBfrPiuGOXi3rbNnaiSD5QH90+K5bqXJ88eqfFXebR0V7cmB6T4pAaJjB8wdp8V086nirEXk8ld8qPUPivX+TeYH4QeofFX+i0RCBfkwb9J8U+doSBwyYO13is/yU8WZDycy/SD1T4rp3k3mtflB6h8Vop0LDsMYv1nxXTNEw2IMYy6T4q/yU8WXSaiyD5QeqfFeR6kSH5QX/AGT4q61uiIg7Jgt1u8U3Zo2K98A7/FXzqeKrP8m0xz5QW/YPitO8nGiTSsp4nHEQKjO1tr2kZFI0mhoXs8wdp8VM6CpRHPA0AABs2Q6cPFYyzt9LrSI1ojxU2km2+M09rGLBp4CBf0W4r6C1gcMOkG/Oaw9gGf1VhELcTi47BfCPtK6caVbPI0z/ADsgO+CX2LYNMvvo+B3zXUx+swe1ZB5IB/1EjjDKPqrX9It/6SDwZEfVcw+xYz35E6L6ox2kq8hnNfru26sireq8956rpMZ+oB7CrIvRx/izewhCFtAhCEAhCEAhCEAhCEAobW11qa3GSIdsjVMqB1vziib86aP6uJ/9Kzl1VnaK1dlL5ay2d5B6bMHis/8AKWSKKK++aU9hPirrqbKQ2Zw3yv7sI9io/lOqC6howTtdKe3D4ryY+8nS9KFS+Z2rTtUJQNEO4ulGXpb4rKXSWjaOK1HVyLDoqD9ORv2sXbPpnHtc9OB1qd3EuPZG4hZE/XirJ+GHT71H+e9a5pSqN6cXytJ/67e1ZXDoAO3bljhkq5UxfrJUuN/dGz9S3uzS0Om6si4qG/wWo1l0U2np2HDgc4jK+eJ1ybkbbBveFXdBT4JMN7td9v5yXo8YxurnTaarrZVLf4LE5ZpevGypb/BYkKGgcRidZjOLsuwKehoIwMxI49OGMejGWlPGfRuod+l68m5qW/wGJObS9dbOob/BYp/3DEfiPHU+N/1Q4nuTOt0PkeTOK21pGF462nNPCfRuq5Jpes/8hv8ABYk26Rq7/Dt/hNXcrSCVwwZp4w3TyLT9ZGQ0VABds95ZZX7UXSz5DTGZ4e+9QC7CGbLWGEZblROcCwBlwdp+arpqbBf3O4i3vk7bcbNNj6bLnySSbjWN2faZYXz1oA2QA90ngsVcLFw4XHetqqpiKye2WKC2XW8e1YxUj3x/7R+1c+Nck55JpsGkmk/MlH1HLXqicO0O/faF46sOLwWNeTNl9KRN48oP/wA3eC2Knh/6fIzbcTN+s/xU5L7MXeqQIqX3+PBG4ehzgreqLqXVF00BPxqYj1XMPtV6Xfi/FnLsIQhdGQhCEAhCEAhCEAhCEAqzrtJ8AP03u9WN3irMqhry/nwjhHO7/wBbf6isZ/is7NNTYwKIuI2vkdf992/0BZ55UcqehA2Fsht6i0PVs20a08WOPbiPtWbeVSW7KIWtaJ3eW+C82H5Ol6UGZ2QHALXdDs/ydENxe3Lqdb2LIZhn6Fsuj2Whom9N+8ldOT9M4rLpxgxwWyOGQ/VbuVBiq8yGmx2YrXz/ADZXvWGW0kOXxJfsYsoo575EkXO42KvCZO/KfUWEDdvnuPZE0e3tVK0bMeUBG0WI9BuO9WnyivxSwXNhhffPpadvYq1oaG8rd+du2y7sNFqdKue7E3N1vO2BtxewtfDlubc8Sk42zHY+5O5gA+1pPel6WhJZG1hzNmgADbe3DirW7RbKaLjYXe/jbaeroXzflfKnFqd2vTxcPmqzdH1O5zvSWnuLV6+ulityzchsc24Dekb29YJHEWSj9Y3Xu2Lm8STfwUuNPR+58YF3k4QxwvZ4AuSOAvdeTH53LjZvHt3vBhZdU0qaNtVHcAcs0XBFgJANoIGQeO+4twFWw2cp/RErmPAxZ7WnpG7qz7HEJvrDTgVGJos2QB4HC+0dt19vDLym3gs1S1JFzQrFoSa3uZmy0kufXG5RNBFdg6FK6Ojs+A3+VcO2NyxzfiuPaRfEPd4vniiP8/4rGa9lpnj9JbPUOtXRf6bx2OYVj2nW2qpRwce7L2LjxtZFfJ3UYNKwO/Td3sePatn0Jz4pBfa+X+Yn2rENTstJU/TKB25e1bhq/wA3lRttK4dtj7U5f0Yo/UwgPo912Ss7Gg/0LQlm+rL8L6YfNqJGfVmb7AtIXbi6Zy7CEIXVkIQhAIQhAIQhAIQhAKla7ye+n9GncfWf/Yrqs68oE1pprboIx2umK58nTWPZ7RAN0UOIg/oHisx8rZAlpmjdBfLpe7wWnVbsGjbWzMbQewBZR5VpiaxgPxYWDvcfauGH5NXpT5G85vTZbVTtAFCNnNufUPisZe33xnW37Qtjo/hKQHZgHo5n4rfJ+kxTetBHKN2WEEpz/d8FiUs2EkbRkftutg10qbOfa3NpZM+F1jBjBJvnxV4uqZO9Y6gSticTbDiHc238qZav/CsvtL93oy70tXxgwmw2G/YkNXpsM7DfJufXv9gXZhteqtVCcEOHFKDK+9vMsbWvxIA2cVLa0VUcMF5Iy9j3BtgAc7E53/ZUNqvpyniZCyQEzPc44gMmGQ4bOO64DeKt2l6ZjojykfKNbzsIzcbA7BcXNr5XX4z5eWue271t9HHLWMjP4dOUlwORLbkZlos3rwm9ulQxZzi7eTf0narK7T9CWSCKF0cpY4Mc5u8jDlzjnzifQVCNoXiLlre94sN+By7t1+Isvq/DuMtyy3OpNuXLlb6L0jfN4gi3py9qNYm++R9GL+Yp1omnxOaN20+hN9ZXDl2t+aM+s5n2L7eHTyVKaGp3OZzdwTumbaWDgZsx1sNvtXurVLjaQHBtm3z39CTqW4XwH9azZuvkpy9Lj2k9Jn/PQHZlIB2Nssk1pjtWyj9M/wAxWr6UefdNKTxft/Z2dyy/W1t6+X9o/wAzlywayROr7sOkoP8AWj/mC3XV5/Oqd55Q59bW7vQsCpJMNbGeEjD2OC3TQbyKmcC/nMPcfBTlMUfozmy/sV3ZilI/rWlrL3SYZKjdhq4ndXPiK1BduL9s5BCELqyEIQgEIQgEIQgEIQgFmmvknPq+qJv1L/1q56y6eFNA945zxZrWtBcbuNrlrc7DaepV2g0tTyYnTBxfIQXAxuAu1oANiMsgAuPLl6axjvTNvcgG+7Leu0LIPKjKTpJ19oZEPqg+1bxLpqmc2xNxwLDuNxu4rGvKpQQun5eOQmR7mh7CN2EBpaLZbB2rjx3+zV6Uws9+j/ab9oWys/7qmF9kY+xoVG1Z1eY6YOqWTNDSC0Bjxn0m3ctjptK0oLTY4gLXMZ2W2bFrPJJFU12ksKgjZ7lN/SXhYo+rt+dq+iNZJ6WoikYcRxtwktYQ6221wL7VllXqPSchjjfMX4jkcOAgGxIOHEDkclrhu9wyUpldcYdvbc7BYDeejrUrqxojlJMgcO1xOwNG0DpOxSmjKRsVgWNyBF97udcE3HDJSsVwbjLPJd2C1TS4T196t+r2vLLNZUnC4ZCQ+a4fpH4ru49CQ0XWQzMEUzAP0t1+Nxm09yeu8mscmcVRl0gP7wQe5fP+X8HH5GOq648mknJoailPKEROJzuH2B6bNdZNdL6fpGRmEWluMPJQgOy4XHNGzje6aN8k7B8JO0DojA7y72J+yho6FhMLeUk+cc++1h+6F83j/wCPnMpc+S2Rv+WImlpm0cLnvuXOJsDbFb4rT07yqdUzF0hc43Ljc9ZUnpfSD5XkvPUNwHABQ7zzl+hxx8Zp57V41ZiY4EPdhFjna+a6qgByRv8ALRX3W5wH560lqtJH8oCW23cfzdSWgK+ne3E8kgkEcwkXa7LO23JY5LqLiR1gdaopj+me9hWc64R2r5OF8vTmtorNL0xwk84g3HvZNjx2LNtd6eKV5ljEhkPCN1j6AOpcMbqujM53WnB4EHsK+gNGP/zU2drtjP8AMsX0ZoVklaI6lzomWu64wuO4AAjpv6Fv1FX0zBe/OsASWm5Dchc4VvkSKVXm0ld0cm8dYYw/0laoCqfpzSNMRIBcmRtnERk3FrWvbhkldU9buXdJFJcGMAtcWGMObstztrgftV48p0mUWtCAUL0MBCEIBCEIBCEIBBQSq/rNOQYw1xG29iRllwPQs5ZaixCV9QDNJc/HIAHQf+EiW5ZE9qTORJOZ779a7af+CvHbt1KR1IG4eHgofS2q8VRLyry8G7TYOAHNtba3oU5E8G1wLn8V7KzLJJdDxkmIfGv19tuhcyC2YBPek2HPNdl9jfb0KBaGqz82xUbSaswxskbziHkEkkXFr5NNsgbm4z2BSULwQL966fHcblZbOhEs1HpnXIMvrN+6ifU+FlrGSx/SH3VIB5bcX7Fy5xI2nPZmr55faahOl0HG3Zi7QfYnkVK29jfPZZdMmBXMme4dBvYp55fZqFxo9h3nt/BM6miabg3tuN/bZeh+65XPLu6wOPGyeeX2ahi/VaF2eJ/rDwSUWpsBObpBnlzhn3KaimDhkLehcyXuLDZv4fnNPPL7NQ1l1ciET4+eWuaQTiFxszBtkcu9caPgEETY24sLRYXPEk5kDiU4EpI2nvXrDmASbdOe5S23tdEpHkce1LwvFhsPUfYV3HIDlbMfZxTapbhIOWfHaFBF6Z1Rhnn5dxkDrNBDXC1m7CAQVJGo3ZpQPSePoHZ3oETIQd52bTknbHDcF6GAgXAPosEi4W27t/HggvGj5MUTDxaE4VK0JWHlohidhva1zbMHcroHL2YZbjlZp6hCFtAhCEAgoUJW6107Q9vKc4XFsLsjmNtuKlughpPWOGSF7WPu5wIF2uAz6bcFVW5bxboz7rJnHllyjLdF/updrm/SMuf2vury5ZXKusmjozttmfQbpGR43OG3p3pJ1MAMpGenFf8AlXghF85Gd/3VjQcRvvlcd/gu4yWgi4t1+2yZFrfpGdfOv/Kl45G73s6+d91NKdipFucQN2/wXL5WWyIvt3+CavYx2fKN6fO+6vDTAbJGken7qIXbKNmId+9dhm+4678D1Jo6MAee361u5q8gDQfhGW63fZhVEoagbz15FIvnYQcx9nsSPKM3yM+t91NmwNubSxno53taop0J+JHf9q6xYhk4Ht8EhyI+eztd91cWAN+UZb97b6qaRJNmGQv+exJSuYbgkX6B+CbtlbvewH977q5fGx1zyrL7vO7+amgrHIPnDvXj5B84benwSLIP1kfafuofA2/ns+t91NKfwzZm5Azvv29i4qC0jNwFuvwTaJwzxSM6BzsvqryTAcuUZ9b7qaCrJRbaPz6ESPafjDv8E35JuWGVh9bs83gujACPPZ2u+6gdQVI2Ej0FdyytIzOXpTLEG5cpH1Z/dXTXt+e0et91Eehwzs7LdtXJcLZkd+3sXEsbSbiVn1h/SuWQ/rGdrt/7qoXjmtYXHRtGasGgNMxxNeHutcgiwJ3dAVVdCGkEPZ9Y/wBKVBH0jDfr+6rL4+0vtpdJVNkYHsN2nYbW2G2w9SWVU0BrJBFCGPkAcC74riMzfbZWeCcPaHNN2uAIPEEXBXqxu4xSiEIWkcmQcQsuq9DTue9xik5zifNO8kqM09Niq5z+tf3OICbRy8T1Lz55bbk0lDoecfIvHRhXo0LN9E/sKjH59aRkJFtywqdZoucbYpDc8CnA0RN9E/sKrbZV4yUtKCcfq/OPkn+qfQhuiJvon+qQomOoJNs0o7PaoqROhqgfJPz3WKWj0XPkDE+/UoOU8Ohecpf/AJTQsI0LMfkn9iQk0FOM+Sk9U96gyelL8tlmgkzoef6J4/dK6ZoecG/JP9UqMe5N5XWOR700LANFzWHvT+y1l5/gk9rYHn92/eoDlD6Vy9/SUROjQ8/0Mg/dK4Ohp9nJP7FHCXIbc14RdUSrNF1ANuSft4Jb/CZr/Bv7D9irh5ptddYr71NKm36DqLH3qQ+jPej/AAaf6GT1SoMS2dnfYUtBLcbdiolW6HmB+Bf2JQaKnvbkn23c3YoWYEjIpJkljYpoWCTQsxHwT79SQZoWo+hk9UqID7hch9upTQm3aHn+iff9krn/AAicfJPt1Ed6jmyXXMnOQTQ0VN9E/sKS/wACn+ifa/DtUHcgnNeB9wqJcaFn+hk9UrStASWpog7muDACDkRbLMehY615alBUXvYrWNsrN9twQm9DLiijdxY09rQUL0xhjWk/h5f9ST+cpp+e9CF5q2dO3ok813UhCikPFBXqFQR+cU5CEKBu/wA30rk7Pz0IQg6Owr1/tCEIHKbH+r2LxCAHnLybZ6UIVDg+b6F6fBCFAjIuI969QqPX+K9i85vUhCBZySl8EIUHLNnavJNiEKjuLeu3bV6hQIzbVwNgXqEHT0lBv9P2oQg2rQX/AG0P+mz+UIQhemOb/9k=
Όπως δήλωσε, αποκλειστικά στους δημοσιογράφους του Σκύμνου, πρόκειται άμεσα να υλοποιηθούν τα παρακάτω:

Για την τόνωση των μικρομεσαίων επιχειρήσεων, η νέα (τραπεζική) κυβέρνηση, πρόκειται να διαθέσει δάνεια ώστε να κινηθεί η αγορά. Τα δάνεια θα δίδονται τάχιστα και άμεσα με μόνο αποδεικτικό την ταυτότητα και το ΑΦΜ  του δανειολήπτη και με μόνο εχέγγυο την περιουσία του ή τα νεφρά των μελών της οικογένειάς του ή την παράδοση ενός τέκνου του (παιδομάζωμα) για εγκλεισμό του στο προσχολικό φροντιστήριο Bildemberg's Kids. Δάνεια για σίτιση, για στέγαση, για ένδυση και υπόδηση θα δίδονται με τους παραπάνω όρους. Τα "κουβερτοδάνεια" για ζέσταμα θα χορηγούνται μόνο με εγγυητή. Επίσης θα επιδοτούνται μόνο οι επιχειρήσεις που θα δραστηριοποιούνται γύρω από τον ενεχυροδανεισμό (τοκογλυφία) διότι θα είναι η μόνη επικερδής επιχείρηση για τα επόμενα 40 χρόνια. Τέλος, για την τόνωση του τουρισμού και κατ'επέκτασιν της οικονομίας, θα στηθούν σε όλες τις ελληνικές πόλεις αγάλματα του Κεμάλ Ατατούρκ ώστε να εισρεύσουν τούρκοι πολίτες, από όλα τα μήκη και τα πλάτη της γής, φέρνοντας πολύτιμο συνάλλαγμα. Αν επιτύχει το εγχείρημα θα φτιαχτεί και ένα αντίγραφο του Μαυσωλείου του και θα εορτάζουμε την 29η Αυγούστου, ως ημέρα εθνικής αργίας συμμετέχοντας στις εορταστικές εκδηλώσεις των γειτόνων μας. 

Στο επόμενο διάστημα θα ανακοινωθούν τα επόμενα μέτρα.
Εκ της Τραπεζικής Κυβερνήσεως

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