Tỷ giá USD trong nước
Ngân hàng Nhà nước công bố tỷ giá trung tâm của đồng Việt Nam với đô la Mỹ ở mức 23.606 VND/USD (tăng 3 đồng so với hôm qua). Tỷ giá tham khảo tại Sở giao dịch NHNN hiện mua vào ở mức 24.450 VND/USD (không đổi) và bán ra ở mức 24.780 VND/USD (không đổi).
Tỷ giá USD hôm nay tại các ngân hàng Thương mại tương đối ổn định. Ngân hàng Á Châu không đổi cả giá mua và giá bán ở mức 23.250 – 23.700 VND/USD. Ngân hàng VPBank không đổi cả giá mua và giá bán ở mức 23.272 – 23.582 VND/USD. Ngân hàng Đông Á không đổi cả giá mua và giá bán ở mức 23.310 – 23.620 VND/USD. Vietcombank không đổi cả giá mua và giá bán ở mức 23.250 – 23.600 VND/USD. Ngân hàng BIDV tăng 3 đồng cả giá mua và giá bán lên mức 23.285 – 23.585 VND/USD. Ngân hàng Agribank giữ nguyên cả giá mua và giá bán ở mức 23.270 – 23.590 VND/USD
Giá mua USD hiện nằm trong khoảng từ 23.250 – 23.333 VND/USD, còn bán ra 23.543 –23.700 VND/USD. Trong đó, Ngân hàng HSBC vừa có giá mua USD cao nhất vừa có giá bán USD thấp nhất so với các ngân hàng khác.
Giá USD tự do niêm yết ở mức mua vào 23.370 đồng/USD (giảm 10 đồng so với hôm qua) và bán ra 23.470 đồng/USD (giảm 30 đồng).
Tỷ giá USD ngày 18/1/2023
ĐVT: đ/USD
![Tỷ giá USD ngày 18/1/2023 tại các ngân hàng tương đối ổn định Tỷ giá USD ngày 18/1/2023 tại các ngân hàng tương đối ổn định](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAsYAAAFWCAYAAABq5ltrAAAgAElEQVR4nOzdb4gjeZ7f+XcdAzMHC9NzCE8lXhhRDMk8EVeHAqbiwUE9WDR6MKLa+GArwJCtJzljSOExeuDqR+oAQ7UhxcyghetJMOp8FOVH7i7NYa3OD8p4jyhDLNMu+cFc4i5rwJDZrtijB9bsLKyJe/CLkCJCIaWU/1P5eUFSlYq/Cn1/oW/8ft+IvBdFUYSIiIiIyB33P133DoiIiIiI3ARKjEVEREREgG+kf3n79u117YeIiIiIyLX6Rv6FBw8eXMd+iMg1ePv2rdq8XAvFntx1agM3k0opRERERERQYiwiIiIiAigxFhEREREBlBiLiIiIiABKjEVEREREACXGInLrjelaFlZ3fN07InIOIYOWhWVZWK0B4XXvjsgdpcRYRG65Cu1hB9s7YKBsQm6tEo1eH8fpE/QalK57d0TuKCXGInL7lRr0gh4NZRNyq1VotyvXvRMLhYOWerRl462XGIcDWpaFZXVJD1qOuxaW1VqjtyYe+syt50z7snT4NBmaOsd2RO6yaZvPfxmmhn3XavtrbG/up8UgjM8duS/m9c9B595RBq1ke2O6OsdcvKuOvVX359JKds7/fZUkrkW7uGzaqkqNHkHQx/GPOD77amQN04uRuZ+iOCk+P8p6zthj7HFwjrPRuNvEc/r0HY/mpdYFxkNTeIz0rSVyPukvw9Bn5F/CNkoNekFAEAQMOzYATt/8HizqER53aXoO/X4Zt35VCWqJxm4Zt25hWU0mnR1m/XxjuvpiulhXEXvXLBy4uHTodyY0b3D8jLsjakGbm9uvvZlm58GAYNjBxpuPk/EID4e+SnHOZe5PQq/Kd10G9tmGLivtgACA5N/LVKEdXP5WRDafx2jcplIBjo/wsbFtH/9KkxTTntuZl9okTfxKm3qlTRC0cy+O6VpNPLvDzhXuyua7CbF3uUqNHkEDoBH/ezNV2vmYlytXsqnZ4McXjNM0LHUulLM7R42xj3tY3DeT6frvdnNd++lhsOxQ2HSoZ7BoCK3A5CA19JruLTrHdsbd2XKtLl2VY8hd5zg4gBcPvYxHHlCmXJ7Nki9nmBu6TberMw9Jzw8Vmu3Ot+N1zieF81pdxplzwYJzxPS9hAxaTTwA36V+paUdG2yF2FsUa63pB5CU7y0bhp6uLFvOk4/TBd85y/ZhvowhXzaR+75KbXPargbdNdtOccni5KC1YD25Y5RrK/kh/dasocclJoPrKXG5i5JRE6cW99xfUF41/Sy7qdhZvO5NdbbE2OnQsYGiu8DDAa7rg9M3w6HbE/NFERt367i+Qz8ITK0SPq6b/ZC8ozK9ZCjVd1mQfxt+md300ELc0M++nTHdpgd2h2EQEOyCt0G9EiJns822DUwmhIRMJoBTo7bq4uGAVtPD7gxnZRJe81z1jmCShqZn0xnG7dx3qedWus75JDMvHs2DbYapZd1BuOS9JKVbxOcP3Qx4Mc4Ze8kFS3JOz31XZGcd0Kq7+PH3V9B3wGumEmwWfucsU2rsZpL7bGITMmilvq+GHez8NvEZsUMQBPQdir97i94zNp1htuzBL+8WtMHZSMcwCAiCIR1c6klSPe5Sd/3pcH7fiUeNs1+olHvJcVnccSZn4zVTyWndxcehH9+oeeF5lQe1IDAjYiuse9Ocsce4TKMTB787YJKaEvojTHs3H1hyQkhU2gFBsMOkZWrz0klzYrps3CUwmSz5CJIrplKZspmZ8DzbGY/wALtmm+GJyg5xqaPIHVbGrtngj/DH5kvd3t5affG4drhXPsSyLOruRVxtjhmZxoptGis1k31kesjWOZ8k7ymZNzkPlNLdk5fyXmSxc8YeJRq9gKBX5nCaVBTLf3+ZoemAXvoKZ8F3znLZ2MxsJ9/7lwyTj/zUem1qJsjZ2rYBn6Mld795zTqmf2r+4mzZ956zm9SmlmjsOpDcnxMfh52J6X1sFn+hnuG4yKoyNcaBuXeqGffeXlpexWrr3jRnL6UoNdh1ML0oqSN1fOQDNovOW2ZYqI5b7scf7uU463bCyQSAclldPSJp5oTqMzoY4ae+qFeSDNE1J3SGsxvrLoTvUo97UswX9oRl5/xlVmr3l/lepNC5Ym86FNxk0hnGPZrFTvv+Oo9KLUk0Q3yTCVNLd+V6zbhH0CS1XMCTH7wV7zpPvveKmMS5G18EluknvdZyjSrsdGYXSJeZV11VznaTnOs5xpWd+RPM8qvZpIenw/BSn9V49u2sdDUlchdVajiA7/tAmXWuHac9ZAU9WOc2Hf495ekVF+RS34sUO0fszXpk+9me3wKr9MaeWfwevAM3Vx8aS8o3pj9nf/KD3RmuWHJhZEZEcsrlUlzXPV+WITfBZeZVV5Wz3Szn+wMfpQadXG9Jya5hM7tSDQcH813v8ZVw4bSLdJbtJCfgZBhrfIhGSkUAtkytJ8x/qZNPKpJesSxzwTnm8EIaVTw87Y/wp88TvrpneBa/l9Qxkgu0PPbyHRomkcuJh/bHh4tLKfLfX8noQGuF7PL0fUji1c+Wa8SlE9MSoAt4XnK5XKLSXqMedJq0p26SP/DI9mrHbTsccHAXxtNvtIJRh8vMq64qZ7shzv2X7/I1xNNkOR4Wcqmlpldom8tYmvGwjONwIUNGWefZTrxsMjw72laNsQgAJVPrSepLPT01ucGoaWFZh1CzU9PMDbu+WzdD2o6DuZ/qfClspR3Qd/zp84Sv4hmey99LfIzi88elPqb9Tlkee8m9IOYzaTHZTn0rJd9J8WfSnDg405v58ptp0Itvfpve5LRCT/Op+5DMUkteSyecJRq9IR3bfF9ZdRf/Qnro4uH20260iudtJzevJuUcdBjGvdYmyY7bdt2lbL5QL6dnXQplbr6z6rh+0oN/mXnVVeVsN8u9KIqi5Je3b9/y4MGDC95EfLer0ye4lV3x8R3DdBjqodmyYS6nzYuc7k7G3riL1fRM2cSt/D6Ui3Qn28AtcO4e4znJ8z2T4cxwwoR17yK+RnN/9vqYIx8ol5UUi8jM3LNyRZZLyisKe71F5EY481++W6jSNn/q2XOpW655zekT3Ja7VEoNOp0RddejacXVNHes8FxERC5SPHIK4PTR14nIzXUFpRQiclOpzct1UezJXac2cDNdfCmFiIiIiMgtpMRYRERERAQlxiIiIiIigBJjERERERFAibGIiIiICKDEWEREREQEUGIsIiIiIgIoMRYRERERAZQYi4iIiIgABX/5TkRERETkLvpG/gX9eUKRu0N/klSui2JP7jq1gZtJpRQiIiIiIigxFhEREREBlBiLiIiIiABKjEVEREREACXGIiIiIiKAEmMREREREUCJsYiIiIgIoMRYRERERARYKzEe07UsLKvLOD+la2FZFt2/GNCyLKxufo6bIxy0zL5e+C7Gx6c1IFxp9i6W1WLw77tYhces4HiH8fFN/cwWS+af/2kNwsw8s99FTpe0mfmYI47jZFqLxaGVi89MOwkZtHJxO91Iftr8+Uc21+XHXm4bS+NSsSfXYY1z59LEJrueTB6QaUtrTNtUUcqXX34ZLfNmvxpVq9Vo/0361XfRy71qVK3uR2/evYz2qtWomp1hyfr2opfvVpr1wrx7uVfwHi7Cm2i/Wo2qey+j099SfMz2XkbvkuWq+1H2sOaO5Zv9qFqtRnupA5a8F/Na8fbzn5n5PbctubNOa/Mm7lLx8mY/qlbjdvvuZbRXTbXh/LxTJt5nsRvH/7QRvon2F8Xkm/1MTL/ZX/38IjfbjYi9XHy9e7m3cJpiTy7aqW3glPjNxmR+3vx60vmWyRfMoma52WrSbWvZtM21VilFpeYAMJmkrhhCn5EPODUqpQa9ICBoV05d17hr0fTWyuE3R3zM7JpNiQrmsE7IHtYR5rBWgDHdpgdOn16jNJ2n1OgRBEHmtbz8Z2Z+9xip60NWUWkTBG2mLbqyQ8f2OToGSg16QY9p+FVqOLk4Nko0euk4LdHYdWAyMT0f4YSJvc1WwebHIy9uJ8nmO9jJcrLZriD2wskEyuVpfJXK5ek0xZ5cv+XxW2mn860Sds3GPzqeX834ENcvU56mChXaQUC7QpyPONSmq2mw68TtbNm0DbZejfHWNjbgj/zpySFJ4OztrdlQ/6Jh0Pj1cNCKk2Iftz7rml82bLZ42qyEYdBNd/ePM9ueG2GYpMoSMkMT+ZKE2fCZKRlpMRh0Tx26SPa3aNjBHDObml2KD6sN+Iz86VHFH/mAzfYWMB7hJcd4TeORB6ltJZ+hp8xYLlg4OMCza9iLr9OKHR/hp5KT1BoxeUtuin/Ehp+XZU1njb10IgzpRFmxJ7fNmEPXjzvTssLJxHReFi12fIRf0DExmYTLp22w9RLjkk3NZMaYHG6WwNXmzkghg1Yd13foBwHBsIPtNWkNQkqNHn0HwKYzNFdD4aBF3fVx+gFBENB3wGuaurH8tKDv4DVzSac/gp2AIOjjAL7b5Gh39rvXzNaHeUdl07vdd8B3cQdhvM9NPLvDMNlnPJqZ5NdnxM50H/EO5mvbxl3qrj/Xw5s4PvKB2dVbya5lLziSXvj4RB9OJkDBSbqI71JPJfZND+xOZ9azUipThsyXgcjKxoe46R4E8yJdyzJtdLdRkODmhQwOZr1x4WSCPTlYrZazVKZc2DMoG+8SYo9Km2D3aHrOdOksHvFU7Mm1y8Vv8uqghWWZ3GWnIHxNzjG7H+y0WuGt7QU9z6dM2xRrPpXCdNVPezdzCVxGusQCpkl1urc5NXOcYM9OepV2QBD0aJTiaekPvLJDZ25dSaK5xbZNal3J71nTq6pKzSTSI58wHrYIemUOLQur7uLPLTnf05uJEd+lbrJRhoUnWNMTkZG74Jj2wueCfyVJUh//DDs2vltP9WzHx0M9H7I2U9Lj9Nu5ngczLBcEfWiefmNrOHBx6dCJr9aOj3x8arO4HW5zsOpNrHJHXE7shYMW1qg2PV92cG/0zeNyt+XjN5GUVQ5rI+qLzp1ek1EtyQ2G1Eb1S3gIwWZY+3Ft097No2PTzc4pCZzXjK9Q6rg+CxKyY45MPUZBnWE8rUh6XQtqFE+XThST0o8mk84w7jE+o2mv+ipmFxzmsGZ74UvlMnC24YtSYxdTwqweYjkPM5oy6QxZfAuBqZdfWqYz7lJ3y/R7s969SjsgSP1OqUx5UfsJJ0xI18rJ5rus2DOdLumh55Jdwy4aBQTFnlyvgnNnXsmuYRecO7e2bXD6qfZjco5F7eX4yF9Yurls2qZY/znGSe+mN6Kbr18t4vSnV+PmJ3/FD8t7MYt7fIFzJMNpqaR82stdXAKxGof+sIONj3u4+uVYcsHhjbqYw5rqhU96tTd8+EJuqjFdq86oNlypXSw6aYaDFlYT+oXngLwy5VIJUwKaO8tfSLuX2+E6Yg9AsSc3x/rnzuwrSeda2jTB3drGLsi9yuXS8mkb7Ax/4CPp3fTw8glcZrZZAj2GuRvztjLZ7mydyQWMqZlpMQjjab7LNM8cH+L6Zyw1iHkH8XBDcmNbel3JXcmHRaUUp7C32So16HRs8JoFQxXmhDtnery8+f2hQtsUXWfqgpbd4Dc19/6W9c6L5IQDWvEIylxiEg5oZeqBx4y84gvlcdcyvR1zJ3YzSpN9buYILy7BqtScTMnU+NBdcKOebJxLjz3z3ZJJfo+P8OPvNMWe3ASL49dMy+QE/gi/6Ca7Sg0nMxISMpnE7aVkU7NTT6oKBxx48Y3/y6ZtsG+cZSFz9WFSxsXJaYlGbwitOk0rfi5bqu7W9JC6uHUL1+kTtHsMaVFvWiRPcXP6gblprFE8zazqbL2oTtnccBGvLD7xNuh0RtRdl7rlgu3g2B7eZEK4Yj/D9N03dnFcH+9gwE5u6MNcFJibOCqz8WNmh7XgBF9pEwy3adXrWG7qfeSPgx/ve+bNpnrAwwkTyDyiSGSRpN4dNxt3dmdIr9Gg1zdPaElM22x88+3RbkC7MjajIHizc4GZm37Qnp4npuu3Owx7qXsA/GYqph36wXptUW6nq4i9SqPHbtdiuhq7wzA5Xyv25NqdEr/tIbVF585xF+tgO47nCu1g1zxxK1lDP6BdguQC0U3lV3ZnGLelZdM2170oiqLkl7dv3/LgwYPr3J+7IRzQqrtQ1BNy2cZdrKaXSqjlLrvUNj/u0qWtOJNCij256y435woZdH3s9ipPa5G0M5RSyLklT+i4hpph81zj/COPRC7eeITiTK6FYk/uvNDnaPvs5aZ3mRLjaxH/9ZpFdz9fGjMsY3d21iwMEVlfpb3qjU4iF0uxJ3deqUF702seLsmZaozlAlTaBMGVb5T21W9URERE5FZQj7GIiIiICEqMRUREREQAJcYiIiIiIoASYxERERERQImxiIiIiAigxFhEREREBFBiLCIiIiICKDEWEREREQGUGIuIiIiIAEqMRUREREQAuBdFUZT88vbt2+vcFxERERGRa/ON/AsPHjy4jv0QkWvw9u1btXm5Foo9uevUBm4mlVKIiIiIiKDEWEREREQEUGIsIiIiIgIoMRYRERERAZQYi4iIiIgASowvRThoYVkW3fF174mIiIiIrEqJ8YUbc+j6OP2AduW690VEREREVjX3HGM5rwrtILjunRARkevw11/z9d8B33iP9/7oundGRNa1Xo9xOKBlWVhWl3SVwLhrYVktBuGqKxrTLVjPmfYlV69QtC9XV9qQvK/5/SoWMmjF8xcst8p+J/O0Vj/4S9aT+zzG3el+LdoHc7xTP60B0z2Zxsv8T7K+wu3KjZLEWGEspGJk+Tkg1TbycbK0HeSnKVbukouJvVwMLTiZjbv589x6sff1b1/ws/0y97rf4Tu//A7f6d7j/j9/yi+Ck7Xes0jWGufOxV/Uhd/D0/lz0zP5xLJpmypK+fLLL6Ol3r2M9qrVqFqtRnsv301ffrNfjarVvSj10lJv9qtRdf/N9N8zSfYlt/yifTnXtlb1Zj+qxsenWt2Plm/tTbRfrUbVvZfRdFeT9xS/9u7lXlStVqOFu/3uZbRX3Ytevon/XfH4L9yXwmMZ/8ztxLvo5V7+fcbrSV4r/IyS5eL9jefZO/vOyzmc2ubf7Gc/4zf7uc8uFXf5eafMZz77jOMYmMbFm2h/UXt5s59pI1fSjuVKXE3s5WMmH4upefLn2jVi77/83z+JfvgRER8R8dH3oif/507q9+9GP/J+E/3Novf5m+cRHz2P/NzLfj9e/udedLxo2WMvehJv5/lvMktHz+PXnwwWLi3X7NQ2cMq5c5XYLl5tuv2Y5WarWXXa5jpzjbHvumv0EGdV2gFBuzL99ypcxbbGIw+wcRwb8Bgt6V4Yd5t4OPR7DUrJi6UGvSAgSL+2TKlBL+jRqMT/rrRQ4Y7jAU4tfXzGmLfjYN7OKNNbEg5cXN+mM2wzW8qUkQRB+rW5ncau2YDP0TFQsqnZ4I987sB16O1TaWc/z8oOHTv57HJxV6nhMGEy90GWaPQCetMZSzR2HZhMzGceTpjY22wVbH488rBr9rQ9VHY62MlystkuJPby535z/vGPjuPfTW9ccxKf51JWjr3Jp/z0//kV/wGA77Hzw1d89tNPefXkOT8E4Cv+/P/9gF988Yf5nfviY+59/uHcyye/fh8bn6gTcfz9F2x9+rrgAL3m41+94OlPIqKOD5+/z4sTgBNe/MKGJxFR55in/3mLj78oWFxugeXnzuWxvUjIwHWh0zHtJ/QZ+Q7Tr/9Sg10nbmfLpm2wc9x85+MeFmd+meGvbtcMA0y7//PDU7MhsGnpwCA1BJ8ZNlhffiiuNdtYXIoxSO1Pejguu5/dbveUYYQkkayxs1PD5JKLMuNk3uJkIG9y0CoeKskPj0ynjRcc8+KhQJPQp4LfvIh5Ozvs1PKJfog/8oEy5bWT8WTZZHslymXAH+Er27nVwsEBnl3DXjcmjo/wy+WCi8GQyQTK+SDzj9jw87KsafXYi2+OTp3sav2AoLfDdnaNK8beH3j1b5/x50CSFH9aLwPwrYfPUsnxf+TDV58xV1Tx8BnRTzyeZF484dV/Bq/+CID7P37G89+9Yi41/uIVH37vGU/vAzzigyq8CE7g5BUv8PjgIcB9nj5+zodfFCXWslnmY7t4tkNc32E3SbaPj/ALcpHJJFw+bYOdLTF2OnRswDuY7zUOB7iuD06fIAgYbk/wUpPH3Tqu79APAoKgj4OP62aTX++oTC8IGHZs8F0W5N/xzM1MctjMbox6/ISIIAjoOwU93d4R5V5AMOxgp5J90yNKvOyQ7YnHUtNE0qYU94Lme1lnx2jCBKAwGZjnl3fNsezY4DVNHVw4oNX0sDvD+WlrMV8A+SQ96f2u2SVKdj7RP+bIn19mocxnVI+P66wnaGs71YMsN1t8Us2ee82FWN31cXZXGe0IGRzMeuPCyQR7crBaLWepTHlBz6BsuHPGnukkaeLZHXZm3dBUVh1ILIy93/LFyVfkk+JEJjn+/Wt+W9BpPOfkFS9+/4jy/eSFMuVvv2aSy6pff/EhT0qz7d3/40d8Hk44CV7w+XtlpovfL/Pk68l8Ui63UPbcOX21MLaXLN/ZWTKqa76TF/U8L5u2Kc7YY1ym0YkTSXdgkrxY6I/wmQ3Llxq7OKnplXZAEOwwaVnmgyxY+3TZchk45eokTsCTn352YwRBwM6kNZ80zzZmAqRUpmw2RljQq9nYdQoWnkknkrNygeXlFKsqPB5x2UWvfIgVfzGcTZzkZsx6v83bOSXRP/UNzH9GXnPW+77S5yw3wJhu08tc1BhJCU0fmqff5BoOXFw6dOIei+MjH58awyRGhtscnHOkSDbN+WOv1OiZToTaiPqFxdcf+MP/AL75jGf1Mvz1b/l0aOoWTv7iBa+/hm89/CkffRdgwsnXZ93O53OJcaGvJ/y3otd/P8l8T8vtlD93JlaO7dBn5Cd5iixy9lKKUoNdB/Bd3FTCeWy6Etle0JVonmJQxy334x7jSxSXGtTdMv180rzUmj2i+USSWbJXWE6RScLPKCkFaU7oDOMe44uS7v0GpuUO00R/C9PJe7Yh7cpOB7P4Zl91bpaQQavJpDNc8nzuCjVnWQkR8ShOOVNbX2nn6upLZcqLSmvCCZMzlfDI7XVBsRcr2TXss5RuFcbefe5/E/jbf8wHf/aMn33ymOZJ3C389QvsTz7gZ3/2Ph98BfCDVC/wup6stux7Zf5e0evfjr9z5PYqOHfmnRrbx0f4K5QcHR/52AuSuGXTNsW5/sBHkuCkLR8WTxLIDsMruOku6cXN3iC2ijUTvziRxHepJ8PBSfd0YS+rOYmfp1Zy2jPfP8dNdwuY4wa+W58rUTFfPEmPuIa074YxXavOqDZM3QSy2KKTZjhoYTWhv/TmzESZcslckM2NJKx8wSq338XE3rzTLq5Wjb0yj3/wIwD+w1/9C37537/Kzv+3h/zyr/4dXwHf/ft1Hq6ya/cf8zRTOjFhkimtMB49fM7n4WT6+8l/fc2TUpn71tNs6cTJJFtaIbfO+ufO4injkTdfwrm1jV2Qi5TLpeXTNtj5/vJdqUEn11OZr0cNBwfz5RLxgS6cduGSuysHHKy8sXwphKnLWSRJJJNa5mxZR3E5RaXdx8GjWfTc3zWG+cyJ2xTdz+QS+9BntLDSIp539m7MxQtJHXjyE/fux4l+qdGhY/u49XQ96GrPp86X24STCbD5je1WCge0LNNbN5eYhANaVvbzH3nFw3TjbjJykz+xmxtDs8/NHOHFJU6VmpN5Ysn40F1wo55snAuMvXR8hf4IPymhW2LV2Cv/yUc8/+b88tly4j/lF/XHfOuUbRr3efx9cIbmhrmTX3/Mh997zKP8bA8f8/x3H8dPonjNp38JT637JrHG4dMvAE548epDnj+cW1puicXnznVj29xPNHdzXsmmZqfylHDAgReP+i+btsHO/ZfvSo1dHNefJbilBp3OiLrbxPLA7nRwSKZXaPcdvKZH0zJPQnAcH88zCdxFH+tKu4/jNfGalnkcmePge55JlE/ZWKnRoTOq4zYtPGw6HQf8ouR4lkjm461Sc8Dz8EZj2nN3eFRoB0O2W3Xqljt72elPH7+yLDme7p9bx3LBdhxszzOJcsXURLt+fJzjmyX9wuQ4LpOIP4NS0vs917jioUrPYzRuU6mYx8iUu1b8WcbsDsP8UI9nYiHNTg2LnlZ+I9cnuYghjrOE3RnSazTo9U25UsLpB/EIRsigVedoN6BdSdqIl40VHPpBm0ZvCK3U+u0Ow14cHJUajt9MtRGHfqC/tX4XXEzsQaU9pLYovpZZNfb+6BHP/tG/5rf/8h9wCPA7m3tueoYf8fN/+ClP/7hgG6nHtX3ugt95xiPg/o8/wfvFllnPtz2OfxYnticveP9XL3j6k894ev8Rz5484t6v7uEAz59E8RMq7vP0qcf7v7rHvc/hSfWYz1bqqpabZ/m5c2lsj7tYB9up7+O4RHQ3vw3TEejGeZJZzTBuS8umba57URRFyS9v377lwYMHF7yJMV2riZdK+G6lcRer6eH0gyV1brfUtb438yXmUpBQy6W7nDYfG3fp0t689iIXYuNi7+9OeD38lE/+02e8+tsT7n/zIQ+//1Oe/Umd8ntXuB9ya1xqGyBk0PWx2/peXdf5SimKJM/WTcoB4keT3bZi7eRPHSfDFGa4f0N7NSs1HK7pqRBxmUf+8TNy+41HzI2iiFyFa4m9b9zn0Y+f8emz10w6E14/+4xP/g8lxXJNQp+jbX2vnsWl9BiPu7lHo93K3uK4pzv1ykb2FsfCQWthHdMmbleMy+2xEFlMsSd3ndrAzXQFpRQiclOpzct1UezJXac2cDNdfCmFiIiIiMgtpMRYRERERAQlxiIiIiIigBJjERERERFAibGIiIiICKDEWEREREQEUGIsIiIiIgIoMRYRERERAZQYi4iIiIgABX/5TkRERETkLvpG/pGxo5IAACAASURBVAX9eUKRu0N/klSui2JP7jq1gZtJpRQiIiIiIigxFhEREREBlBiLiIiIiABKjEVEREREACXGIiIiIiKAEuPNNu5iWRatQXjdeyIiIiJy4ykx3lghgwMPuzOk1yhd986IiIiI3HhzzzGWTVGi0QtoXPduiIiIiNwS6/UYhwNaloVldRmnXh53LSyrxeoj9mO6Bes50750l60hZNA653ZOYd57/mfRsbiA972S5H1bWK0Bp34s4+5sn6efce6n8Dgn76doempa7mda2pHertxY4aCV+fy62ca/QtxDJiaXtNtxN7f+/HKX3nbkJlHsieS+SzPf6avFdtF60iWWq7ezO1KaGaV8+eWX0VLvXkZ71WpUrVajvZfvpi+/2a9G1epelHppqTf71ai6/2b675kk+3Lq8m+i/Wo1OutmTlP03hcdjwt536tIfU6nfy7vopd71ai69zJ6l142vX/Ja8k8iTf78TaqUbW6H2XfkTnu+WXMsUk+j3ieyzwWstSpbf7NfvazfbM/i6l3L6O9dHzl582sJv05m5jbywVmNjZS60zF0KW3Hbkyij25605tA3PxGn9fx3G4SmzPpqVzgVRetKydxeucbSLX7jbUmWuMfdc9c09fpR0QtCvTfy9XhXYQcOmbSW+x3cfBx3WzvbVX9b5Df4QPOI4D+Iz8JR9U6DPywa7ZLKxELjXodGzwXQ5TV5LjkQfYOI4NeIxW6E6p1BwAJpMQqFBzAG+knpibqtImCNpMo7WyQ8f2OToGSg16QY9pCXulhsOESUG4ZWO+hF2z8Y+O499NT0Zz4uDY2eXGIy8Tm5WdDvZkcvooiNx+ij2580xJ5Ow+oRKNXQfiOFwe2ynjQ1y/THn6JZ/Ki5a1s9Bn5DvUpptosOvE0zbYOW6+83EPi9OZTLd8t2u676fd//nhqdkQWLJcd5Aazj+tFGBykBr6Tw91nWM76aGDVpfu2uUYccLnH5HEz+KhivH0+Ay6xUMZy4/n3NHHH/mAQ61dwwH8kb/wGJok2qZmL79Br2TXsEkSWrPfJi+usbNjpnkrZMZJMp1sb2t79aRabrZwcIBn1zgllIAxh66PU5tdHNb6AUFvh+3sGplMoFzOrTDVrkRAsSdSFNuJcDIBp8ba3XHHR/j2Nlu5lydFV6Ab5GyJsdOhYwPewXyvcTjAdX1w+gRBwHB7gpeaPO7WcX2HfhAQBMU9q95RmV4QMCzopZzjl9kNAoJhBxuPZpxRnn07Y7pND+wOwyAg2AXPL970uGvR9AB83HpBbU7cgxEOWtRdH6cfEAQBQd/Ba+ZqdfwR7CT7Ct5BvK+nHM85cQ+waQRJgj5iUafx8ZEPpK8kl5tejY5HmLzYplSyqZnMeP7iwXeppy4IzKHtTHt6SuWyOVIb3tA2xvgQN92DYF6ka1kmxncbi0ceSC7ymnh2h51ZFwWVVc/YpTLlBT2DsuEUe3LnxU+byo3wFsf2jPmez94TtbBWuLCdzWxtL+iV3iBn7DEu0+h0sONkc5KaMh3Gj49qqbGLk5peaQcEwQ6TlmU+yIK1T5ddJWlKroJKZcpm5tkQw1m2k074IB5WKN50pR3QdwBsOkOT9M5XSMQ9uOmAjdeZ6cmd9nZssW0z7Zk47XjObS03vyldWFROYXpFziLb82uGcAp7fpMLjPhn2LHx3frsJoGtbczb3eyGthnMRaPTb+d6HsywXBD0oZm/OMwqNXomDmoj6qvcGCoCKPZEIBy4uHTo5B7BulJse01GteS7eEhtVC9oL4va2d1y9lKKUoNdB/Bd3FTWaa5MbLbzfe8xc8VSxy33p72jl+Gs2wnjTHFuCO1MypRLxxwt6HFeZVjutOOZlSqjSKI6STyXlFOsw97eIl1GYed6fk8rp5gm9qrVu2VCBq0mk85wSb2+GaFYpaSmZNewl4xkLN6NCZM1RjhkEyj2RBh3qbtl+r3FIyOLYntr2wann2o/pjMr215WaWcmJ7FXS0hurXP9gY/KTod8Z6qpGV1UnJ0kVB2Gl3o33Nm3czFD+8n2t9lKeoCLFNTu5C0/njlJGQUezaR8oe7iw9JyilUkPdHlcmnaq54pk2jGV0e6kW4DjeladUa11f5YzOonzdOSjBLlckFbXKHdyKZQ7ImEgxZWE/rBKj2587Gd5DVp2QR3QTvb2sYu6MC7mI7Dm+t8f/kueVpB+iU7eyNWODiYL2NIygSKpl2ks2ynkrthbXyIu6jHd4Fke6bmLS4zSNdKx+tc+iSI2ErHM9lunLzaneG0dCEpXygupzAn/9OZov6kHMSUUTCrmY5/TFnJKTfS5UtVjo/MPm/4FeitFQ5oWaYXYS4xCQe0Mjeljhl5xTdyjru552b6I/wVbgap1JzMaMf40MUvl09tN7IBFHsijLuW6SkuSIpXju1KDSdzT1jIZBK3l2XtrGRTs1Pf6eGAA2/VEezb69x/+a7U2MVx/VmyVmrQ6Yyou02s+EYrh2R6hXbfwWt6NC0PcHAcH88zCezFHevzbCdZ1qVuudMbDZcnx+bmO3f6u6k5nt5g1ugxpEW9aU2Pk9NP6pFP6QpeejzTkjKK+S8Hk1z75iTfyA7DmB5pc0NJJT3BM9ubcvrxY2HGHHqQKdeIVWoOeB7eaDwbivHj40h2XUkDvNjSFbloycUWbp30x2j+1HiDXt88wSXh9JO4Dxm06hztmjivtIfUWql12B2GvRVGcyo1HL+ZiiGHfnCXq9/uDsWeSDz6TJLLJByTKC+L7XEX62CbYa9BiQrtYNc80SpZQz+gXYJwsKydmY49N5W72J0hKwze3Gr3oiiKkl/evn3LgwcPLngTY7pWE2+aWN025iTr0okD7Lpd8PEMB7TqLhRdLV4B82QPZ8UhIrlol9PmY+MuXdpX+gxxuT0Ue3LXXWobIGTQ9bHbNyFvuV3OV0pRJHkGcHJnZDhhwi0aKp/7s9fxzXPXNYR22cczftTa9TwVIr4aPsvzFeXGG49Y+Mgfkcuk2JM7L/Q52j69XFPmXUqP8ez5vrFb1lucPHd4yr7e3uJLP57jLlZzQmfYu9ohkuvarkxdbo+FyGKKPbnr1AZupisopRCRm0ptXq6LYk/uOrWBm+niSylERERERG4hJcYiIiIiIigxFhEREREBlBiLiIiIiABKjEVEREREACXGIiIiIiKAEmMREREREUCJsYiIiIgIoMRYRERERAQo+Mt3IiIiIiJ30TfyL+jPE4rcHfqTpHJdFHty16kN3EwqpRARERERQYmxiIiIiAigxFhEREREBFBiLCIiIiICKDEWEREREQGUGIuIiIiIAEqMRUREREQAJcYiIiIiIoASYxERERERYK3EeEzXsrCsLuP8lK6FZVl0x8k8+Z/ZMuGgVTC9eL1nYfalxSBc/T21BkcMWsXLJfvbGoQL972VLBQOaBW+N4vuBby5ZPvz6wrN/l/ERkRy8nGfCbNxNzVtWbvLnRtaA8yscezOtZlkXYuWk7vgcmMvWU1qWnYDij25AZbFYe78uSwHyLSXfJvJbiO9mqVtcFNFKV9++WW0zJv9alStVqP9N+lX30Uv96pRtbofvYneRPvValTdexm9m05+Ge2lXnv3cm9+Hbl5zsPs4170coUVmX0x8yb7tZdbML2+on3PHJPkfWTfXHx8Vtun0/c3f/zn34vIqk5r89Gb/bhtp3+P4+zdy2gvHXP5eadMG5i1rbhNFAVyFLcp06DWWk5ul5sQe+9e7mXj6c1+PK9iTy7fqW3glDicnSuL5s2t6eXegmlmuVlov4n2k7a1rA1usLVKKSo1B4DJJHXdHPqMfMCpUSlaqNRg1wH8Ef6iy+2STc0G/COO19mhcwnxRz7YNewSlOwaZhfSezBm5DGdp0hlp4MNeKNFl1ElbPPmOLrEN2f232e08CCLnEGlTRC0Z227skPHjmO51KAX9GgkbaNSw2HCZC4ESzR6Ab3pjCUauw5MJvM9cOMuTc+h366st5xsnkuPPfMd4NRS31xb2zDyCRV7ciMsj8NKOyBoV6bT7Jqdy2Fmjo98yuWiROaYI99meyv5fYvtpJ0ta4MbbL0a461tkzyO/OnJIfRH+IA9O6rrm0uu88Orsy7/aTnBIFW2sGiIKyltKJoeb9Ou2ZQASmXKAN5oVtIxHuEBlMssyItXeXMmAcdhev7ND2lMxybi4YzWgEH3tKGLXGlLvP/pz0bkKoWDA7wlF5ErrIHBgYfd2Sm+yBZZ4Pyxl3KlHTQiF2XMoZu70JsKmUzSyW9aKhEG5hPlu2e9xHjas5v0/iZJn01t0RkpHHBQ0OvqNVOJYd3FJ+klgnG3jus79IOAIOjj4OO62eTWOyrTCwKGHRt8l8O55HFMN1lvrzGf2B4f4UPqCqqC6RD3SDp/xyMPYEGgxfMcuvj5ebxmKvGt4/rg9OOrrnBAq+lhd4YEyf57zWzy649gJ3nv4B3kE/uQQauJh01nmFzNbbF95b3ucueMD3H91EWeeZGuZVF3fZzdgrY2J06Ak4vS3Lp3G4vWsGA5uRsuPPZMD1t6tM+cz4t6nhV7chMUx6HpMGzi2R12CtOVY458GLkF90ZRotEbsn2QTBtRS4/GpBW2wc3zjfVmj8sCfDNk37Djnt78lbrvUrfc2e92h2GcnCYfhdMPmI4AMKZrNWlaEzrDHo12QNA2vcZNv3hPkkS0VC4DvinvqCQ74ePWTcI+Sxyzwslk7rVKzQHPwxuNaVcwZRTMB4HXtExPcv69zN5canjD3NzRbFpMOkN6jQa9oBH3GqfXkjI9ntlkN7mA85r1eDPp4C1hDoU5qVd09pYLN6bb9HD6Qa5NVWgHAe04Selm2va8cODi0mGYO/OORx44/YW9xYuWk7vgcmKv1OjQadWxLDPd6fdxvINTlxO5DovisNToETRMglxvMc23ZgtOmOBT3g3o9cxL465FdxzQrozpWgdsDwOCEph8rMVkmE+OF7XBzbP249oytbhxr+vcVbTdYRgEBMlPUY9tRoWdzqwO19wlXMct96e9pmezZs1tpWa2NZkQhhMmUFg77fRT7y1YfiKGWR2yf3Q8K+9oTugM4x7jM1pc1yxy0cwoxaQzXBLvZtRlaVyOu9TdcsEoTshksmR0ZuFysvkuM/ZMDef0XL41YUKZTCmmYk9ughXisGTXsIvu5yo16OVyla3teLRkPMqVIVWoOT5uZhh+lTa4OdZ/jnFSTuGN6Jo70xaXUZxJcsNbh+E5PgGnP8RUWRyu8Ri4uJzCH3F4OJovkbgASU12trd3PXZnSN/UWKz4WDqR8xjTteqMasPUTSCLLbrfIBy0sJrQDwpGcUKf0YK6tqXLyYa7gthLOz7Ct7eno3OKPbkJ1ovD3IXdEqvdG7ZeG9wEZ/gDH8lTFjy8U57YsLqCG9Ti8oFwcMCCgoMlbLa3SjQ6HWw8mgV3r5kSjHnmyRs+npfbn3OYJsOplZkne5hi+XWVyyUq7XzttelxW6dRiJwqHNCymnEZUKlgWvr542NGXvGF8rhrmd6ORSf24yP8gnPJqcvJ5rqC2AsHrcyzX8cjb1qrrNiTm2BZHI676VrhONcoekLYuJv7WxEh/gjTXio1nMy9SanRu2VtcIOtWWNsJHW9UFBGsaJ8nW66HrjSd/CaHk3LAxwcx8fzsnW2q+1og13HxfcOGOzkemjjJ2xM8gW5yZM3YPEj6E5/c+TLh+1kCKLSoTOq47p1LBdsx8H2vHg/1tmIKT/xXJfDcYN2xRTXk+rtEDmv5KKOOF4TdlIv3zdPWEk4/SBuZyGDVp2jXVPDZur1kzY9nXt6sjc1/9u5rZ++nGyuK4m9XI2x3RnSq4BiT26GU+KwPaTWSrUPu8OwF0fnuIt1sG3qjSttgoL20i4BVGgPJ7QsCz89rQLhYFkb3NxE+V4URVHyy9u3b3nw4MF17s8VMidPl858ofptFA5o1V3Y8ICVi3WpbX7cpUv7TtSkyfoUe3LXXW7OFTLo+tjtDchvrtgZSik2RfKEjc14vJnpXbnoem+RsxuP2PjH+sjNpNiTOy/0OdrW4wXP4g4nxlBq7OLgcXDr72CLa7Sd3TPf0Cdy0SptDTnL9VDsyZ1XatBWQnAmZ6ox3hzmGZi3n3nkUOO6d0NERETkFrvTPcYiIiIiIgklxiIiIiIiKDEWEREREQGUGIuIiIiIAEqMRUREREQAJcYiIiIiIoASYxERERERQImxiIiIiAigxFhEREREBIB7URRFyS9v3769zn0REREREbk2c38S+sGDB9exHyJyDd6+fas2L9dCsSd3ndrAzaRSChERERERlBiLiIiIiABKjEVEREREACXGIiIiIiKAEmMREREREUCJsYiIiIgIoMRYRERERARQYiwiIiIiApw1MR53sSxr9tMdr7IQXcvCag0IU6+Gg1Z2XZbFSqs7I7O9LulNjLunbD8c0Fq4j/H7KvhpDcJkA1hWi0GIyK2Tb6PdbONJTVstxsfd4jY+/3rIoJVuU9l2K5vvqmKPcXfue2zptkWuTC7HyORQuXPkkiBdHs/ZbbTSjSmX77XuQiITpXz55ZfRqd69jPaq1ai6/yb+dS+qVqvR3st3pyz4JtqvVqPq3svIzPkuerlXjarVvSi96OrrO4t4H+J9T2/PvFSwT2/25/Ynu4/595UsVk2td367IjfBqW3+zX5Ure5HbzK/x+3j3ctob66tpOYtXF26XZzy+pv9TLt6s682tEluSuwl5/hsbL2J9tdcv8i6Ts+5TE4yyz/iHCWO1ew5MT9vyrK2FL2LXu6l8zCTr6Rzotkmcu1uQ62fGBckimeRTUivSLzv6W2ak+WiD3qVhLY4Mc4fJ7MdnVjlZlmpzWfkTpQZuWRiblo1qu7tR/uZ5Re9btrMXvaqOdrLtzO5ta4/9mbn//39vex5PndRNp88iJzf+m0gKojNmXcv91bsPEi1pWUXfe9eRnu5aW/2rzhvuwZnrjH23Xpxl/rCMot0KUWIP/IBh1rl9G0tHgKYrXPQPX3IazzyFmzTx60XDMWNR3iAvb11+k4WbsumZpcA2Nq2AY+RhuNkQ4WDAzy7Rhzyc2r9gKC3w/ZKr4dMJlAu51bmH3F8YXssm+KssUetTxD02MlNCE3wkV2dz5GCT26sMYeuj7NKUpUSTibg1Chc6vgI394mnwFNJptdTrF+YlzZoWOb//puPVvbFQ5oNT3szpAgCBh2bPCaBYnqMUc+UHDA88JBi7rr4/QDgiAg6Dt4zVydiz+CnYAg6OMA3kG2jjleE5PJ/DYrOx3M2/Fx69n6nXAyAQq+nIv4LvVU8t70wO50aMSLlsplYPMDSjbc+BDXz19cmgvUuuvj7DYobi0VKoVn3kWvFyiVKTNBTeiOuvDYg8rqwUe5rPO3XLeQwYGHXbMzsW46D5t4doedVUI61ZaOj3zzUne1OuKtbRt/w68Qz9BjXKLRC+g7ye8moeyOgVKDXhDQKx9ixSerleV7mtM9y+kPO07M/ZE/S36nPQVbbNss6FWKk/G5t9OgFyfU5u241M9yk4/dYRjEyXt8UeC79VmP+dY2Ztc2O6Bkk43pNj2cfjvXu1ChHZgLU5q6SUkug2JPJBy4uHToNLKXgKVGz+QdtRH1VlHHYFpBW/KajGpJ/jKkNqrf6bZ05lKKStscwKT32DsYECZPb2hO6AzjHuNCBQlspR1/KKkkdVEyCxc8pBqfXIdJ77HHwSA8Vy9vqbFr3sdkckqQitwGIYNWk0lnSHthj0SFmgPeZdULhRMmlFllAEc2yQ2IvUWlPSJXZdyl7pbp9xaNjEDJrmH7I/yFScd8W9ratsHpp9pWCbtmL2xLx0f+mcpLb5NzPse4RKM3S2T/P3+EDzj9Ho2l548SjV2H02tu4wS6yAplGGsrNejNusKhUsNBvbxy143pWnVGtSG95Q0bOFtN/rwFQ9eX0e7lBruO2ItL3+Y6NWw2PB+QGyoctLCa0A/yIyZFFnUeFLelpAMwbZr8bm1jF3RCbvoF4tqJcVKHMu1mDydMAMpl/pf4JfNlZgrBF4pLIrxm+qY3czXjTWcyVy74LofTe/gOcX3mamxOV5RkJ8/um5VOZOuKK7T7DnjNTM1NcjPg0uf5JTfuJft5fIQpq9aZVW6RcEDLMj0Mc4lJOKCVKTsaM/JmN5yeV6XmZEqmxocu/twNUbKxrjH2qNRw0j1v40NcX6MVcvXGXcv0FBckxeNuNg8J/RF+0Y10y9pSpYbjHWTysMkkbkslm5qd6sAMBxx4m3+B+I11F6i0A/pYNJvWLIF1+gTtCtChM6rjunUsF2zHwfY8kyjPfVKmVtketKjXLdz0JLvDMBkuaPQY0qKe2p7TD+Ju/3V6ck0PFJ65+jGhUaEd9MFq0rRm6fhs/ZgSj+E2rbp5T/PzxPvgu9StzLsApz8NwrVu5BO5IcJ4FAg3G/92Z0iv0aDXN/cGJJx+EI8WhQxadY52gyXD36eo1HD8ZqpdOfSDs65MbptrjT0q1ByfZuq7yekHK/TWiVykMSMPwMvkKOZc2KbSHlJrpdqH3WHYi6N03MU62GbYa8DStlShHeyaTsJk7f2AdgmSzkk3lX/ZneEpFQG3370oiqLkl7dv3/LgwYPr3J/LNe5iNb1s4ntlm7Zoes6KQyEiV+NS2/y4S5f2lbc1uR0Ue3LXXW7OFTLo+tjtxTXJUuycNca3TFwzfPWP3Imv+hY9K1BkA41HrPSccpGLptiTOy/0Odpet+RU4K4lxlTY6dj47uH6j2M7j/EID5vOSg8YFNkMlbZGR+R6KPbkzis1aG96zcMlWbvG+LYrNXoEjSveaKVNEFzxNkVERERkLXesx1hEREREpJgSYxERERERlBiLiIiIiABKjEVEREREACXGIiIiIiKAEmMREREREUCJsYiIiIgIoMRYRERERARQYiwiIiIiAsC9KIqi5Je3b99e576IiIiIiFybuT8J/eDBg+vYDxG5Bm/fvlWbl2uh2JO7Tm3gZlIphYiIiIgISoxFRERERAAlxiIiIiIigBJjERERERFAibGIiIiICKDEWEREREQEUGIsIiIiIgIUPMdYROTW++uv+frvgG+8x3t/dN07I3eKYk/uvD/A138w/33vvevdlTNYo8d4TNeysKwu4/yUroVlWXT/YkDLsrC6+TlOFw5aZh2rLBqefTunMe+lxSBcaW66lkVr8O9PPzbj+Pi1Bqy06rS13u85tnPamhcem+Q4XPQW5SZI2mbykwnDcTc1bVm7Sc4f8U8uPrPbSLejkEHLWjBt3te/fcHP9svc636H7/zyO3yne4/7//wpvwhOzn4A5Npceexlpin25CZYFr+5GF2aI2TXk/m+zrSlNabNOYFfPIX7/zN85zvm514ZfvYCvj7bu78OayTGFWoOgMcoc+xDJhMAh9oP1tv4uLtqAnozhYMDPGxq9v9++rGprLvu1moXCTeCiQ3fPVz6xSG30LhL3S3TDwKCICDoO3jNuN2GA1rNCZ1hMq2MWy9KHkIGrSaTztDMFwzp4FJPAnzcpX60G08LGHYmNJOT//gQlw7DeFrf8WguaBiTf/tT6v/K4Zf//XfA93jy3R1+CHz1P/4V//T/ekj9xRf8oWC515/e455rft7/dSqJOXnB+/Hr9z59veAAnfDiF7PlP/6iYI5fv2+m/+IFydqn20y9JjlXFXuj2jS+hrVRatrlx97UFx/Px8IXH0/jamH8pWI0G3uv+bgopuWWWR6/424dt9yfTZs0FySuIYPWAdtJewn6lN16nGOEDA48nH48bdgB141zs2XTcv7wBdQfwj/9V/DVd+Gf/Bz+2Q7wO/ilA/WfwmSV9/wa7t0zP++/mJ/88b3Z9EWn5Y8XLH/y4vRlAaKUL7/8MlrqzX5UrVajvZfvZq+9exntVatRdf/N8mXnVlWNqtW9KL2qlZ1xmxe7X++il3vVqLr3MnpnFrywY/Pu5V5UrVajs729N9F+NbVfF2jpsYnf/yV8JHKJTm3zc0zcF3/Ob6L9Vdv0m/04Rs369hYs9Ga/oE0VxfZ/6Uc/+oiIj4j46HvRzr/5L1EURdHf/OZ59MPp6/9r9Pw3f5Nd7jfPo+e/mf2fj4h/P468vhcdR1EURX70fPp61vHgeeQdJ/9/EvHRk+nvUXQceT8n4ufJelLz9f25/9811x978bk2vcLUtEuPvamiOPGj56fGhR89n8Zb+v9mfdM4/nlx7Mr1W78NRJkYzZuL5/Qy1f2osOm8exnt5aa92Y/b2bJpGX8TRf/ku1EE8c+TKIrjcvYaUfTEO/39PX8e/+c4ip4QpU6oUeQ/j6LTmoX3JIqe+/P/j/zcfiX/n7fezXdb29iAP/KnXfmhP8IH7O2tgiH/4m7+cNCi6QH4uHXTNZ8tpZiVAwy6C4bRAJik1p/ufc4Pgc2mTbcziPd1WdlB8n6Kpoc+Ix/smk1plWNTUOIw7hYMj4y71F0fAK8ZH7PccZ2WNAy6S4dQ/AXHLj882ZodnHg7gwXHdcmxid+/N1Kf8V0VDg7w7Bp2aZ2ljjnybWqFC5kRl3I5N80/4jjzwh949W+f8ecAfI+dH77i03oZgG89fMarJ8/5IQD/kQ9ffZbtlXv4jGcPZ//3vwev/+sJcJ+nHzzlPgCPePy9J5Tvz+/h/R8/4+n95P+f4H37cybxBl5/uoXznk/0s2Q9ACe8+s/g1R9Nl3/+u1dLOy/kdGeLPSiVyzCZzM7ZJuAoXUXsxU5+/Sl8/3nutY/58Hf28hGFL17x4feS+HvEB1V4EZzAySte4PHBQ4D7PH38nA+/UIRtvjGHro9TMDwdTibg1CgcuD4+wre32cq9PJmEy6dlXngBv/zq9F38/GfLe2oBnj2L/3Mfnj5hduI9gY8/BPsevFjUKk7gBfCBOb/y9Bl8+Mr8//UreP4M4vaCB7wqXs96iXHJpmayP/y4m90fmkYXQQAAIABJREFU+UDRF1vIoFXH9R0zFDbsYHumm7/U6NF3AGw6w4BeY8HZzB/Bjun2dwDvIJegekeUe8l0H9c108fd1HZz02aLlukFAcOODb7L4Vw+N6Zbd/Fx6PcazO3h8RE+qRPnWsfGJLdNz46HAvs4fjw8UmmbfQIzfNFeVIPhM2InHuIDvINsAjs9dkM6NnjNeJgxTryToZG+A35+aCQ5rsMONj7u3MEpODalMmXIfMnIBhof4vr50iBz0Vd3fZzdgrYyxwzP2TWbUjgxo2vHqQvVZbWcpTJlJmTPy7/li5OvyCcmiUyC8vvX/HbpmPYTnlq5DPiLj3n18LNpArzccx4/BE5e8PHvnuOVkuHwj833wckrXvz+USrJLlP+9utpMi1LXHTsAVTaBLtH1OPYc+ksPudeRuydvOBTPuDpH+detz4h6kT47zlsue8X5gGvv/iQJ6XZ9u7/8SM+DyecBC/4/L3y7GLsfpknX09UsrMRcvGbvDpoYVlNPLvDTkH4Hh+ZzrZ0Z9yyWuGtbRv/6Hj1ab+Ns90fPoff/Gviq0Hjuz8C/zfwp98FvoLfTk59l4Ape+ATeJR67ZMIIh+creIyi5NX8PkjSJ1fefIaToBXH0K5PJu3/Ii41nXOmo9rK2Gb7I+RH057TSm6Uk+mJVcpceKY7lE91XS9W2zbzF+tT6+A4vrnOCmttAOCYIdJyzLBUrDq5KqqFB+o7BWQj1tv4mHTGbYLr7LCuQO6xrFhzMhLT4v33xutUaM7S7i3zMEhE6vTdSf7Fdc/V9oEQcDOxPQaN4sPTvyZFSW7i47Ngs9INsiYbtPD6efbRIV2fBFK8/QbaMOBi0uHzvSC2Mc9gM60lpRZjfFK/sAf/gfwzWc8q5fhr3/Lp0NTcHnyFy94/TV86+FP+ei7ABNOFt4E8ppXPMskwK8/vce9zz/kw8+Lk5OMk1dMvv8Bj8AkJ98D+ISoc4z37Q+xF9Ypf67E+FSXE3vhoIU1qk3r2zu4a97Ufb7Yex3ABz+ev+K6fz8eq/gg4rgKznDFHt+vJ/y3otd/P1mtvFNutPlzp1Fq9GY18ovOnV6TUS2Y1iPXRvWLu4/p6/gE9tHP4OH78CLp9X0Php/Bo4fw0UfmpZMVTnYv3octxyTA09C/P+vtjY4B5/TeZwA+X1zb/Lp4wtrPMS7ZNVMycHQ87TXNX71keM34CqWO63NpiVM6OTRXRUlRuultPps4yV3R2sfGd6c9FSZBzfdGXIxM8h/fYZrc1NI/88FZ79jIbTe7CWThIEZ8gbe0nCa5oSoz0mDT6aR6+yo1nOnIS343Jkwokx3hvs/9bwJ/+4/54M+e8bNPHtM8ibvmvn6B/ckH/OzP3ueDrwB+UFgSAfD601c8/uBR5rVHH0RxYvv5KcnJCS+G+STnMU9/fJ9kOJuFJRPFZRqSuKTYi0f10kPPJbuGnR99m+7GBcfeFx/z6o/TZTbF7ltPV+/xfa/M3yt6/dtxJ4fcXnPxO69k17ALzp1b2zY4/VT7MR1mi9rL8ZEfl4CuOO1+2fz7wfvwxR9Mb+x9gB/Aw2/B5DOo/2Mzzyonu6efmark58DHBT3DSZnFSj0KT1gY/I+KJ6z/Bz6SkgFvRNd0ey6oD4w5/enVuPkp7oE9LzNUYLO9lfTGdhguPoueyumbEoS1nrSw7rGxZ3c8m58ei6pKziPp3S6XS4zj/VrUE76KMx0bucXGdK06o9pwcdlTyqITajhoYTWhHxSMNGRmTBKQEqYENHeWn6t5K/P4Bz8C4D/81b/gl/89V+v2t4f88q/+HV8B3/37dR4y7+TX7/Pq4TMeFUybJrZLvP70p1CfJTn3//gRpJOZ+2WefLtM+f5jnmZKJyZMMqUVknWZsbfM5cfe6y8+5MPP46dOfP4h/N5hKym5yUuXRsQePXzO5+Fk+vvJf33Nk1J5PpE+mWRLK+TWWS9+8xdvs86xtGmCu7WNXdBhWS6Xlk9Le/Q+fBf46s+hHifHicln8PgfwO8AfpRLRlNPoCh6UsQHRUPa6R3JRfX9x7PSCbPxWWnF4+fZ0onJ62xpRcoZ/vLdbGjey5QD5GebJYnmiSDZG8i25r4Nz2B6ZZ8vTWDaM20eqbYum+2tEo1OB5viR/QUBdrKxyZX+pG/Ma943Wua1k0ntc7p2ry47CIccLD2wVl0bI4x1ybzhfpyi4UDWpbprZtLTMIBrUw98JiRt7im3oxS5E/sJewa2Tr24yP8uJynUnMy5VfjQxe/XJ7rMSn/yUc8/+b87mdLOv+UX9Qf8638TF98zE/5ZHoT3utfz9/w9PqLD3n+sDhtNkl1UoN8wotfv4aHj3n+e4dP40dovR468P3H3Oc+j78/Gxo/+fXHfPi9xwsS8jvuSmLPzia/x0f48Xn7smPPjEbEP0+ew7c9jjvzF2evhy94Wi+IkIePef67j+MSn9d8+peY+vj7j3lKEnsnvHi1OHbl5lscv2ZaulY49EfTc2dGpYaTGQkJmUzi9lKyqdmpR82GAw48m+0tlk9L+9Zj+MWfmv+nk+NMUgw8/yjXe/so/cwK5oL/1Qt4+rjgqLyGF0/n5+c+PAWSsrUXH8PzePlHj+HDj+Ok+TU4wOPiy8Uz/eU7k7iZYu7FpQIlGr0htOo0rTj7SvXimrIDF7du4Tp9httn2BGnzFHdwjK/TIcY2n0Hr+nF23VwHB/PM4nyWklbqcGu4+J7Bwx2cr258VMYJpMQKrMJqx0bUwfdx6JZt3Bz+0+lhoOH17Tw7A7Dzjo7HbMdOLCwfMj0ELf7OF7TrBtwHAff80yivM7ByR8b4hq2gi8Oub2SJ6vg1rHc2et2Z0iv0aDXN6U5CacfxO3E3Hx7tBvQrsQXrnizc4GZ25zsGz2GgxaWCVZznujFp/ZKDcdvUp9u3KEfFPSZ/NEjnv2jf81v/+U/4BDgdzb33PQMP+Ln//DTuZucTn79Plt/+TnwIff+0rz2pHrMZycveP9XDp/H8z1/EsWJ8wkvfrGFg8fxz54y+fQe9u+Av7zHh5/P5gV49hOP9391j3ufA9/zieIyi/s//gTvF1tm/77tcfwzJS1Frir2drsW09XYHYbp8/Alxt5icYz93vz2/EnEs+mN+S94/1cvePqTz3h6/xHPnjzi3q/u4cTzmYuz+zx9Oou9J9VjPisaJpFb4JT4bQ+ptVLtI33uHHexDrbjeK7QDnZNB1yyhn5AO3UfkhvnBGY1w7gtLZuW8/RTU9rw4b8zyfH/VobvfgXJIMpP/g08O+1c9xrupTpNvWOmN32cvDB1xwA8h+jZbL6P7wG+Wf/TT+D9LbgHPPHgs2Sbj8B/BFv3zK9+xKJhlHtRFEXJL2/fvuXBgwen7LgY8VM3SJ1I77JxF6tpHgR+jgoWuWKX2ubHXbq0rzYe/u6E18NP+eQ/fcarvz3h/jcf8vD7P+XZn9QpX+BfJj359QsmP36qnt5zUOzJXXe5OVfIoOtjt684P5kM4eNP4NVr4Af/f3v3F9pGmuZ7/BsY6B5o6DQIYrMDEU1j+mLFCVjQLpgLXwxqHYhxlr0YFyw4unFnIIIcdGCdK0Ww4Cwb0d14YNM+u9iGhfLCgU2ihlFrdzkezh7KA2o6G+1FjpnOKOwsdmgNuNlZJg2z1F5UlVRVqpLl//9+HzCJVX9Vet7yU+/7VAkm8nDrJkycnWKeffUYC3TLJipuT/RFT4zd2uW9f8OfnF+tBuRKx7zR740wcX2eievzu8+7Txsrl7if2uLRkW1BDuq8xp7I0Do2m2MGU8e93XQeHuaPe6uHSj3GB9KimlQDd6HoOJxVavNyUhR7ctGpDZxO6jE+EPcZmqLjICIiImffPp5KISIiIiJy/igxFhERERFBibGIiIiICKDEWEREREQEUGIsIiIiIgIoMRYRERERAZQYi4iIiIgASoxFRERERAAlxiIiIiIiQMxXQouIiIiIXER9Xwmt7+0WuThevHihNi8nQrEnF53awOmkUgoREREREZQYi4iIiIgASoxFRERERAAlxiIiIiIigBJjERERERFAibGIiIiICKDEWEREREQEUGIsIiIiIgLEfMGHiMiZ99sddn4PfO8yl9866Z2RC0WxJxfea3Z2XgPw5uXLvHnCe7NXe+sx7tQoZrNkY36qLW+eVpVsNkux1vF+jZu/iDe5O3+2uwJfi2o2SzZbJTrF3ZVid5r7/7jt9JZ198Pfrr/uyE+xRie0/t776DsGRQurGLffIudLtH2FQt5vv9F23SfS5gJtrW8boWkdasVIOx3Q5naer3HnQZpL1Xd459N3eKd6iZE/m+GT5vZBDoGcEMWeyKD4jcTooHwk1F6ibSa8jeR2tktb+/02638zw/uV77tt4NN3+H4lTf6v1ni+c7CjcKycgK+//toZ6Jsnzu3xcWf8wbPgi86T2+PO+Pht58k3juM8e+CMj487t5984ziO4zx7EJjmcV8bd9zVPHMejI874+MPnOBa47fVXYO7jDftmye3A+uLLH/7ifNN3354y3vTQuv09yOyfGDnu+/P3W74vYmcJbu2+WcPwm3z2YNezH/zxLkdjP/ovF3uOeJ2d0bvnOE32GcPQu3smye3A+3+mfMgdp39fvX3Hzkf3MPhHg73rjrTfzkb+P2K86H1lfO7mOW2atPePDgLXyWv31721vWx5WyFVmA500MsL2GKveFjrzffgmOHJij2zrJd28Au8fvsQTBHis4bWdOT2wnT3OV6+dMz50GgbSUvF/HvXzkf/8WVbjxfWZh1ZgO/s/CR87N/jVvQdhbuJZxbgwbEeuK5eZ8OocY4hZEzAJvNreGWyJSWMQFrqUaHDDkToE07cBXSsRvYgJnL9K+g1cBKmtbdLQN3tzYZbrcylJZNwGKp1klcvtWwAIOckSJl5DCwadiJXRUiZ1umRLNZotvSMrOUDa+tp6ZYbC4ylfKn5TAj7diVYmqxyWJ3xhRTcya023SATrsN6TTdqel0dxqdNm1jjNHd9rO9wq3/9xm/AOAqsx+s8+jWCuvTC3wAwCu++P83+eTp6/By22us8BCn7OBML3D38X02Yla//fkNDGycssPWe2uMrvhzbXD/szVmPnJwyjY8vsGaOggPh2LP9fQ+o7+cYavs4EyD8ckabogp9s6/wfGbKTVpljLdaUbOwE5IxLY2bdLpVNwUNm2DsW6gjzJm9PK55OWCXrO+lud//McrAK68scCj2yus/M8NrLevuLN89xn//X/7sduzsbLOZNnBKW9hYXLr87ggTo715HPz/h1CYtzBbtiAyaA8NcxLhr2kc3TMTax7Caa/zuCH1eMmp7tsr2Pj7laO4Xcrh7tbW0CKdBrAotEdVmjRsADSpFNAKk0asBs2So3louvUlrCMHMZu59CIUDJCJFnZ2sQOJC7xXrP+D/N8AfiJyUo+DcCb1+YDCco/c3f9UfjEPDLD/PUR9//XJll4223TYdus/xKs/IS7yPV5Fl6uu0nM03XuXp1nZgRggpvjsKah82N3fmMPNp7eZWFyhhGAazexWGN9G8WeRLRYrdgJHYYd2u34fCqaCIcT5UHLBbTXuP9vwaR4nom3ANLM3Akkx9/eYeVpeNGJm/N4Z1Ym35tm4gcj/etPjPUB5+YD2F9ibBUC9SZ5KjaYy6XhE9Au9wrf7XkNJJh+Uht7ouvQbgMxV/JWIVAHk69gY7Jc2vteda/G3K5sLD8z9nqqe8n2KGN76pUWOeNaq1Ts6EWpW5+Wr9iYc1O7JBIAHWpLFkbOcOfNlGjObZL32m6FcrcXpNNuY7SXYu8b6HnO0+1XRBMTXyhB+XaD56/7VgB4PRd3vAQkaHudtW8nSHcnpEm/vUF7201aplO97Y38YILHnfauR0D24SLGHhusv5wOxN4I6cuPFXsXViR+/VdrRbLZApZRZjY25dli04ZGpZcj9e6fSjG1WGdsyZ/WINcdjRm0XM/OLzf4gmhS7Asmx6+ot9vxb80bQZm/1j8pMdYHnJsPYn+JsblMs9ns/iybblIad8CG0i1baGB3emUU0Q/f5X5Q8bvVDOzXMiYWhYE3ZezC60HGatDC76kOlnD4vcpxQ3gi502LasGKuQjOUPLaHIXIjRsxOrUKFcqUveHBTq1ItpHrtt0yle5NJFubNjY56n67ro+xFLl5Cl7z+j+BN+aZz6fht89ZqbvdEtv/tMbGDrx57Rb3rgC02e67CWSD+5VLGC/vBoapd/M4+eS70x5yHTI8xV5oqV8nzKnYO9ei8etLTS3SbDap5xrk+2IUtywIm/RcL0ea28x77aVFNVuBsj8tR8PPmwYu1/P6tRt1N354h4m3YGdjhfo2wFMefd4G0szk7/EB8POd/gjd/vwGlz4zufvlKPef9k2OlxjrA87NQzqU5xhnZstuj++wRcZdXklCpE55a9Mto8jtdVwsvFfMlvdW+9zbLX/4LFj/7PVU76lkROS86FArFmiX6yQPwrjtxWoMvjM6X0mzvOj37rllU8Hhv5SRw7CWqHW8GrrFQE9gKk3au4DuGWHkDeC7n3Dzp/PceThJYdvrmttZw3h4kzs/vcHNVwDvB3oXfBPMlx2cjyymvzX7hvriTcesx3M5HdPzJ/un2OtbKm64GRR751lf/PZLGTmMvhjFq8lvhtrP6JjhtpdWI1KGlCFn2lRWW4OXC7js9eZ+9o83uLNyk/wXj3CvAV/z/MsJ8g/vcONvf8IvgOlUf4SOXH+EU3awr8Ld9SEvEBNjfcC5eUgn9AUfXq1uoBzCL6ewGlVv2t7rxQ6+W26phBEoqHHLKWwaq6t7r1kWORdaVLN5Grl64CaQZEZCQVqnViRbgOXmfsqugvwL6t7vk+9/CMAvfvPnfOrdANL13Sqf/ubnvAKu/EGemJE618gM81fjXp9kJjQ816btDd9NXFsIDV9v/3ojNOQnB3XBY48JJq8Ge8C2ae9MK/YumL3FbzRGkyW1l70u9+a1G/wpAF/w6ctV70ZU3yu+ePUpjwH4kBt/mE5c70TeYjru9aRYH3BuPohDSYwHPkEibv7akvtUiWBNmF9OYVluchpbRgHdut7dt7LHmwLd2h0wmQuegP0b8iwr5j36vcjDB6LImdKpUcy6vXV9iUmnRjFUd9miYcWP9LSqWbe3o+/E7o4WtYO1SFub2EYOI+U+ozNUotVqYMVcnKZ/dI+FN/p3P1zS+WM+yU8OeNj8BusvF5jsy15GmHwPzLp7S8f25/e5e3XSvWHk2iQLL+97d0hvsPIlzGTVZ3coFHuAmxR0e9GermAyw+QIir0LIjl+3WnBGO3YDey4zrtWNVIj38Fu4LaXTA4zdJ+Um9eYuczg5YLenOTW+I+5ErP/weqhD67eYyad/F63m2vw3mR/T3BirA84Nx/A/r75ziqQtcIvGf4wV+xIlk0ln6XSm5tyvUn4XOfV69ru9OQyCm8+y/0gg3NZhSzh3TIo191git+tCvlsJTB7mXozOkzh32AH/Um2V+88zCN9RM4g/6KXSp5wU6mzODXF4rL78Hefuey36w61Yp7NuSaljP80F4tC6MRhuif7qUXmqlm6qzHK1L3hwqnFOhQD2zbK1BdjrnTfmmD+T/6O53/9R6wCvDS4VAnO8CEf//EKMz8IL7b9+Q1Gv3zs/baAXZ7vnlQ3Vi65jwG6OcHI9YdYn4y663zbYuuOP9cE89MTXPrsEiawMO14d07LQSn23Njj2jz200uMVkxvPv8mPcXe+bdL/Jbq5JJitFUluzTmxnOmRDOmvZTcO1Ap1dsUs1ns4LQMwKDlwtLXV3i0s82Nr3/OKx5jenHp++DKz1i7ORG5ONzgfsXgrvfb9PgWj/wntWyvceOzNWY+esTMSHKsJ5+b9++S4ziO/8uLFy949913D7zSI9eqki1YgQ/vhHRqFPMViOvREDkDjrTNt6pUKR1vG/39Nhv1FR7+yyPWv9tm5I1rXHvvFvM/ypO+fIz7IbtS7MlFd7Q5V4da1cYoDfO0lsOz066zVn/IWmeD57zP+5fz3PrhTWaunZ2rtv31GJ+0TA4Tyx0Cy5xcQur2aBiUj70YWuT0azUgVzrmjX5vhInr80xcnz/mDctpotiTC69jszlmMHXMm72cznPrVp5bx7zdw3RCN98dlPvECbuyGl8icSy8GmZzDnUWi/TLlA56o5PI/ij25MJLTVFScrIvZ7PHGO+5fcd9KRTeA6YWm8d+NSYiIiIiR+OM9hiLiIiIiBwuJcYiIiIiIigxFhEREREBlBiLiIiIiABKjEVEREREACXGIiIiIiKAEmMREREREUCJsYiIiIgIoMRYRERERASAS47jOP4vL168OMl9ERERERE5MX1fCf3uu++exH6IyAl48eKF2rycCMWeXHRqA6eTSilERERERFBiLCIiIiICKDEWEREREQGUGIuIiIiIAEqMRUREREQAJcYiIiIiIoASYxERERERQImxiIiIiAiw78S4RTWbJZvNkq22DrwTnVqRbDaLuypv3cUanQOvOaxVzZLNFqkNtWJ3P4qhmTvUit77Poz969QoBo7h3vZvL5sJHt/QFPf9HMJnKOeXHz/+TyhcWtXAtEGxGzhnhNpPoE2Ffvx1RadXUbReHEcbezHbCE1T7MlpMCh+IzE66G95qL1E2oyfi8S1pchyxcNOUE6h/SXGrQaW/3+rcS5PFp3aEhYGOSMVeNGmYXv/txvYZz4+Uhg5A6ylQ0/G5ZxoVclX0iw3mzSbTZrLJlbBO3F2ahQLbcp1f1qaSj4ueehQKxZol+vufM06ZSrkqy0gxdSit7z3s2wC5hxTKaC1SoUy9e40i4Iu5C6GI489bxuNXDe+6rlGYJpiT07a4PhtVfNU0su9ae1CYuLaabcxuutp0mwuuudYWlTzDXJ+W2qWoeK3pQ61JQtz2ZtWL0Olcu7zhX0lxq2GBRiYpgFYNA54rkhNLdJsNillDraew9PBbthg5AjnxQ1swDRNwKZx0Mw4NcVis0nzBN94yshhHMZ7kfMpU6LZLNGN0MwsZcNmcwsvfv2TK5DJYdKm3RdKbvK72J0xxdScCe12/6hLq0rBMln22kSrYWHkDLqbmC1jxC0n588xxF6n3YZ0uhtfqXS6O02xJydvcPxmSsH8we3osje3Yte0tWmTTqf6J7QaWKFcJ0U67eV1HZuGbZLrbmKKOdNrg+fYPhLjFm5enGN2NocBWJHMODQ0Va2GSiO6w/rVarfrP2mo367GDaFFh7d63f7d9dQCwwJJJQ/+0EHcdK9nOHhS7CbLmORKOUzAbtjhZYNDDsUq1WJg+K1bNuEdj2yVVqSUIvDG44dGokMh3Wm98pNa7DEL7WRv+wCpNOm49yKyR53aUuQEu+c1UFuyMMqzXjLUwc1bIiu0Nznn52XZo/3GXjARhmCirNiTs6bFasXGzMV1tHVotw3GRodfW7vdga1NbGOM6GLt/ivQc2XvibFXRmHkDFIpg5ybGfeGsDo1KhUbTLd7vz7W7pVdBFjk3K75pN5SuwGz3vCAAVbBTeRa1TwV2/SG15YxsalUwsmttZlmsdmkXjbArrDalyC2qOYr2JgsL07Rdy7d2sQmclL0yyjMHBky5NzMOFBO0aJasMDwht7mwLKjKwYsyDWb4Z6Q8Bunwax77Nw37ia4nRrFgtUdCglN6ztmy5iAtRRN+t1hGQuDct3f/ihjBjrhy3Baq1SCPQjui1SzWfIVG3Mupj318RLg0IVnb91zUwPWkEqTju0ZlHPvKGIvU6I5t0ne60yoUE7+m6TYkxMXf+50OwULWEaZ2djw3WLThkYlplY4k8MM5jKdGksWiT3Po2PJvdLnxZ4TY7+Mwq299WpUA+UU3XID7+yVmprDjFlP/FVNQPfqP7yNTKlJszlLu5h1A2HAulPpNBC9urGp5KPJYVin3e5/LfK+MrlIOUXwggG8Yb/YnUtIiLtvvFvX7JY5eD3yXtnFYnqVrPeHoH9R/5jFJ7tWIY97zRIYgiSFe5h0wpfduBd/5nK03WQoeReqFJJGKno6tQoVypQjCXCrYQ3RPuRiOprY69SKZBu5bt1lmYpuRpZTK+nc6Zej1nMN8rGj4G3a2KTnevdyzG3mvfaSobScppL3kuYKzMUmLxfHHhPjXhmFP2TlJ59+OcXWpg3srct+N8EE131yg19wvhybdA9nL3W1gTIK/6w8OoZBrwTBT6Zja3j2yytzoN2m45ddeDec1A8QuNHSF5Hd9W4CSS6Jd0dSBsaXf0NV30iNO3S96wVzp02bNIfZzOS0O6rYc8/rwZhLGTmMpJuRFXtykhLPnT0pI4cR92AAr2Mt2H5Gx4xee8mUejflLU7Bpo2RkMRtDZh2XuwtMfafRmFXukNP2YLXZ+uVU4y6XZWHWpzdSzq3vMS8TP0AN6yZy255hl1ZHe6JGt2nUVgU/Pedr2BDt5wivnf6gDpt2gDptLsdor29e2OU6+4d/3oKhexJi2o2TyNXD9wEkizppNmpFckWYDmujKhj07CjF9TuaEZfm4qpeZPz6hhiL5ZiT06PvcXv8Bdv8e0lUF8/OoYRU2Z5qB2Ap9CeEmO3jILeozuCj1fySh1Cw//4jz3bh25tcExvrfdB7W/dBmOjKabKZQziH7/jJ7k+v4wi/KgTv9fW63nORG7Ia60SV+2wO5uKVxQdLd8A/0TtFtnvVTqdIlOK1mW7jWAvjUkukE6NYtbtretLTDo1iqFnu7ZoWJFHHPpTqlnv0VsJJ/atTeyYm6cyOTN0Y2hrtYIdeIqAnGNHHntumV4o+Q3EoWJPToNB585WNfxc4Y7dwI4rR2tVI8/h7mA38NpLi2romcY2Dbxa5ZRBzgg8eaxTY8k63IqA0+h7w8/qlVEQvfnBq7e1LKxGi1JpinK5Qb5SIGuBUS5jYu89gTVMWMqStYFAPXBm2cQqWBSyFmBimjaW5SbKe/oJgyprAAAPx0lEQVSsUlPMmRVsa4nabKQX1iuTaLc7kMFLzPtPuv6jzuyGTWdqitKyiVWokM9WwCxTNthHcmxgskTWfeMY/vBhpky5kadSyZOtgGGaGJbV3cfhZZgtG1iVCqutKUoZtyhfPSESx784w4s7n1Guszg1xeKy+6QUn7nc9NpSh1oxz+Zck1LGP3f47bY7d/dk744KjfXvQCaHaRfcNtVdRlXIF8GxxN7UInPVLN3VGGXq/lC1Yk9O3C7xW6qTKwbah1GmvujFaKtKdmnMjedMiWZMeym5gU5pOU02n6USWLd3pxNGzqBSyHZzOKNc3/eo9VlxyXEcx//lxYsXvPvuu4e8iRbVbAHLXD7R5/XujXtirRA4SZ7IOo5Bp0YxX4G4Xhk5946mzXtaVaqUTtHzyeU0UezJRXekbYAOtaqNUTrF+ccptc+vhB7Af9auf2ekVyd7toq1vSdh7OURZt2vVPSHK7ye2FM+9Ob2ysQPQYocRKtB3+iSyHFQ7MmF17HZHDNOdf5xWh1Jj3GrmqUQ6vU/S73FPrenO7a+LUGnVgw/Rs045b3Ffq92+ix+PnIYjrbHQiSZYk8uOrWB0+kYSilE5LRSm5eTotiTi05t4HQ6/FIKEREREZEzSImxiIiIiAhKjEVEREREACXGIiIiIiKAEmMREREREUCJsYiIiIgIoMRYRERERARQYiwiIiIiAigxFhEREREBYr75TkRERETkIvpe9AV9PaHIxaGvJJWTotiTi05t4HRSKYWIiIiICEqMRUREREQAJcYiIiIiIoASYxERERERQImxiIiIiAigxFhEREREBFBiLCIiIiICxDzHWETkzPvtDju/B753mctvnfTOyIWi2JML7zU7O68BePPyZd484b3Zq731GHdqFLNZstVW6OVWNUs2W6TWCb1INpvt/QSWceeP+SnW6ITW3KFWzCaup3++yD4AnVqRbDZLsfZ/qcZsI3bfd+HvfzG4UMKxOXzee/W2E7v/Az+n3k93sj9/zE/f24mZtztPq7rnYymnn9+GYmMi1M4HffaRthxayX6n9dt5vsadB2kuVd/hnU/f4Z3qJUb+bIZPmtv7e/NyohR7Ii03d4nNk/YQo9GcLKHNtKqR3Gbodgb8fpv1v5nh/cr33Tbw6Tt8v5Im/1drPN/Z8xs/OU7A119/7Qz0zRPn9vi4M/7gWejlZw/GnfHx286Tb+Ln++bJbWd8fNy57c3QN7/7ojMeWvcz58H4uDN++4nTnc1fb/C17qTwNvr3LWZ9zx444+MPnGf+v5H1Rd5mZJ3j4WUSjs2h846Tv5nYYxmzL/7xcV/6xnlyO7Bc7L5H5glsO3iMw8fdO8ZHfQzk0Oza5qNt49mDSNxE4yPcjnqLBePCja3Q+WAf06J+9fcfOR/cw+EeDveuOtN/ORv4/YrzofWV87uEt2kv+/PhLHy1yzwfW85WcMKW5Uzvsqz0U+y5hom9rdq0N8+CY4cmKPbOsl3bQF/ceX+XvbjcS4x+8+R24rSu6N/4PbQz59+/cj7+iyvdWL6yMOvMBn5n4SPnZ/+asN1AHPedX2PmicZ64rl5n44mMY5JoAbO774aSlzdeRI+gKH3LSYZHmpVt0PJZ/z+j4cT+WNKjKPHZdjEOP6YJ8/vvhw8DsMlvXv+3ORE7X5ijnJPvvFh8Mx5kBRj0bU8uZ0YS/ua9qtl58NAYjL7s185juM4v/tqIZCg/Ddn4auY9OSrhV2Tiq3atMOy3fd/x7GdhXvTjrUV/b/sRrHnDBV7zlcLvT/4wf8r9s68vbcBx82vEnKaQfH77EFyTuMt7Ty5fdu5PSC5Tm5nv3P+z/8KJsULjv3vjuM4v3KsjwPJcWziuuVYy7sltMmxnnxu3r8jvfnOruTDXfKDtBpYgJEzSNGiYQHGGKPDbiyVJg1gNegOJnjrJJ0m5Q9HBIYhQqUF/uutKvmKDYBVGKI0wlpKGFqIDH9kq95++UMfVWrBYcJqK7Q/8cfNOy5mjsywxyXEppIfttShg92wAZNcht7nMzb4ExkdMwCLxlFXlMip06ktYRk5jNRuc7ZYrdiYubgo3s+016z/wzxfAHCV2Q/WWcmnAXjz2jzr0wt8AMA/c3f9EeGB7W3W1u9y9/ElbnyeNOS9zfovwcpPADByfZ6Fl+tsADxd5+7VeWZGACa4OQ5rGjo/duc39mDj6V0WJmcYAbh2E4s11rdR7EnEoPjt0G4bDPrz3alVaOTKzKUHzZPQztpr3P+3VwBceWOBR7fnmXgLIM3MnQ2st6+48317h5WnkWWfrmC+NBmt3HfPqXESY33AufkA9pcYW4VQrUrBikzPzFI23P/alXxCXYpNJR9IHAsWGGXKUynotGmDl9AOK0POhGBS1mq4OxYXKK1qloJlUK43aTaXMe0K+WoLMiXq3s6by02apaQU1KBcNt33sdpXiEutWMAyytSbTZr1MgYWhVCSbbGZXqTZrLvHyiqwNFbv/m5XKv3HzDsu/clp5FjmK9jRozNbxgjO21fPTeRzzVOxwVwukQE67TYA6fTgTySVTgPQbqvQ+FxqrVKxvYul3otUs1nyFRtzbmpgm3VrRt22MZs5nGnwnKfbr4gmJr5QgvLtBs9fh5eenHFwyjYTX45y6ZM1+lKL7XXWvp0gPeK/kCb99gbtbTdpmU71tjfygwked9oDjoDs20WMPTZYfzkdiL0R0pcfK/YurA61JcvrQAy8OjBGAbbYtKFRSep8a7FaSTM3ldSCBreznV9u8AXRpNgXTI5fUfdyCd/2yE2cssPW+AZG5RL3o4kzA2J9wLn5IPaXGJvLNJvN7s+yGZ0hxdRi8HU3GQt3vvpJqfdTL2PYFfLdntW9y7iZMVajRbd3leiJlN607pWPl1QHe5uHYZTc92gVqIYyUff9NxfTrCYkquBfvaVwc0mDnJEK/B5jazNmPe6yfccyOktqisXmMr2PJOZYx3yuViGp9zrB6BgGYG9uDb+MnBEtqgWre7HUk6HUdC8wKcTcsBmQmlqk2WxSzzXIRy7O9jsNXvP6P4E35pnPp+G3z1mpu2fX7X9aY2MH3rx2i3tXANpsh24CGWHE64WYL29hYfb3aMR6nHzy3WnHJDhyMIq9oI1fJ0SYYu9c69QqVPA6EAMGxyhep5pNeq73931uM99tL61qAfraVtDgdvb6tRt1N354h4m3YGdjhfo2wFMefd4G0szk7/EB8POdcISOuI2AkeuPcKYXuLsed4EYIzHWB5ybh3SkpRSZUrPXIwpYSzEfmC81xZwJ0KaNVxbRbifPH7vBnJv4tdt0/F7nQWUHdoV8qNe7zV47Ov2eWKsSTH79cokC7XI9PlElzS6dr0fAC+7u/lgsDUh6/fdmb26pJ/jCc0dB2uU6iYMo3gWmNUQdTcrIYdgN7Jhw2vu0EUbeAL77CTd/Os+dh5MUtr2uuZ01jIc3ufPTG9x8BfB+oHchaoTJ96aTk46Q6eT1XE6TuAnZB8Ve1MQPElak2Du/WlXylTTLi8kjI4nxm5pisdkMtZ/RMcNtL50aS+2knuao+HZ22evN/ewfb3Bn5Sb5Lx7hXgO+5vmXE+Qf3uHG3/6EXwDTqQERem2ShW+93G03ibE+4Nw8pGP4go8UU4uBnsqheD249iZ763f0l2uwutrAJr6Mossvdej+LJI4kpCkm9AHdGzc8txlFve8wmOQmmKxv5t/MO+iQz3BF1GLajZPI1cfKp53q0PvGXRxuJdpaSbf/xCAX/zmz/n0P16FZ/9ulU9/83NeAVf+IM+1XfaqL+kYmWQmNDzXpu0N301cWwgNX2//eiM05CcHdcFjjwkmrwZ7wLZp70wr9i6YTq1ItgDLzUG9ur7hO92MsVE6dgM70kloV/ID76+KtrM3r93gTwH4gk9frvKL0NRXfPHqUx4D8CE3/jA9eKfe9jpGAxJjfcC5+SCOJDH2byLrPSd3mJrhcHlDprSMiUUhOCzgP0M3bqjA45ZT2FhW4Max/rm6CbR7ZRW+MS+VWMuQsM1SQuLv9Xi3VuNKKfbBK1PYO/9GwF7pxDA1wx07eHGRoeTWVoRKK3rPifZe88o9hv8DJadap0bRG/noS0w6NYqhcpwWDcsvCQqLPhuzYzewvdGc/U4LSv/oHgtv9O9+uKTzx3ySnxzwsPkNVn45w82+7GWEyffArLu3dGx/fp+7VyeZALeH4+V91ra95b+Emaz67A6FYg9wk4Lu8PLTFUxmmBxBsXdBtKpZt6c4JikeNkbdZxEH20sHuwE5I9UtwwiWUBrlunt/1bDt7M1Jbo3/mCsx+x+sHvrg6j1m0snvdfvz++DfaBqUGOsDzs0HcCTffJcpNVkmS6GQpXtfnrkcuZHNrTuuhJY0A8MEGUrNOmPFPPlsYK6+9UT4Na4wsIyiu4/dfQhsO5PDxMIqZN0b6AYMXXhrY7ZsYHlPsyA1RbncIF+puPtumJiGhdVu0xn+ORv9vCdvWJtbsIfbEt1juQzZAoVs705Jc9kbWvHblVUgMBlwG0j3cGdKNOtjFPN5wh9Jb4hm2Jv05GzwL46ohD9zo1xncWqKxWX34e8+c7npjbp0qBXzbM65sZEp1ckVA+swytQX3aDZ77SQtyaY/5O/4/lf/xGrAC8NLoVOLh/y8R+vMPODyHLba9z4zPR6Mxawy/Pdk/LGyiUMbJybE4xcf4j1yai7zrcttu74p94J5qcnuPTZJUxgYdrx7pyWg1LsubHHtXnsp5cYrZjefH7ioNg7//x7pazQ324w3UR5UIy2qmSXxtz8JVOiGdNeSrv9mU4Namdh6esrPNrZ5sbXP+cVjzG9uPR9cOVnrN2c6Ls43Fi5hPHS/f/0+BaP/IvD7TVufLbGzEePmBlJjvXkc/P+XXIcx/F/efHiBe++++6BVypHx32ahjnkkMrxO+37J2FH2uZbVaqUBtSFHoHfb7NRX+Hhvzxi/bttRt64xrX3bjH/ozzpy8e4H7IrxZ5cdEebc3WoVW2M0m4de4drp11nrf6Qtc4Gz3mf9y/nufXDm8xcOztXbUfSY3yW9B7bto/64hOQyZlguTcJZk7d/h70OctynrQakCsd80a/N8LE9Xkmrs8f84blNFHsyYXXsdkcM5g65s1eTue5dSvPrWPe7mE6hpvv5FBlZikbcc9OPgVaDSwMysPd3irnXKakUQM5GYo9ufBSU5TOQm/fKaRSCpELTG1eTopiTy46tYHTST3GIiIiIiIoMRYRERERAZQYi4iIiIgASoxFRERERAAlxiIiIiIigBJjERERERFAibGIiIiICKDEWEREREQEUGIsIiIiIgIoMRYRERERAWK+ElpERERE5CIKJcYiIiIiIheVSilERERERFBiLCIiIiICKDEWEREREQHgvwCuPB8IKRtSsgAAAABJRU5ErkJggg==)
USD thế giới giảm
USD Index hiện ở mức 102,48 theo ghi nhận lúc 7h (giờ Việt Nam). Tỷ giá euro so với USD giảm 0,02% ở mức 1,0787. Tỷ giá đồng bảng Anh so với USD giảm 0,11% ở mức 1,2274. Tỷ giá USD so với yen Nhật tăng 0,55% ở mức 128,85.
Theo Investing, đồng USD đã nhận được hỗ trợ vào đầu phiên hôm qua nhưng sau đó có điều chỉnh do niềm tin chắc chắn trên thị trường về việc đồng bạc xanh có vẻ đã đạt đỉnh với việc Cục Dự trữ Liên bang Mỹ (Fed) sắp kết thúc chu kỳ tăng lãi suất khi lạm phát giảm xuống.
Morgan Stanley đã cắt giảm dự báo cuối năm 2023 cho chỉ số USD index từ 104 xuống 98. Các nhà phân tích tại đây cho rằng tăng trưởng toàn cầu đang có dấu hiệu nổi lên, sự không chắc chắn về lạm phát và vĩ mô đang suy yếu và USD đang nhanh chóng mất đi lợi thế.
Không những thế, đà giảm còn bị đè nặng bởi kỳ vọng về một sự thay đổi chính sách có thể xảy ra tại Ngân hàng Nhật Bản (BOJ) có thể chấm dứt cái gọi là "kiểm soát đường cong lợi suất" và tiền thân của việc áp dụng lập trường tiền tệ chặt chẽ hơn. Đồng thời, USD bị áp lực bởi đồng bảng Anh đang đạt mức cao nhất trong 5 tuần sau khi dữ liệu cho thấy tốc độ tăng lương tăng nhanh trở lại ở Anh.
Lịch dữ liệu của Mỹ tương đối “nhẹ” trong tuần này, nhưng doanh số bán lẻ, sản xuất công nghiệp và doanh số bán nhà hiện tại đều sẽ giảm. Các chuyên gia tại ING cho rằng về lý thuyết, điều này sẽ không ảnh hưởng quá nhiều đến kỳ vọng của thị trường về hai đợt tăng lãi suất 25 điểm cơ bản của Fed vào tháng 2 và tháng 3 và đều được cho là sẽ đảo ngược vào cuối năm.
Nguồn:Vinanet/VITIC