• Η Ελλάδα κινδυνεύει να ξεπουληθεί για ένα κομμάτι ψωμί και οι Έλληνες να μοιάζουν με μετανάστες στον τόπο τους. 

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OcapVJR6trKWOJZjB4yO+4Vg/fLYkKs5uNTYDFlieMRhi+c45V+PTx6amoQp1Y4kiCo2mU3ZuzRDqOpndyC7tjJwMAAAAKoHQAKuQpxgsIjbyb1SHw5m8GyRdRcnq0MHSVGxnTJG4dGK5GoZHEdYzXEoKUXF9p9TaZP9+LO8jEbGSKNtRxLCZAxHDUjRMShzw6c4wayf3dRt4tvXPf5liNacnjIqzX14I3Y3kvGMdUeAWNr0czhgTtxHHgK4jQt20txcf1/Q6c5pcSh7J2BcT2sSyGO3jZIyyR5d2QjUylmAClskEgHpPHJzVmjsyFOtyucvwI51m44HkCtMgObvDsw3EJRXMbBkdWxkBkYMAy9anGCOw1xOCnFxfBn1Np5RNd+7W8ie3l1LBzliPIzuysWljGeSKKp5rMOdnpHZmsmOzaVvSksZXzXuW6dac6iOdsbbd5KNHLqgElqpZIl1kTTwo3E5AIErYOOoVXha0I647+3TTJLcb2eJ3txu+ntteia4dzxkluFKggA8A3OQYbqU8a6uNl8u044S8CCNdx0Y+bu2DQQhJCpcvJI2nOkNJIzlVJGSBqxkgZxW3TpqEVFFZvLya+17SUTJPGglxG8bR6grYLKwZC3NJyuMEjy8KrX1r+IhurvOoSwT673nuo5JnhZzFrdeSuY1LrIM6o42jfnJqBAJJ48BwxVB2VNc1rDXcyRTO9udt+ScyLIjvIBEyhI1EYR04HWTw54cc455nAVzHZ8ZtbvDtDm8DfsSzaKLS2NRaSRtPzQZJGkKqTxIBbAPDOK3ILdWCA0N4NkPI6SxaCyqyFXJAKsVOQwBwQV7Ous/aOz/AMXSUE8YLFCtybEHblxcC7aNSEC4jKnDAsI1l1Kw0kAiQLx/JrGey6VCKhPLfHPjoXIXk1qjO7t9cTXaI2CmAiKJGRQwM51MFB5QFYRwboPR01NT2bRmuTho+/Ge4gqV5ZyyibD2S0TyyOULyaBhAdKqgIAyeLHnHjw6uFblrawtqe5AqTk5vLNjbuzzcQPEG0lgMEjIyGDDUuRqUkYIzxBNTyipRa7z4ngRt+Lq9iiiBVYma4jRZbecnpPO1RSRYI0g8CW44rI/dlGlmT1XzJFUk3g4Kz3rA4vZieQYj6IDWY2IPNj4cQvrqu6dDew4Lj74JHka9m7Le772kKGJI5EMh5cvyrWxdE/FyRrydRIJ4ZB6tO2to03vL7yQyk2PdXjgKAKAKAKAKAzQBQBQBQBQGGoD89qvPTHQxlPoCY9prCm81JP5o0I53UOu4Eub9lH4q3xP/Otce+rtktc/JFWrxKhWgQhQBQCd3R4tUcXHGDI3mCf+ap3y+C/qS0Xzid8hlAOkMq/b2fWVCWJr77JFia0LTsj6CH6qP7Ar0C4FNm5X0+AaARO6qvgrfxTxn+pHVW8b5KRPb9YhG3XHSf8AM2efRNaGspPT/V6st3D1+noih9yxs2Q/XHrijNa1t0Wu4oT4jhVk4MV8BJrlAZOP+2sf9Q3xrOm+dLzO4rB3u5t9JcfU2nqa5qSz7UJj5V44A0BM9tIP8Ql8c49HetuKxNo9b/avVlmmvh+ZjcyMctbsOt/7L2li8V2vk/8AafKq0KbW2VwoBQ7pQzDAP95j99VL14pMlornClZvgp+onDyoD/d66w56rz9yfdy8FD3QPyVPG0x9MzmvRUerj4IqS4naqU+BQBQBQGKAKAzQBQBQBQBQHmToPkoCBQcTDjHQQfFqZvhWA+sl4mh/Khz7nMWLuQ9q3P27Un7QrRsypV4lMq8RBQBQCb3RjzEH6E5+7H91Z+0erS75ezJqHSE3ZkGYYj2xwetrEk+qsqnrWx8/1Jqr0KvsT8Hh+pi+wK9IimbtfQFAIndY+hg+vT7aVVvOqZNb9YhN2AmAf1rI+iS2PurGi9F5+rLVw/vyKD3NI9NmB+kPuoxW1bRwn4lB6jZVk+GDQElbjIP2nP8AqE+NZk+lLzJF2He7mh50p7YIPVLcD31ParG8fJvUfauHBigJttoYv5T/AJ8frgtxWHtPrf7V6stUdafmeNwzzoQepl9a3tdWEc15P5P/AGiv0SmVtFUBQCd3S/o7b9qj8/GqV91X1JqPSFrZ8GWjz+TD91b1hcY+fuyZy1Y/bori0i/fPpkc16aisQS+SKj4nZqQ+BQBQBQBQGKAzQBQBQBQBQHiToPkPsoCEWCaeTBPElP5mevPSfxZGg+gh63BTwxP7QPSLU+6tO0KVTiUCrxwFAYoBI7pL45Idsc33tsPfWdtF8yP9XsyegtX99orbDkzFCP8qP1RWx91ZdJ/4jz/AFJ60dMlV2QPAQ/VR/YFelKJuUAUAhd1tsQwfXp9paq3fVMmodNCnsNeLf8ACe2P4Vix4L+71LNcou4aYtcfpn7K1vUOgUZcRjqY+GDQEhU5f/iD6poDn11lV3uylj5kseCGHuYtkEdkCZ89xcY9hq3bvRnM+I/VaOAoCc7bGb6X6+P7q1+NYe0uu/tXqyzR6HmaW5EnhYB2yLn+C+pZyxctd6fsdVugVOtwqGaATe6KM95j/e4j/OvxrP2i8UX5+hNQ6RwLA5kj8kX3Nr8axF0Pp6s7fFj5usPklv44kb+IZ99eoh0SuzqV2fAoDNAFAYoAoDNAFAFAFAFAeJeg+Q+ygIdsptTL4hD9t685U0qPzNBdAc9wW8MR9d7LetSzKlRalBFXyIKAKARO6V86Dh/7uUem4sxWdtLoR/q9mT2/Sfh7oU91kytvnrib1QRfCsymvjvxXqy1X6JXdmfQxfVp9kV6Mzjar6AoBB7riZgh+tX7cY99Vbt/CZLQ6xCzsng7Dr8B6sfCsam1hefqWqxRtzfoD9Y3sFbdv0F5lJ8Tu1YOQr4wR+M8846pXPrtG99ZNx0n5k8FkYO5euDJ9RGPRc3Xxq3a9pxMoFXCMDQE72uvy6Yn/aIvurSsO/67+1erJ6b5nmaG5SYmh8UiH0pfCvlnrdeT/wBp3WfNKpW6VTFAJfdF4vZD/eFPoeP41m7Vf+Hfn6Fm1w5i/sxsPFnsi+5sqyUtPvvZ0+DKDuuMWVr+zQfdLXqCodOgCgCgCgAUAUBmgCgCgCgCgPMnQfIaMEX2VCECZ+cVQ/1JvhXmK2tVmhHoDXuGMSA9pcecop/sras9Vkp1FqP9XSMKAKASe6OmTb/vD0z2vwrM2o1ya8fZli26fl+gtbpw+AgY/mW+4SqdNfGl5ElWXNwVPZ48FH+on2RW8imbFfQFAJndLTMUP1qfex1UvOqZ3T6Qm2BxP5eS9URJrFpcY+fqXKmXTKNuWfk5+sf3Vv0OgUXxO9Ux8CgJTZQYkIP5bk/8qxb31l1cOfgyVPB2+50mHcf5QHouZ6ntNcs5mPYq6cAaAne3fwyT9oj9PJ2v/ivP3r+M/D3ZYh0PM+W5vz4z164vbd11aaXPk/YVeBSa3iuFAJ2/v01j1eFY+hozWZtXqH99hPQ6QrxnDR/o6c/uw2PxrNWi++9nfeU3Y6aYIR2RRj0IK9IiqblfQFAFAFAFAFAZoAoAoAoAoDzJ0HyGh8ZDraTMg8Sp9uWvNXGFUfj+hq01zBy3KfwiD/MYeiKStWwfMa+ZQrLnFBrQIgoAoBR31XM1t2c/098WmPfWTtXox8fYnoPDYubtD5LB9QD/AEkHurm2iuWbOZspNj9Gn6i/ZFa6IjYr6AoBQ7oh5kA7Zl9TKfdVO9eKTO6fEQIR8oXxFB/Tb4ViLRJePqaMuq+hTdx/wY/Wye2vQW/QRmPiMFTnwwa+agmMS+Gk/Wc/6Wyx7KyG+c895KuB3NylxPMOxCP9TNVqyeYs5mOgq8cIwaME5204F3MT1XS+q2sz768/ffxD8F6ss01zTU3LbwsI/TT23ldWy/xK/u9j7U6H38yo1vFUKAS9/wD6Wz8TTN6FSs7afU+ZLReot3C4Zv8A5/8AKtgtZHZ9Pcl7yo2K4jQdiKP5RXp48Cq+J96+gKAKAKAKAKAzQBQBQBQBQHiXoPkNARG0jAwRxwmfQ8xry1eWauvf+hrQ0gM3c/OZR4p5B/QatWxeuChXWpS61CAKAKAVt8G58HlH/UW/wrK2o9I+L9CWjxFHd6QiziOf/h1+xVelNqu0fZoqFj9Gn6i/ZFbi4EJ96+gKATe6IM96fXn7BqlfdUzunxFewtxy8bkZXXGcdo0yAj1GsVRcp4Xcy7Opingf91ABFJgYHfE+B2DWcCt+1jikijLidqrByeWPA+SvgJnA/hpCOIIJ/wBNEP7K85Oq99+JbUMRyd/dIfKJvGJPVdTfGteyxusrSG+rpyBoCZ7x/hFx+059FtZ1gXy/xL8F7lmm8RM7rRgTW31x+zfV1ZrNwn4+xzUeYlLrdIAoBM37A5a2JPzY7pv5FrM2o8U14olorU4F4cSY7e/fVLZD3VmQW8tP8voyThnJT4RwHkHsr0q4FY919AUAUAUAUBjNAeqAKAKAKAKA+Vy2FY+I+ygIps3j0/mnPrlPvrytZLlE/mvVGrB80Z9wlxJ/xMg/07Vp2PWeXuU6+pSa1ysFAFAJ++7HXEBw4A/1ovhWZtNc2PiTUeIqbG4WiA9UOn+GKX/sNVKK3quTqfAq1sMIv6q+yt1cCufWvoCgEzuhnDWX10nqgc+6qd71TO6fEX9nk4jb9NR67j4Vkp4m2u72RPPhged1jmJ/r5/vCK2rWW9SRXlxOzVg5PEx4HyH2UBLLST6Q9XJj7mYf215aXTfii68uIz7pn5RL5Jv+qetqwfNfkVanEb6vnAGjBMN5D8puPFcH/p7SsO9/iH4Is0XzTY2H9PbeK5I/lvq7s1iovM4m1go9bJCFAI3dBfwkeOqG4P9Nv8AtrM2ok6az3r1JqHSFzaj6Zv3r/76D/srNtJcP7fQkmsoraDgPJXpEVT1X0BQBQGKAKAzQBQBQBQBQGKA+F+fBSfqN9k07QR3Zi/Px1RP7Hry1XrI+K9UakHmIw7kv4ZT2zv67dz7q0LR/H8vcpVeBSa2SAKAKASt+pcSReQfeA/21m7SfNj4k1FcWLmz/wAHA/y3H9G6qnbPFTB1NaFWj6B5BW8Vz1QBQCT3RT4Sy+suD6LaT41Uveqb++J3TepxYubGmPyh7Lr4VkY6S++wkY67pDwL/tFz989bNosUkRT4nbqycnxujhGP6LeyjBLcjk58fm1+zcj3V5SXT+hoR1SGndT8Il8k4/1T/CtzZ6+HnwKVR5eRvq+cGDQEr3lmCz3HbyzsfNHAPYorBvf4hvwLdGGYG9sOTE8I7boj0G9PuqW161efsQSWhR62SMKAn/dEPh0/Z5h6Y5azNqdUvFepPb9I4d8mqaPPX/iRz2eHyPZWVZLnY/p9CaposFbTor064FIzX0BQBQBQBQBQBQBQBQBQGKA19o/RSfVv9k0BFN3Jy2s/5Unk6SPfXl6650X817GotFgZ9y1xLDn89/6ace6tCyj8bPyfqU6vAptbBXCgCgEPuhHEiHsjJ+2fdWXtJNqK++KJ6L4i/A2mNh2coP6V0Kq26fKLwfqdSK1H0DyCt4rHqgCgEjukfOtAOnVP9yR76qXulF/fad0+kcKyJNujH8v/APKrIaxKXh7IlkPu7P0J+vuPv5K27fqkQPidepz4a20PopP1H+yaHxkcSdtMnH50bcO3je/CvMVo/Ex8/wBDUhjcTHzdI/KZ/EJPXdzfCtiweaZnSWGOFXzkDQEi3y4STt+lOfQUX+2vP3TzWfkXaLxA6GyFzdQDPReS+rv7hVm16xeD9ivLgym1rkQUBOd/steBR+LaM38QuB/bWTtR6R8V6lm30yzUnxqjPivMed7g/wBtVbCHO+nofKjKgtb6K5mvoCgCgCgCgCgCgCgMUAUAUBqbXfTBMeyKQ+hDQEZ3aACSforIvtNeXrvDj5eqNVLIz7pS6pYiekXOPMYLvHsrTsFzmyjW0ZS61SAKAKAQO6S+CPq/aJvhWdf/AMvn6omo8Rc5TKv2apP/AFoHrWqltneS+T9UdT0K/H0DyCttcCue6+gKASN/xm4sh9f92M+oGqd91L++06p8RdsZvka57VP813n7NZrXOkvvgiVlD3aHgW+vuPv5K2KHVohfE61THw19oDMcg/Qb7JpnUEMsrgPHG4+awGPIy3TY9D+uvO1k+Xa8fVGlT1p/fcUfcw/Krnx6vVczfGtHZueS+hRq6SHStEjMGgJBvvJzp/LcD0NWBXi+Wfii5T6B0tiv8siHX37N7L741Ys9ai8P0IZrCKdWuQhQE73x/DzjpNpGvplmH99ZO0FmovD3JqT08zRvzjkiPzVw3p77+Nc2ccN+KOZMqK1sEZmgCgCgCgCgCgCgCgCgCgMUBo7d/Bp/qZfsNQPgRfZUgRZyegrOcdnCQY/krzVzSzKPivVGlGWjZ390XPfManquIm9KbRX+ytKxWW399hVuCsVplcKAxTIJr3U5DqOOqNPWl38KzNodOHn6xJqPacMnhOB1SSL/AFb4A1DbL4iXyfsdT4Fkj6B5BWwuBXPdfQFATvumXRW5sQBnIuTns8FVS86pr74o7p8RWs7gd5cOjk5CP4tpH3eqqSh8V/fYjuRWd33zG+Pz849ErVo0dIpEUuJ1KnPhpbZbEE31Un2DTtPjITZ3SiJVUcFkVF7BiGTGB2cawK0Hy7fj/wCxpU+r++4qG5rfKrrIxw9txcfCtOxWKMfApVWt5jnVwjME0BGt+OJnPRzrnHmMnvFY1Zrl399xapvmo6Owwe/ov2uX19/fCu7OPxPvuRzUfNKoDWsVwzQEx3yuP/aONQXmxIc/k64z5uMgrPvFzl4EkOB8LmTPJ444tbtvOGuMD21zQSy/EMqinhWkRnqgCgCgCgCgCgCgCgMCgM0BigJr3R97F1G0il0YHh3VZGxkY5HMZGDghjx6gMcap3dd01iKy/HBatrbf5z4eAhxWaHSBM5TiMC3uuIIbPRLx+cevrrGdxLtis/1R/QvunBLR/kzpLojBKzujjir97XuQ/P0nhN1GV+HH5xpb3VWM1ov9Uf0K9WlHdyn+TK/uxtdbu2imXILINanpSQAa0YEDiGyOivRxlvJPvM9rDwdauj4c7bu1o7WB5pDhUBOOtm/FRR1sxwAO01y2km2EnJpIiu0rx7iZpGmdi7FsCGfCDDqsa8RzVWRxnAzqJ66wri6lN5xov8AMjbpWlOMMyevgzq7L2bEFGqabJOTi3u+JyzZOH7WY+c1BC4qZyl/5L9CnWjDOEUTca7L22hmZ3ido2Zg6sw1Eo5WTnAFSMZJ6Ok16GjUU4JootYYxVKfD4XlykSNJIwRFBZmY4AA6STQYzoQbeLa8l9dtJyriIMyxJycuEQc0cVK5LY1dHDVjJxWVc3T4LVeK/Q2rbZ8OT3pvV9mBh2NuygiUGXSuCAqwXmADryPpv8AMfh+me2s1Xk3PKX5op1YRUsRGHda/wC9rlopJmeKcBoy0UyKkoc6kLSs2Xk5TI5wHgzwz07FlcKpF50ZUmsMfavnBPO61tXESW6SMrs4aQKrN4PBAR1UdDHoBI+YenoNe4q8nHTj4lm1o8rUw+HgT3ZWx0bSvhOnqt5OHV1eWsOpczb/APpfoatW3hCOVn6D1s5RaTRThpymWWbNvMvMKth2bJyqtxwR+NnIwc6dlX4Qfrkx6i7SlIwPEcR0itEhOJvrtQW1pK5ZlYqUj051F2GFC4BOR08BwAJqOq8QbySUouUkkQq32Y0kmlpp2JYjU0cvOJPHIyekk+k1jTu/5kl9UbbtKcY6+g0pu/JHz2ebPSG73uMhuPOHOHHLtx/SPbXEbypTe/urHiUJQpTWI8Smbp7VE8CBtSzpHEJo3zrVygznIGoEg4YDBrdpzjOKlHUoNYeD77z7QFvazS4JKxtpVc6mcjCIMccsxA89fKkVKLUnhdp9j0kiOWNi0o1v3zJrwWZ0UljkHoJ7QPQOyvOVr6UZ43o/Vm1+GpqPBjENmAKQ0U2QpC+Bj6DnUOLdB1H0moVf1IvLcc+LKTpQk0kNu4l8TG8Ll9cbEryilWaJgCrBcnmgll4H8XqzivR2dz+IpKeme3BUqw3JNDVVojCgCgCgCgCgCgCgCgMUAV8fzBB9uQ4vJlAIImuGbytcSOPUwrAvsqrJPtPU7N/hVnhqfE76sMBI9Z4gEsQWx+SqqSfLVL90xlrKWPvyJ50ZOPKNqK7MvVjtYXQZA+SMoGAY8eIBwR21jTp7lRxXYUJvKykMe5EpZbgnp5fj/wAmKvb7Nlm2hnuMOssTYzVfIhS7oi5ih49E2fPyUmKz9py3baTL2zVm5joSu43pkt5pERUOliuTkkgAE9Y6z1ViQ2dTq04ylnU9JKKqx5zxl4WFngP25W8zXUcheMIY3CZXOlsjPDPQRnjVS5t427W6+KMq9teSrOGcjHu6+Zrk/U/YPwFbux5PksGTXWJHfrZIBV7pyk7OlAP48GfGOXTI89RVurl4MntlmtHxQo7GijRZJXA0omrLdAwDziB2V4eTc5qPE9LezlFYTOzuJtiSeJmlmjmdZCp5JWVVUqCo5yjPWc48WTU97TVCpGUE0u3JkXFPcbjutePE++87vJHGinGq7tPJgXMZPT5Kl2PUf4pdzyV6sEoZHivYlIlu80TPfXKY5uuJ/L4CNfVpPpNec23U3ZxXyPQbHUY05TffgWrzeeeKZ0t0Q8lnUSjMebgMcKRhQSBnjUFvs+nKKnUzllyajUW9Unup5S0znHoVDZkzy7PaSWMxSNbuWQ9KnQfPg9I6+NaVjQjGq8PJ5uvLXB3NjqBBCAMDkowB2DQOFa64FcWO6JHqa0HVysrY7SIGx7azNsSxavxRf2a8V/I4M8JigklVkiYKeTeTGgPjmlj5SK8jQlv14xxldqRs3Nbee53nZ3Zmnnt4zO6SE9LRkaCQSMgjppezbrunDKjngzPqKnTfN4o6GxrIJtCds8WtbYeQCSb016rY2Vb4feZlZ5lk978xF4oVDYzOvnAjkJHoBPmq3tGW7bTfyOrR4rQfHUS9ubWNlGpRFdmYKmrozgkk9fACvHWNBXFTMnw1PRxpO4moLRs1Nn7z3srx8tAOTlGtJEXAC5HEnUQfJwbj0Vfv7GlGm6ieGuzvK0KVOM3GEt7Gj0xj5jlslvlNuTw5tyvlyI20n+En92rH7Oy0nAzb+CUkOIr05QM0AUAUAUBigM0BjNAGaAwXA6xQHzN0nRrX+IUYIzt2TVeXCqBkyy5YngBq4cfJ7a83tHCruT+Xoeo2dl2qXiLmzdiXsbMLcZGOT5VeTxj98ZU8ekV9qXdtOK5R/PHb+RJOpTmlGecxWE0UHZlm/MDjn4XWcniR0kAnOCa8/VlGcnucCtKS3Rv3dQRvcLwA1RN6YVH9tey2XDdtoowKrzNna75T8tf4hWiRil3Q5FaKEBgflAzggnHJydlZ+0/4aRobLeLhMki7DlnupkCsqlpH1leaeHNAORwJ4cKzPxNOlQjKXyPQu5lSo7sVrl58Cndz60lFmizxck65XGF4rnmsdPDJHT2kZrOu4wnWbg8pmFWqLeyuAx7GjCz3A8UJ/lYe6t3ZEcUihVlmR2tY7RWuRC53QDmxkHa8H38dQXOeRn4Mmtn8aPihaNlm0uVUFmaFwAOs6TgeuvCW8/jxb70b17UeUczuXWU8DzrNE6KyxspYr84agwwCT0Fa1dpTp1IxcZZ1ZztOtGtVUocMIctpW/NhP+82/QT+eWuNkU96tnuRk1p6YGnVXsCmIO0ZF7+usjJzD6ORU49deS/aFN1oeHubNgm6Tx3ku3ovs3UjtCbWXlS3zyuVC6dWD+McZ1oQOPX16dCOKKUXnQ0dnU8tKU4uOXlNlO7ls91cWtwbh2eJjpgZ/nEaCH5x4sucYJz11oW1NRWcYMTaXIKvJUOiNe692GsrR2IBa2gY5IHExKTVplDJxN/p1PehVlOLhgcEZAa3l44HVkD01mbXjvWkvIu7P69CrvPHJLZGONC7cpEdKjjgODnHmry2znGFzmTxozak4060Zz4Jnc7mdtJHZKkqNGwllIDdJVnLA46un1V3tHdncqUGnw9DMu5J1ZSXBt/mMtqMXr5I51smP3ZXz9oV6bZcGqPmZ03qc3f2YabbBH4RjGe2CWvu1k/wkvL1J7HHLLz9BP33jlkt1EcHL87LNhmaLA4MqIQxzkjgfNXm9kuEaj3pY+Xea7ajVXOcf8y7GKu7EFwsq4WVISWLhlcJxB0gagAWz1jiQDmtPaE6bpPex8kaMnRe7KEt6T6TKlYuontPrJcnxd7Se8Cq/wCzr58/A89tBPORxE6/lL6RXqzOPYcHooDOaAzQBQBQBQGjLspGYs2sk9XKyaejqQNgeigPB2JAemMH9YsfaaAP8DtvzEXnRT7qA+V9Y2sMTyPBCEjVnbEScAoycDFMhcdCLT3crXEsiwKOUmdkQ8cLnCjAYDoAPlrz17OhVm5bzR6W1VelRUWhg2JtPaCkoscQXP4ydfbwlFZ2LRPG83kgvKc5c5oYFh2icNog/g//AKKndlQcN5Gfy0lzTZ2Pas12ReQws0sAMZCAgGFsOMl2xkSoQPEa9BZbvJLd7CnPpDYNnQ/mo/4F+FWzkQ+6c5XkIreOPWGMzZGldADJjhjJJY+is3aNSmqe7N6MvWEZ8pmHYcPYtxdtnRDAMcD0++XxV5ypC2T6TNCtKvpvDXa3N+APBxH93H/1q6pxt85UmZ1TLZ62RFI16/fcMQMkK8jgZ4RM2sMSTg+EXo6vJW7s9xWkGVpDX/h8X5qP+AfCtYjFLulW8MVmSsaCVpI1iAUAs+sNgY/RRj5AairuPJy33pgloKXKR3eORb2be3YVcxKuf0h18fyq8RUpW8ZaTf0NyrKbbeDr2t3cDohVvI3/AO2K+RhQf8z+hUnvGLyW9uIzGtrGcOjgPINLaHDaDx4ZxjPHGa1tlypU6mIyzkp11pkati2tvPBFMIEUSRo4BQZGpc44+WvTlUnd5czd93TwRJyGtY48AHJjXk2OnlF0jUprze13bVaqU5apGtaKrGnotGMcM126KWt424DGYlPozcVWoRo4W7J4K1TMZNG+t9f4wsMS+MqMfwif31pxu4QjiLK7jk++6FnGYMNCglR5InzGoJZWPHr6QQeBI49Na9OamlJEfaJvdGvybqO3t40HI6ZXYRrku6sFT5y8Ahz+8KobRqwjDdnwZesaTb30fbd83pBKpH54x/8AdrzOLXP3+haupT7WdoybQHQkP8GB6pTRRts9v35FPia2zjM99D35FEweOaJObnSV0yaukjBAI8616PZlWLi4R7CCrDDNXul4RreC3jRH1GdmVEBCgMgwejizHq6qn2jVhGi1PtJbKlOdTTsPew7a7ZCQ7eYwe9K8vBW8m8R9S1dOalhhtfZl64UanOGzgtb9hHVFXUpUF2epzbVZQk3k0ZdnXMLwyz+FhSRQ6OYWUpJiM80RA5GoN0/i1obNq0YVMRSTfj7kVzJ1FxKUNlwYxyMWPq1+FejyUTx/gtv+ZiHkRR7BX0HuDZcKMGWNFYdBAwejFAblAFAFAf/Z
Πρόκειται για  μια φράση η οποία έχει προάγει αρκετά παρόμοια πολιτικά συνθήματα που έχουν εκπέμψει οι δημαγωγικές φωνές της «παλαβής» αριστεράς, της λαϊκής δεξιάς, της άκρας δεξιάς και διάφορων περιπτώσεων της συνομοταξίας των συνωμοσιολόγων...

Η φράση αυτή περιέχει σημαντική δόση αλήθειας...


Ας πάρουμε τα πράγματα από την αρχή.

Πηγή:www.capital.gr