- Részletek
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Lánczos Vera
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2011. november 16. szerda, 04:23
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tSVdANqiOLl2IHUnKjnux/DuNN+1a1YL4s19mVIVFvo9nGqiNpCdgCoOu3rk459SDjHv9PLXV9PdKgtcg4cfNLJk4XvxuYnpyTjoKrDwk9ej39BVHFadf1Of0zV49G1m01VsbBsaaJSNxZtxzj2VyB24Fe92jWl9ZRSx3CyxyKGR0OQwPSvBZTHLeSXl4qKFzKsK8hIkUqoz6lm49cZ9K9k0p7g6ZaCc75/KUOwAG5scn8TXq4em7NJ6HDWmtLrU1mt7WI4MufQYrzfV9Dt/EvxFnhuklays7JMbHxl2Jx/Njx/dFd05DHDKc+5rzT4h6pqWh6oTYTNBFqNosUjocMSjsTg9jhwPoTV4hKMFKequZ0ZOUrR0Z3V3Zyp4cuIbGQyyQ+XahTKWk3yMFUZ5O7knnsDWFqputD+xaPGkMVnpyZv5nQFXuPvBR2Owkcjq+7sBix4S1HRdG0Sz0XS7xfOaRrqa8c71adSFjZV6cOoxngqehPTntY1O81XxH5V9eyXUNjIZrmSXbtGeRnsCeygepxmvGxdeVar7KOl9NO3r6np4anGnT536kKeKdItZJ86JaaiGAZXml3+Wo45BQgDJJJzkkkk81q+G5vEGpTtJaWlrpulhs7PJSMEdfljAJ59ScHtVZLTwrqt1II7GKDTbEbnSCAh3I7PMwxjkcbhkkDB4zvtc2ml6RPqFhoZsraMrvuLe5jXcT0yqBs5z0Yd+ldlGn7OyUlyrtp+JzVJc93yvmffX8L2+424TN92eNQ4HVOVP+H0/nU23NcFaeN9c1u6jttK0yPAIEkzKZMD6AgD8T+VdhpE+qtP9m1vTvJYuUS5tG8yGQ54OPvKD7j64r0aWKp1HaP5HHUw1Sn8X5mogMaZ2YPqactzMq4AUdtxFaKWAh+dyknsTUMxhd2c7cdgKvmUmRytLcs6RaJ56zi4AYcsT3/Ctm81GAL5aOpJ4rnVunjTanCe3BqKF9s25xuye4yazlRcpczNI1eVWRy3xvQf8ILYyDOf7RQc/wDXOSioPjVcLL4KslUYH9oIf/IclFePik1U1PRou8DtPBunSf8ACFaLKWwW0+AqPYxrXTWFvIzAOcjviuM8LarcL4O0SMNgJYQKPp5a1r2urywvlyzevNdKw9VxvYx9vTUrHS6gYrKzZtx8zsKwf7WK434+aodR1Zr5QhGEHSss81rRwnu++ZVcTr7pqy6qpRgpOazJ7qSRy2T6Co9tG2uqnh4Q2OedaU9wBlmIULuIrQstCvL1GcRAKO7cVDaS+U+cDFb0fiRYoGRgAMc1zYjE1Kb5YROijQhOPNJnODw215r9pGLSGa6tD5vmTA/u88AD+fHZfeuY1/wFb2uq22o3LG9jBMvl3d4UjLEbgxB6/wC73JAJNey+GY1fT/tjK3nXB3uW7A9B+AwPwriPH+uR2mq3NtYyxPqLeXEVCbjEpGcnPGOe3PTjANedKftJXnv+R2KPJFKOx5efEl5LrDSXNitzeQAw2Udu+IIBtxlVxlm6jqBjgYrm9W1fzGeO4kCeTOHVBGW9irHordeue3vn3Pw14Z0fQbC38R3zPFHN5QSPnMZwB8xHfcCT9Ouara14e8N6/qc8ekSSySQsI5TDaPPEGA6bkUgH2NXGpD+G52/zJcWveUbnhttp9zqcNzdRzIBJdIAX+ZHRQSAcHOAevrx0r1zw3d29zpFtbG6ge+gQJMivkhvxwent6+hrL1j4c2ljFJLL5aZGSVtpomP47B/OvPop7jSNSD6VqkqKRjfcKkSuoPIVpNu4g9+3WuqlP2S0d0Y1IqpurM92fTZzai4aMKCOM968K+IepajrGqXUDWOy10eYxl1B3Dfgbn9iVGDgdQOcivVfCXxO0pd1j4ouZ5LpnxBJHboylMd2jYhj9APxrC8ZXulW/jG/1uxmik0rWNIntrxJN0ZEqxEpgMBy2xFGM/xetKrVlVhbp3WwowVOV7anA6Naf2LqSy3T2d9bRO6qFkbbKVYruRscjIOOmfxrS0/TxqupT6ZHPbRebsjMshLGNmCiWQgfLnLEFmOQoOAM5rDt7Z9S0nThHM0T21vsyB2adwT9cPn6Ka7PTI01rxDDbWaQ317cM8FlaiP91bR+YxaWbC8kszN0wBj733R5ilaTaR32ulct61pUviH7H4d8KWFzNplnw875jgJA5kdgMsxGcD+FWPygsTXQ6nav9lhs21i0tLWK3WFVmO2JlChTsjLcqQvJY8nnoRXW6H4Y0+x0n7Lp18E0u1k36nfRRASajIuSY12/djViPlXOeVA5JbL8Xah4U0+3l1ObSre6uRH+6snVfN56eZ5nKfTBIHaummqVr1kc9R1E7UjL8Pw3NtbiyjXSJLSPhWsHIIHqynOSe5zW0UZfpXjja5b6U9zcu9uNUkuBi2tomiS3B5+Vyc4A44XnPGRzUHijxRrmuorPfNDppPPkt8o4AKnaAT3+9jPtXZDMKSSjCL/BHNLB1XLmk1+J61P4i0m2m8ifV7RZc4MZnXcPwzV6GSG4jEkEiSIejIwIP4ivCdH0WwulDwaDrOqKud04LRxH6BI3Of8AgVeieHvDkdta/wBpeG7m7s50JWbTrxiYyw6owIDKeQd3oQcVvSxM5PZfJ/0mZ1KEYrf7/wCtDt9nFOVRuwVzmpkZ9gBCg9x1qQKv3i3PoBXXc5Tzz4yx7PBln1H+npxn/pnJRSfGbH/CI2hGf+P9Op/6ZyUV4mN/inq4X+GS/D3xDFqmh22nSKY7uzt0UgrtDoMhSuTk8AZPTJrsSteM+GYbBoNNild0uGYu88TZZl2jCZyMYOzIBz2x1x7aEXYuzGzA24GOO3Fd+DrOpC0t0cuLpKnJNdSDb7Ubfaptho212HGQhCegoEZPAU5qwuU6d6tR3AVCNq/XFZznKOyuawhGW7sZ6rt6igwh+AOvFTsu8k5qezaGJszLuHpioqK8XJbl037yi9iT4d+NotQsbjTNXeGz1KxkMTRlsBwuFJGe5IJx6Eda1JfBdqNVuNZtwf7QLb/JdVMbLjhAueAcYJz1ycV5zqCaVpvja78SRtFNc2skLtYO6/vFxGqkDPDKxJBx/IV0l18UrDUoYG02Yx3MLgztC3nIgYEbTgcjOOdvbivnm2n7/Q9nlVvdNnxLbeHvEXge4gkndbNWaWOOGZYZHK7gFBfP3sEAkdCPrXlzeKfE/wBn0qy0fw34hs7OOL9xDaSzzZiXAHzHAYABQMHA9eateNPF8+vRzSW1gtjbeWnmzswJkBHLYGCoB4xnkHNc7qWtTJdWsDatPCLaFBaoHZPIXnbhl5yBkZ6+p61nKSbGotK7Na+1rwzJexXXjLT/ABp9uhGIllZkVPUDEmRn8Kkj8V6XD4fFtpvh/Ro0uX8u0sbmW4uL1QCcZDQsWyeQA2ADgVx+r3HiW+1CLSbnXrrUopJQAlxcyhVJ+XaxOCOvPXp7VpweIrbwno1veTfDvSjdSxq8F0ZxIDGejFQSVJ9TgnI9RmouL0Ymnuc5FDqb2c0dzZPCJ3Lon2RHZST2JcEEdMEVAb++tdP/ALMuba6uLaNvMjguXDLuGedvIB5PY9a14/GlrqMc99LpTRsrZkEM4YqD1IUqOMn1q9JcaFcaTOw0kyzNtJY28YkQZ+bLAk9Bj8fQ13uhGnDnpXd/y+45lVc5ctSy/r1K2h3kc+kzwx6HK98WjW1jQbljUtl34wM44HHViewrtdM1Cx8H+H9O0meV7EXvz6jNEqGeY8ARIxOAu0cnJY9AB284stb1HSBENGluLFZCdk5Ks8nTgEA7ccDA6d/afSbgQ3rXWt3s0NwGLbrrzCZH7de2RyT6fSkvZza96yXf8lohyU4p6X/rqep+JvE9x/ZHlabPZ6fpkDCKCC2voROykZ8yQhiYl65wC2eMHNeRX39nwIn2nVJruPqkNgPs8bA9xLLmRgPeP8ahu7Kzt4mmuL+CO7OXjlt5eSP7xGeT7YGc9ar6V4dvvEdyi6NpWqagZJNhkUBE3dTvbbtHuS3Ga4ZXbOmKSQLZ2uqTwWFxMtqzgrazTy7iOPlRmwOM8ZbgZ6qBz21j8Mtc0CKLUfM07UQi/NapISZUPUK23g+mCKh8LfDO7XxNdaTqF/aaTeMmI1vrEXEjr/F5QP7ph0ywJI9BzXp/hP4ST+F7hXtdUEtvIMTJICCRn7y44B+ufqK6IKMre1d/u/pmFRzj/D08tf6QunRxSWlq8dvJGSu1I5VPmKSfu885zx7138Hh3TY4QrWqNIwBkfkFjjGTg1at9Ms7YJst4yydHZQWB+tWndUGXYKPU1vVxF0o09LfIxp0LNuepw2qacdPvRF95Hy0ZHcen1FVRGe/Fd3dQ28vlXEnWElkYc4yMH60w2Vm0v2prdWkdcDK9uvQ10Qx3urmWpjPCXk7M8G+NVvJH4Ks5GjYKdQjwxHB/dy/4Gium/aO/wCSeaf/ANhWP/0VLRXDWqurLmZ10qfs48p4L5/9lmyuTGrmOKORLRwcAlUJfIIPOcj6jHAzXfWPjebw7DewaoUlublUe0WMu+xyW3KxI7HHHPUYzmuD0zTW1dLdIpUiUr5Za7+RAwX729ccdcbu2ar6gIdR1RoY4i0pG53DuRx94gsWO0Lk/hnpTjUnGNou1/8AL/hhShGTtJXPePCGrT67opvbh4HcysB5B4UcEA+h56Hn1re2V5p8M9P1g+I7j7HqB1HRLeIxlIbjeIgxZkyhwQODzjv6Zx7I2h3gjidY9/mdl6r9a9SlWShFSevmefWpPnbitDH2UbK3IvD145G8LGCM/M2cflV+Pw3BHva4nZlAyCo249z1pyxdKPUUcPUfQ5hCAhUrmo9vNT4BPynNWbTTri9ZlhTO0ZJPAFa3jC8noZ3lOyR4h8TvDOpR6rNq1lazXcN4oWUxoW8jaF7DnB25z07d64i0jn1uGw0/T7UwmHfJK6H7z/3yegAAUe3PrX1JcWM9q7LLGRtIBPbnpzXKX/g+1fVG1nS0htdUKlWZlPlzZ/vgdDkfeH4hhxXl4jBc96lJ67ndRxbjaFRHjXiWJxcQW91cQ+asO+RQCRuyduT0LY78fyqYWWpa8VaysZ52t0RXESEuW6AbepJz2z1qx4l0nULTUby2vIpo5lmjmso5CX8xFU7ihyF+oAPOAK7bQNft/Dd3p1/ttb2RI3M1w0QEuAuSFPDdD1PXnsSK8q0o2iz0FJSTktjjtM8BeJL/AFjF3Y6pZzTP5uJFMbSICWkID4Zm6YAB65OMU3Xb+S5ikZbO/MEExDyxQsUQg9GyecEDhgOnWvQ5/ibdaxdy3ul5j1S0jkSKPyxseJiMcFju5xyD1Cnb2rzbVNSGraVqIlvmBjdmFlkqj4OSy87SRnd6kZ69tHFNe67/ANfmCk09UVrO70tba/mEai4e2z5K252Nj7wJxkAjB6+vsavM7W2mSXyiO2nimJtyGMhmGOQ43sQCcjHGPT05680ZLJLww3hWOKGJ1DHazllyVIUHPQ45FXLW+sbCxWC+s5oYZSWUxDI5x/EGBJGParjjKtOCjD+vxB4elOTlI2rfw9c65FHqUEdvbidf9VJKu1iOGODjaMg46dOuKy9e8OajaToL9LqOFMKkisskYz6gsNo9yx+tGoW/kRA2V3czxyIGjiWLPOORglsfmfqeg6n4eeB9Rkv0vdYtBHYAecI5oVEjuegyV3KB14IrdVquIVlT/NL16/gYzp06OvP8tL/16mL4R+HV1rmswwOgS2Ro5muvJkZHTOSoO0pux0B47V9MaRa22lRNZWq+VbM5cRxwRRKpPoEVR+fNLoVlCLcKqgKDwq8AVupbRRjhR9ahx5Hyy1Y1LmXMisbS1LjzFjnkBEkauASCOhGe/vVOTXvLuvLe3K44YZzitnco4yPzqKa2gm5liViO5FJNdQEiu4ZYw4cDPY1HLLFP8m4Y+tUZhGu5UhOAeiis9xvBMLsh9GppX2C5Zu7iWWdbO0iZie54HFbg/dqq/wAKjHPWsW0ScwtvZd2eH71ajt7tnY+YME8kmtajTSS6GcE7tt7nmf7RxH/CvNP/AOwrH/6Kloqn+0IZF8CWMcjlsanHjP8A1ylorBmp8+Wmqz2UQEMkivsMfDALsOSQRjnkjv04ORUukadea5qcVtEJJZZsoNg3uTt4GMjA6DJIA+lVo70xWXkqsTZYFt0fzcZ43Z6HPI6HFXtLmaJglhNcAyRgTR7QfNkBJ2AA5KkDPbkD0FNO71F6HofgnVvE2l+LrbQNNvINPSKdIr95liaPchK7QyYDgI3C7jlgx6nNfTQvYH2mJxID3U8fnXnHhv4cXVhYyzSy28E08nmKiZfy02gBN2TwOeASOTiujh0TUbaMRQ3cAA7AkHH0rS0LavUXNLax0b30ShSCDn9Kp3d+XSRETKEYORVS206Swim+0Oj+aR8ytwPwNL51r5eC+yNO5IG8+mKFyp6Cd2PTToWjjaPaS33uOlakcMdrH+5CqW6k965mx8Q20tlE9pJkSIJPQjcM9KkN6+QVl3OeBjrzVvmnuxKMY9C5rF5DPCsSHcQctxVSCC0kGUUgg9zVI3WktqSWH9p2hvXJAt/tC+YxHXC5zxzWhZz24uZ7O3uImuYApmhVgWQNnbuHbODj6VrG8Y2TMpRUndo5zxla+G7q90a18SofsjmYRuD9xyFAyevPTjuRXhfiFf8AhH9UklTWIrsCSZI0clm8snjdzwTuyMZ75r6P8ReG7DXdNSPUbkWskMgmgmLKCjD69QRwR/KvKfiRYvptiuoaDYlS0z/aXi/jQBfmU4wQTnJGCc8gcZ8/EP39ep1UbctkcRo9hHDYw2zzlUuolV2QHMyGQELkA44H0yvXIrLvrFtOLW6PE828AQhWWQGItgkk53EE/d4PYjFUb/Wr97j7a+5YbpNsZGcKVAUc9yNq5B68HHIrp5rE6zptysmnyyziM+XNHkLu2KQSwBABJbAJGQO2K57OLv3N7ORiXF9CtxEZyPNdGilUMMKGQqDxzgKz4XHXggjr6loP7P8AZPBBqGpaybu3kQOILMYVh1A8w8kf8BBry5b17azNrcQ3MsS8HeT0UkA71wQoDEc7h14Ga774Q+J7nT/Fraa9476TcWjuI2kVIrZl5LYU7e2MjnkZruhCNr7nNVU0+W9j1DTvCNhoq407Sre24xlEG7HpuPJ/E1e+xz5wImJ+lacd9HdEPDuaP/noVIB+mev1HHvVlZOcZya7o1mlojhlQTerMm1NzA+0I4xzVuae5K/KZAcc1eYNGR5g2gjik8yIMoZxluAPWsanLN8zRtT5oK1znmvLoN80zL+FRveXzH5LljXSSfZFwbjYB1G40y4trGO2lvipZEQyEow5A9MkCsuWKNeeRz0V1fGQAyMSeK5jxTrmq2M5htpFRSgIl8wAE5x3H8jUeu+MdE1G+hMjz2cVlLuV0BVzlTkkbgGA7pjJGcZzisC+8TXmq21nbx6WtuzTMI3jQKtwSGPJ7EgE44z15rlq1Y2aj+BSvf3jvPDHiZtXspVkilXySFZ3GA59v8966e0v5ANiPke9eX2WnanpSvcyJPNukRoYI5fL8xsc4yBuTkHpgZJzjiuxsZLmeyS6V4uUUsokBKEgHBx35rWm+aKUtwflscp+0JFMPAVhNIylW1OMYHX/AFUtFYnxo1VrrwTb2jMW8vU0JJ9fKk/xooasxo8Hq5pUSzavZRySeVG88atJtztBYc471TrU0cyS3UFhAIYLmeZQt1JuzHkjHTOB17Hr7URV2kM+pV+IGn317PpGgzzSTWKBGjFv5SnbgEKWwPfHpVTxPruqaPodzqKtFctEAfL34B5GcnoOO9cx8IvBOp6de3N9JNJaW29lkiQrtuR0jyCDjGXPUHlfetn4z6s3h/wnbw20jRS3M3EqwK6/LztbIOMkgj/dq6vuQv1Mee7smcF4R+JOu67qtnoNzMXuJJZB5xIYMoVmAOMDjHUda9Nma8tNNuZ7k5SCJpGKg4OBnoa8N+EUtg3xS0yTUQNpMnl4TjzCjbeB05PvjjoBkfQvjCOCPSpyi5e7aKyTBwCZZBGAw7j5/fvR73sy9OZXKej6T5WlW0I+R44kjbemDkKB1pNW8H6hrcK28GrPZjo5QA7h7jgnvxnHJyDVy71bSfCiIl/qaiZ1A2MdxVBgZwBnH4VyWqfEuGK9jWzmZB825ypIYjJ2gBTnOB0xjJ6EUp1ow0bsFk3cxvif8KbPRtGi1zTbm4ZbFY0mRFzJt3AbxggA5Ppj+def6r45mudVFza3F3aGaKOK62XRMk7RqEDSNwDkZPBPU/dzXuumeO9I1TSo7iS/iMF1iNhMwALEfMhye3Q54+uRnynRND0ebxx4kkudLFzAi3U9rD5RaP5ZiqgYI6jdj3X61LpuL92WjNIS5tLDV8dtZwSLp2qtHHMMEtNJmNRn7wAIz9Mj3qpd/ECGfzLUzXS4jEdtPcEsiDIO8gAkngjj16V0fjbwv4ekmj8ReGIIEspIJLbUII1VUiLLsjZY+oYMQDgckBupJPZS+CPhbquj3M1pYQxwqC3mpcuhDDsm5sZ45GPTjkVE6N9W9y1V5eh4pDbvrE0tleWbzXOPNWSJNyop5DAJjgjJ98j8elttft7GGKCO4Z7dSSYvIw0pOASPY5OQCAM4zjk20hsoPCk9npMTzAJEbyWM+ckBA6LJt6bnY4J+UuOeSR540DjUrYPdKgvCIhPJGMCIsV3HdgkehwM7fy4Z05QqNX/P+tRVJtyvfc1NQnsbqCW4tFTfGSrIUztjYYB6kZ9MMTnGR1r2L4deF4IIV1SWzTUNSljzbXVzL+7iQYyqKVBGCOXAOexIrw9rKfRr+xtb9ba4hlYXESMqxrKpOAztwf4W4JOCCP4q6fTNXudI1drpBdfarWLyvISd2SPrgyKrBW4UEKDj5R6EC8POFKSu7oS5quie59FpFNbTZubpDuPEYAAHtnqf0q5LPDZ3FhCrKbi7kwoJGdoBZiB+AGfevl+fxjqd/eJNf3VzIzvsjjEipGFJxuCAD9c/XvX05Y614euPKtrXV9LuSnMax3EbMMDrgHr16Cu11/aaREqDXnbyLuoqPKR2+6pwfxrwL4h/ECS0+IOjrpkp+z6VIZJMHKys2QynH+zkevJxX0Is1vccLJFJ7Bga8h8Z2Ph2wd01PRUh1a7mmkt5rdJEiMSl/LYsu4FiCgI7FgSFB5mrVlGFkQ4pO8jl9W8b6trlzcmNhDbvIUiIIxEDjAZunBGc9etZOr+M7zxBp0Vot9HZWsZLpGzDypACQRznq2Tg8gEe2MJib8zRGe3ELSDLRSKVxw2dp5OAwOM9eD0NZEXm2+plrdoXnibeycxIAqjJycDAGOOeM/j50a9Sd+Z/IanZ3S0OltX0+SRbZ7y0LcBlDyEnAXGzjnkEYJ/Gux0u4v8AVo9NuRKyrpt4WcY+bhGBIQgkZJ5AHJ3c5rzy9W3gl8u8Nv8AaJGAe4X5gWIYnBGM9x6HtXW6X4lmh0YR29xCsmn3Sz4iuSEUFT5mVHUEjOM9+e5rWjUilc7VTjV1h1OmaezvdO1Ey6VHcxrFPK1y9wwNrLtONqKu3aSqY+Y5yee1bmntBp1hZWsEEr6pfjYgmOTbRLwqMem7jng4+bsoFcTqviOLVtMcSyzIzEJcyk7RGgYyMWx+h9CAMZxVfwFqNnJ4iTVLaEzy+VK9vavMdys8jRqFwCcrGn/kTrzWt+aScfv7B7NU6fNPz/T8DQ+OGkQab4I08wq4xfqjGRvmkOyQlyueMnJ/GitX48Tm7+FWkXDQG3d9Tj3RH+AiKYEdB3HpRXScSbauz5vjZVlRnTcgILKDjI9M16fqi2Catp+tjT2+zmyV1GVwuFJwQCcNz0Jz0PufOLfTL+7gae2sriaJW2M8cRYBsZxkDrjmun0Ca3n8J3SXDRmW1nRUUKgYRSH5z/eb5gvJxjjDDOK4sVDmanF7aP5iaueq2HxvsZYcx2r2lvE53BlXLLgdl6H0/wAmovGlj4n+KtrZHw8hj0NN2+S4lEaSyg4Py8ltpBGQMZz6GuHu9Ce5tNL0C0nkWwi3NdzmNlBwC+4g9PvMBweh7Yr6F8JWMWmeC9FsoEVI0tI32ryAWG484GeWPOATTq4+U4Pl7/hr+di6VCLdzwdPgH4xi2ypd6SHQ7lxO+c/98V6FH4Z8XS6bpFlf+ZOYLqGS4kE6t8salt24kMSXCjp39s16hzjFAzjFYxxtWJ0OjE8D8YeDvGev6q040Yxp84RyVZhknGdre/Xn0wBxVPRPBuo2t1HFrHhXUr23aPymdZPK2AY6YB4zk89ePSvojtjpTWBx1Nc/tZXvLUSoRPlPxRYXNo8sNj4T1vTITJkG4Z5FJBJ3A+WvPOOtXYtUvbbwu0N5bSWsgUES+W2+ZDI0ihj0J3zHt29uPqFTkYIGKPNweFArSWIbXLshOhfY+O7HxddWETwKn7l5A7ruOHGQ3zA5zyqEYxjHftan8a30yyeYxuFuNzMrZXax+8/yMMHj8gB0r65lt7W4H+kQxyA84dc1nP4c8OTHEmg6bIB/wA9LSNv5im6sJO7j+JPsX0Pnu08ealqOh2mhiUxNaEeXAFQLKAu1VwMNu2jABJPOc9Kp/6D9pkmv4GWJICwKHGWVS6pzkr84QemT16V9Ey+DPCUzh28OaUHGMMtnGpGOnIH0pk/hHw1csyzaPbkMPmCbk3D0O0jI+tZVZqU+b9TaMIte8vuPke9El1dQ28QTePkjhUnAA6Y3HjJyQP9r3ouJbuCaWWWUu0zsrOvQnOWwxHqT09a+opfhJ8P5XaQ+H8MTklbyYfpvpl78IfA9/OZpdOu0kxgFLp/lx0xk11rE09F0IUGndHztDvGswI0s5V2hxtXAPC9ufUfSvYPh7YaHHq8d1p9zdXd5HBmSI2zx+USQpKsjZPBY9DwDnBNbkHwW8LW2s22pRz6oXglSQRNOpRtuMA/LnnHPPeu0vNB0a5JYaPpwkbO5ntlbtgY4GP8/WlGrScuZs68NiHShUg7+92t+P8AwGitHqJg1dtNt0ufmV7g58w+WCVGMNGScsWYE9MEccV5T438MaZPe6hfT6naYeZZmtC5+1I20M3yFV4G8+mAw6GvW38LaNIrOthFBMRjzbUeUwGCByB1AOfqM1ia98NNL12K7InuIbqbJWZ5GmI+RVwd5JI+XPBB7dKutVhKPuscK0IJ2W6s9tf67ngenG0GnzCdlnEEatAolKADClznk8Ag4Bx97joTmawmnwxwS28TAyNtnG8qvJbCkkZZRtBOAB29DXtkXwUuo7KOBdYt2IADEQlAQNo6A8nA/pyOKy9U+BviG9dmj1XTjuHIlaRsHPOCVOc9yc5OK56UZSlzWZxKMJR952Z5JI0l46XsnySwgHCtIEijx8u3DcDI4HGc5HFNku54pJ7mZUlilEZDyNtZ8gbQwPJAG4d+nU8E+mP8A/FH2tZo7zRIRHgxrBJKhLDoxOzhs49apat8C/FUq7rO009JSB5pjvSVlJzk4ZRjt7denArpSUXy2f3bFKqqbtDY4iO8muNPvIkVoWSEjapyZSV27cDqMMDnvg13PgW18O6XNFqniS8SK6to1ljsVtiGfgAAHgYyVbHT5j0w1Yf/AApT4gQYjGjQToRg4u4gBz2ywPT+ZrVsPhf41so2W50MNbNFk26yxMyEcZVgeTxuxkZz680ptUlfcuU41o2bLvxM1+01b4RadDBZXFm6asrhJzkyLsm+YN35OD/QEUVx/jjw34p0PR4n1i1kTTzOiRSOw/1m18gDOeQCeR/XJXVTnzxUjkas7HA0UUVYgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==)
The Proud Rooster – Sean Guerrero (Fair Oaks) – flickr/etgeek
„Természetesen kétharmaddal bármi megszavazható pro forma, akár az is, hogy a Nap reggel megy le és este kel fel. A kakasokat azonban ez nem fogja megzavarni. Sőt, némelyik előbb-utóbb igényt tart a gyémánt félkrajcárjára is.”
- Részletek
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Lánczos Vera
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2011. november 01. kedd, 04:15
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)
American Secession War, Battle of Gettysburg (Currier and Ives) - Wikipedia
„Ha tetszik, ha nem, akik eltávoztak, létrehozhatnak új pártot és frakciót, függetlenül attól, hogy korábbi pártjuk ezt minek szeretné nevezni, vagy hogy hajlandó volt-e osztozkodni a távozókkal. Az alapkérdés szempontjából ez mellékkörülmény.”