期貨行情
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAd8AAAE4CAIAAACVI241AAAgAElEQVR4Ae29z4tlx5Xve/6CmnqQ4LGMBwbDbbrcszcQ9ixfFwcbDe6ksDwQPDV0C70GGbKh4eG8Lijc5o6efQcXmiRBkJJLRi6kNk9W2al8kF30VeMsrIRb3Z2ioah6l/SlkksNzssda+/v/sZaEXH2j7Nz79wVwrjixI8VK1as+MQ6sffJWKxWqy/zf9kC2QLZAtkCE7PA4ssvv1zl/7IFsgWyBbIFpmSBL7/8MtN5ShOSdckWyBbIFnAWyHTOjpAtkC2QLTBFC2Q6T3FWrpFOO+4/UXhnZ2e5XF4j5bOq2QJTtkCm85Rnp6Nu5+fnN2/e3N/fl/bycQhuHh4ebm1tHR4eSkdM58PDwxs3bkAHNZKzs7Otra1Yqarc9uNyuVwsFkq46GPz2wqX+js7O1tbW2dnZ+nm5+fnr776KuyTrnyp9s7Ojqqzv79/8+bN8/NzlZ8/vgwWeEnpLMBaVP8pcgk7qsLAv2rli6McHh6+8sorvGLTvVwGnQHRlGXXKjwyTYfz8/M7d+5cShIJ+/v7JFUnpQ4rz3BXSjKSpBorKXQWOApTPv/8c+isEukhrFYrkaPVpc+MLR4jVGIJXBmkJmHhpB1vuJ7LRb8Y6XK5lH5ZPZbA8kFnVpsrS9r2gu44IbMTGzXnr1YrVq+hfO6L02xb1UusaH9//8aNGw33MO5r9umXlM4c5QmL2ZPOzs5eeeWVoLswueAcoDkvttVqle5lZ2eHO4W01WplwcelIln1pSrIktva2jo6OlobpSoEgwjCC2xdTHChJxaVKCwNeetauv9i8tERJ0AH0MoOTSzA1gvGmGkJItbWic0LT4qqw0XQVtVBfiyxXC6//e1v37lzhysEx8UVYmmxPEqFjGJbcVdM687ODuZRFaF5w0Sil0QRfJUjm4Y9zrvaS0pnNalq925F5/39fQHl2mBQ9ZJYvcHVzjqv7UsqixysQ5ag0kxeaSWQ5Q2G6yyXyz/7sz+TPewScJd4vUQwVxb5ln2q38RHEcvgVulR6Iy9h2fTzhei5sQAVZGMd2tr6+7du2qk+Lh2SxaZ8El0ofSB8oJj7IgCSsAazRsmYr3IXq7mi3uxBmzY47yrZToX8wtnlcluRWf4x1piql6Go/P+/r4QWSKvn/3sZ1jeKgHW8LdOqZOgs8i3VlIjYsrDSoeHh6+++ioOUs/Pz2/duhUMmtJkV33xd/PFYiEUS0sQlWwdJXm1WlnjKDPyx52dHdhfYnxmH+zACbHJt7/9bdnhMCnimQw1bhVLW9JZBCOSlQT3KJWRI9Ka6JDoJVGEUVizo+ilTWQ6F1OvwCrOxEtOpeG77DdKCBdJWlVIuKNdYEra5TJWKslHUezu3btb7j+hHiIppoZiK8fFTFXVEcduSsJqtbJ2U6varlI5IucwCiOVWDI4TMlk4XwCgPFa8kI4ErZObF5EebGwqhObL7Ufo1OVkHkRTawNlQV41EqOfFSParG7sNNKL5dnKcA0RKmc5nSOgR69BBXgfvkJM/Jf5kSmc/lIhL/+W+7ARZhcyJSEgq8qleCOe1ErnOvHVjvqpPtSJ9foiMWqMSboDJ25DjRpngB3VCwpFA4CWhSGAtwXBiWZMTortC0WC0W3hnS2mog13n333Rs3biwWC6s/aC7Ysppgj/nrv/5rORRSluHxNk+zKaSV5SYPZ7lcQnnJv1SsgyaJXhJFGJd0zQRH0UubeNnpLLGhWrE2+oB/JHwoQcxgLyostas3sUISfUFVJPgBEQ4WLJ2FMlBD1olqyy+lrNWfrSrrc2dnRyEe61Z2L7U4GRwYTjDBSLKxs8ya2BMAwkjTieVyKU2Cm0RQGXyN4K8aXFNtLcvlUsJn0VBsEtSqiQ729B9Ghg5qRLJBSo/yxSvhexCiEoleEkUQwnOEzJc88fLSGaGc9fgN0jnRi1qi7IhrPbUhndVpbHDBC0MZmtJ7Ezpb02EUPDpEkVLK4So/R2LCynFTUGHOhAJqpOrcOWFPVkbUY80xnFZv+AmMvv71rzekszILzwUrYLHLpUjbahaOMiOwHtoGj0G4NJFO9JIogsDEHKHOy5Z4Seks3okvdGrW1VJnHEhahXjS3BIz3UuMAupcQukW68tWE+4wGW/fvo3XBG3sjLhY0ZmHz7hRFLAfOXZm9bD52UWLahLNcbSLuBJ6XgbvCPG4d4mdf//73+MnOYmV34rO0h1iczYUby0iE9UwKCSCUw9NxCxsdqSDPIVYSbApJEd8ALZCaM85EJJQG3WCiUQviSKISswR6rxsiZeUzsvlkkGjZt1yFhV4QSJTErbV2l5i/FrrqbYvpQygzBTmoIzzBYVAABKvv/761tYW1jA3l9iWYaGgEAQQlMT+xxJQqkbHorgX4MwqIwDCS+sxewZnk7uDShI7N6SztEpgLtgFhqPsDB147Mi0Cd4npFSGyc4We1wpNYOTYjtSOYleEkUQInWCcQ/qvGyJl5HOdifnWU87aMKHFFPSvQhQeMFYHYBFLpK06stWABrUUke8qfLl5S2csQJD/PVCNVGwEMRjdQUBBD2lcmKD5JqohqBbSoEzQSe6llJYIPFdhOugx5jm6A6t2BksE1ENkpEIdgH5PWNnZSVY43LTlWlVnnnnzh18o7LxhIwx5qgY0dpeZD8OKiBtg2or+S/bx5eXzogQkZCQIfF1G+tcgUCcRhFT1gCEI4HAJLhERZQsiT50xtM8RKlQQCVkLLIsf/e73527/27evCmBM7SVE0mcKqh1ImPHzyi4laop5hXgKkyompcbyWKxgCg1L0xG/h4QNGDQnrHeY/MCegK7rMNm6Ry0s9oOlbnwMThY2X0x9exaUl+KLIWl1OajO5Vgf+NeEgqIhJjZlfyX6uPLSOfEBMuKBRFsTQsCW6dhjtAHC8Ym4Nxra3Lb5XIZ4w4rxqEKP5pDHWbBJZikC2UZLGyEt9jA8JMQCJR1y8G4FCkK41SUiWBf3mD9LRnVTmmBxaEcNIQ+3HWT54Fsf7QFxJV8EagsyScn6jsKmmPHRU4skeg61mTcfDtB4+ozkd4znb2JiLk1RwR2XXkiGn9IBAs9nTV2qijUBkpA/8YqlxX5q3fwa4TUAyLFemm7wcJKIO+X2AxkCNBf3kjDKKQJy1H2jNkHaoOwkNkhoXxJGZ/VE+GIzRWdsTU2/wN7arwdlL/iJom1cMWaTKq7TOdJTUdWJltgMxbgXW0zEgeTkt4sB+v2GgjOdL4Gk5RVzBbIFngJLZDp/BJOeh5ytkC2wDWwQKbzNZikrGK2QLbAS2iBgs75v2yBbIFsgWyBiVpg9foi/89aYLG43mbJ+ts5vcqcbP+rtLbtawb2LzYMO7Ccs3r92lvmus9s1n/cZZjtP7r9rz2DhrNg9s7hbNtEcrZ/EysNVyfbfzjbNpFcnrQ0qZqu84ebpai7360j8btfKTI5Jy1kaqUb8U4Xgi9e/05tlnqY3118y5mNS3/5NW00kbD4WkhC8khqI/rX2ib7GqLaZvUvXfQriz8kB3Ld7T81/QsIrLM5O8+V6v8dt/wS6rkKmmBrWyUdjAebTjvlzMmGGKgsC/5TkQJQXiwW37qp8TE/OsuIgiYpM81MizHZOCVtKym/fH3xS2K3lKI+W/iXLWdd0a3Q5CuLP1RbQtE/PlYTuvru4pfV/qoH6+q8vlj88vWFaMWbStrPupUq/bU+lQHtv/Vy4sHaemIB36rD2X/1+mL9EIz/wHTwhHp0vuZSc1r6V/bXOgvgZEb8IQ+lf6UJvKBYdy4SwlqDqZEoSYjVIQafBJ2VTk6zoLriN3aQ4ot6YkIuBXNMKqHogNUVppKaM/Y/eMSiCKLF/8JmqVoBxFL59XVuFLSbp38lGYFMIdnQucSHm/p6+qTt1xYrcfGvLH7pviqF7bC5+fX0J7HWgEG3LGxSrcnCnm4UtZdWY/FC6cpKm7e/019MGrabdF2hqhwReU4qiaU6Gf3FIcsdpXIYbwjVSFffpW8zw+lP0y2z8MvXy5XoaSUfxJ6V8xRLtUoHKi8WHb7XBhesyiz7UrlRX692G6WNR+f4MMJOSatOqTH6R0uHEl7hKXK58LkKDSWFv1N/v7NwwUhL+dViK53bfZRWoAaaJBJW/z9UcfFKXNOnM9aSAEuUKfSXNfO1MmRefK0MOoaeUKu/DNYaMOqxlTcWdqvSJaDlI88XYtvB7N/Of9ovjaH9p63+MlPfull6jmd59yVMee+A+tN0Sy9lxONOXxGysD716nP+X+/rshx8z+GGm0r3pbPd4V+/6c5SnX+LFe5+94q+CG/KKJBj6VDOKx1EoHKJMJqzenb9Xc3CpRRS4aOkXvVRiMzS6k6TC9jqzw0LNZjOJmwplwq2oq9Fv5iHvwckdWNNYumY/taAjehchc+eeWm+gG+vQgWRjdi/lf+sqhMkzIBN1Mig7Wcq+pNHifWgrcygDjUqhx9Ef0NnMaYwOkhnuJl4V6lV5UXBJjFP7pZfTrdqbJmr3aIKLqSh1Pc2xlnTWVuDP4dWO75DCcUw6zGzix9ItdonqsiOc5QE9dGjm/POom21Bgqtic7YSiFE0/kr5TNMHNg11wQyWyU8/Yn11oCWziVMeWoSaeeucHsZ14bt7/TXJrUqsf+Azv5yExt6i84Jn5r+GCweVKTpPKz+hs7C5V9GAmHejAtP4HmJNGnl200ql97RpGqijvjxy0DnhBFUEVxNL8CvhU67vrL4QxVoLNzZtF17It8iQ/XLH5lu0OdbXysgi3VSwjq0/rG6vCEQyKZMZ7FDOWqnc2E6HiYt16LywPbneWmeXrvH1PM4Mf1Zc9DZcyT6UIxiaP05KHFdF1z+WtUvw9ff6kTN179TnuaR1nVyoIVQdtDcXQI1K7POm85hVNUT5KdossVN61VUPYvAgY8UgZ4Fnd0zwPKMqPpmDV5rylBQqWaH6SxFd2+WsTP0Edz72nsUk35xdiEn12KNgZwSo7D6S5HoDJVW/sERmuNbQqHndxd31ZNV8duK10Pbv7P/1MOJT3RtATeRQ/hPW/3/b2dt8SvQGV4n0gIzOJj+pTO4hSm9l+9KVfjiJQDHLvcYWs4Np2Mj1UqVWJZdroVNQ2MQ47Jb8zdlvOEADGHM3N2U04oOirOFoRLTFrKYxMWAiyfQ1f+We0ZRGqra7eV4DnRubjGlf9lQOsLrj9JL9aCvXjAuHyGD5FvfKB2oYlxz3ZrUZP09N+OVFEy7eYG29fmmG/svK8PKdHhmGdL+3nTjqWycuc2BWAxweP9ppX9RmY7CVFtL58H1l0n36VxMvbNbbCGLC40Friidmbw1nSsYgS/lo38n5ls3Q9/ZafGMNcgmIAjWYTqEH9F8pYzIaJRFsmZcdXSIqAEW0wHFdxd3v1M+drsCOpcK07lzuTx8aoPORf1q9kuH5uOROGKChm2YqexftqrYykYu2a02Cbfwmnrd8PYXQnmukvSfAMKMnWUlFnSemv7fKVYB1FN0lvnypmZo/dvTuZyvyu0D01fNZb39mwlq6OrBaqV4LmPy1vGav8OgTml0F3GUABIruHUC95Jq3mRsdBis/wbTig7lYCt+FUao6Ab4wh3rrw7u1WAJiqUa6iiBaFIaSmxuTjaaD1DpL7NZQg3TpBKVL8o3QdA5gELnOwP5pYxR6V8O3DeLZIbpXB0iVYso/C8PTTx2IPur6W7qP9UrT0p75Utih0npHw1EqpDFAmFA/dvSWerD6NXrpFjpYnCs5dI5N4q1snMWLf2Jy66lc7ngBUAVtiANdEbO9UooOsjqwnwVCccyGaaNheVX2ncr45TVyEvUclV0LrurcFnPRWMPUPpDz2IWhHH4gQntpqX/OT0DdK68Vg43lbNudn6V/iK8BHFlFi9Txc4Vne9+l17QxsCpFGqLiYQaG7d/O/+pXtEJHAy6Iayl8+j6B+lcOiEN4e5Xil+fyhQMaH9ad4GF4LuT90W5ciqxp3L4SdO5WOSRXQWs4dgEy+BaJBQd1PSUsU/1nikOdnhjW1S/kiomVTxS3n53U64EwmJCB/EhvGbQn861whE648iiUMCnM7YicUfRStI2AtrU5Cr7F2KFreZQpUR2tZCggGjYjc4bt7+a7no6nKmV/8AZOtN5dP0tncvIxk1TMXw/gSEP4v9VVIHoqtwSKo9CfvCPUoDX14rO7s8yKLfD2hD/mDOdnYeVaJDprQAhNnn9O/6vpKp4TfzP2k0sVpRWTgP29aWzeGelXrlVVHuG6P56dfC9+MqCn7mXjls95FlUhy2iv/dsrQqC4AN9EprOlU2gAIRvns5VXxuzf/V1Hstbdg788LI0MibIxM5lheqfQo7MKcV9A/pPe/2Zzt4acQqL88gTWthkQP3JVtKLR2eyIZyqSFRuUDxMqr4EcwWZRMT+XNQ/XU41CyqdpnKCcichLVEC7FrKiECxAqpxL9cizXQAiTD8IlGFxkW6+ikdXK3Yb6tDQ8kUgwAu1m7wznIWyGl60ln1hY54XOWCd516y8nhGI7BE1qOiJiywZmN2R/ERF+Wzkp/b9bsh0p/mGUg++uek/4jyrC1Md7S7E4cW2NS+jOdX6++7oiGweXAsfPG7W93stKYQjZaaJJvPYpXiprHq6az+ISoWJjSH4PYDn6jVr7yIVRD/nVJMB2szoURqqeC9RjFUNVqByMwf3e/Uv8SxNoNq0s8G63wQqu4tVUmmOPp72IHnCMX7lV55Ovu9y9BCSrz7le811Gk9O7X6K/YDB8716amvuxaUpo3/Dig/UlbUaaJ/zRUG9Wmpr+Agt24IEnleFAbiavUv+zUJxs0sQm7Wnn7sfX755R7QH9Bs5Tg0c2srukPOes/7hxl+2f797FAprP+m9Rszby62BpXn872v3qbc4/Z/myNq09nOmc6pyxw9R7JPWY6sDWuPp3tf/U25x4znVNsyt7JvnL16Wz/q7c595jtz9a4+nRJ5/xPtkC2QLZAtsAULbDK/4UsUMQO1/m/Gej/8Pj4+v5vBva/zu6/WiwWp08uru//yq3iWs/BcMrn1TWcbZtIXiwW1xfND4+Ps/80meXh6mQ6D2fb8SXn1TXuHGQ6j27/cRXo2Xumc08DTrp5pvO405PpPLr9x1WgZ++Zzj0NOOnmmc7jTk+m8+j2H1eBnr1nOvc04KSbZzqPOz2ZzqPbf1wFevae6dzTgJNunuk87vRkOo9u/3EV6Nn7rOh8/uL5zU/e3j97oIwSy1fV5vcx03ncOc10Ht3+4yrQs/dZ0Xm1Wh0+e3Tj3mvLo122y/mL53e+eG9xsB0D987J3mq1Ort4uvXh7cXBdvB/0lZAjwrckW3OpaKYNLz5ydvnL55Dw52TPQgUTVDUMwE67589QBec4O5Yw60Pb59dPF3biiuwKExEcLzNBwX9mzQRM/IUD63eWq1qOn/6QzY70t/49f36lbvPfvKN2vd++NPj44drWv39rbq+c9r7fx+W9sFP3u/02jXsz5aE8pcJnnTrP2IfbssrQkpjrThfrZe1ZkeF/vqnF3Vi5W5K//Jl55Mfs9mR/ubx6WmiqHhX+vSd+wS0T3/jvT3NbVXR471vwrvu733c6bXrwPvOYtD9swfsFhiPJIQ+q9Vq/+wB0mcXT1/56I3DZ48wu5KAwNVqtXOyBw+TfLiOzAfTAXKkSFxZWkHIpZJwcVEYH9G8cwLeaSXsnOxh4DKu4O6lGnKrnZO9G/deE3OpQSXGqwSmPyb0Vw2xGGD/K1BP6WA/1nQ2cHz/1z9YHDgEuyL3cfvWp2t+uuK1cjQPN3FFFfodxBncRpma6X5Rwv7sCQn/YZdWTpJodQX+01B/0QROxVOcWLkb1N+DKSHy4+M3Fwc//jnloCYXFekau7/53sH2Aqh1aC74XghxRajp0BwuCvWIrlUiQGdYcP/sAdCJTAnrXvnojbOLpyoQvnv6i7V0ZjkCdxAqMZHLo13WZP/sAVqxQNEH4OaibunY6pJ1gm0goTn3y604LXV4UA3Hy8KD6Zj+tvLyaPerv/r+jXuvyUK6GvWsGionTueCmBU9jx8mOOvhsmmrn97fXnC8XMTgP3jrszXot4yO2V+ZN+E/1hMQE7RqFVwvytr2Y3/9E0pyd2rl2lF31l/xrvpYwLSip/oxYaLowgXab77zuGjy80+J1E+kqMR9qKhsVSmgOg1/9Oi8PNpltK2lMwfCcrLxykdv3D39xY17r3Gs/frD/7z14e3Y/gm7Hz57tPXh7VjoDRTiWz/nyEyrOebp75aOeacNHHjziPXFrazXyordP3uglm5ivLGOkB/THxUkIV+A3v3yd6Dz1ain1LAfY3T2QuDj4+Ijw9Qjco1U1coxPchcH+LHJf3rzSAivzmd2RMkBI75j+UU6LxzshdsdQX+01z/2KJWc80rd7P6B2nI0bGqkCgqahbx8lo6G757oXQYxEoN+ejRWWyE6U/T+dEfz25+8jYovPXh7aP/7w9tY2eeZg4eefJipOCNROqzNJbQOR2km/IedqxER6qVDIo3GOQ0H2+iOykK6q9aQTHuF8qgMnK4mpSKBDsdaNs5EaGzouf9tz7YXqw/eVCt5FQ6ROdAJF60bdBFvRMIqYP2h8HFLGn/gdnxXEd8JtFqgxPUX//YolYuwSt3s/qHqGfoWZ82JIoKqnrs9phLDV3+906YwkUpnZBwUSrt0VlMhog4Teezi6er1Uq8BF+Hhc582H/zk7d//8d/C8bOcqaGVS0fgXvk29lSrrk82pVWaKLmvvPHoHeyJ/GagRr4NsD9qlar1Wp5tIuaMqLLUeyc7K0dL4tNp4P6cxO2pOr3CtRjTYLpIJ11CHxcYrc4jiifwwSYa1qZZ4bge4DODTeARnRWngBYx/xHKsjQ8AU00UrNIxZph9UR9J9W+scWtUw3hsy6bVZ/S2ePsDWXDXz9okKOPAPE4XJRwWHXeV2N4wCd3aNFr2EKytA5QGesE2XZyvWLNYD4OkZnMbfwPUhnIXjwq5mcRy8OtkVI89kShTkgxVi6Jax3YlVAIBYPVo59+cG2kubwzsXB9t3TX1y+8XLFdOaVZu08tHqwYSwRorMJgR2dFwf1I0EH4vqjC2NtK5+k8naHAHpIOltPSPsPP5uVtSZLJtHKziPvwTFTB/M35f8iXJYngxid8srdrP4gXZWgIFfzN1EkUbN30Owoj9Nkx195YDgonRE7IwEjSuLw2SN5Ksird3Gw/frD/4zYOUFnOFZwntAX/NLOlkgINmfcQFTnhPVO+03NKmNzbCurEoaJBOpYgShKJ6C/rE/sr7LClVa2XxaOUiRQ2lk9SIglAnQOPKCzxw4mJ9DKp7McXsujvwCdjcBmR8+wPwaobI7vXuzMsKckONpADupAMnI2OEE99YduSGBRIwcJrNzN6l9BuYpV6eC4cVEVIHvBr0V5lROgs5PgNa/00TuEl69jZ95m1UNC2JETUt+ebMToLD6Eb/QsSqXhx/BIVLA5KEIr5PRJWO9UT2nwtZGXENtQeretrFZ4N9GOzubY5sEcqz+qKV4D3IuD7eDsDKEelIklLJ312xQFJYtjB/+RnT6ICLXSdHYvR8uRiA20bY5pHuK1tb/1BJmIoP9YTsG1Eq2st9icmMFVfk/9lTT1jpYqxcq12toc1Tb20f4aRb9NQXCMFAmaESNX9AwgGMcXFaZr4TanklPXCeRoOuMZq1gE39Zj4xcvsXTGalfnzsujXZyKKJmfnz/mHGyz0gWfgWAiub6ksQPbog45yjtjXqK2MamGaCjWivXBqgPuG46Xhdi00t9W4BzLApQOpB7kxxKGzmFKFvDFqXFBSRXqhlu9/xn9koVjZ4d77yWQBqG3fWHD/n3nmCfE/EdmhMHNEmKtWq2XmOUlX/kP984NY5qsVqvYoubmksbK3az+foCcoGS4qEB28LVoR2f/nTxIoFMOgW8iYG9FZ7ymg1jJ2pFzxJT7Zw+WR7t431kdicikBt8VY1E7J3vYDPgcCsfQ4qbsIucvnt86+pE8n1TVWHLntPJO0QpKQqxaRfw8DVrZVne+eA+vD6pNi4fP40WPDRNK/3QrRecrUC+tz+WrZprO7nQ48PsRdxaB8Nk9HqQHg5FW7//6B7UoVwcS5EeG1ccw3IM4VpnK/h38h31J1hqCm4TXDeQ/HfSPLer0yt2g/h6d3WO9+vEdkzFcBOAGAlsHbsTUjsjguJNWsTslxFOP9XFpL3YGCJBYu36k5mWkvHOyl/itoJxHozIia0kgzOSDbIUzmTCpb6MJyQ9+JV87hEQFtbqwvdsmPDSsH6kWayWLTTTnSFlaxcZru07kKP0TNfFWNcx+Beql9bF0Drx3UZ8nuHi5fGej/g3hwzIo9nLAUMfx8k2PmtQi0/FaZqfCdKPTDAi3sXPME3D6LN1Z/5H8xcG28pOE1w3hP930jy1qVt6u3E3pz/hr/7ZGAVYYv05UJ8hOYFUBvyEUyDpAS5MK0wHEs3o27dEZxxqxd+nscvrn83959bc7Er0qOrN9lVdZOdPMaUW3CQ5hBvoz7K5degb2n6BXN1fJnjtbAk45x6Nz82G/JDXz6hp3ovXJRh0ptw5jRyF79p/R/WfK8F2rW6Zzyn/y6kpZZ/iyTOfhbZzqYQb+v5aAU66Q6Txz70wNb/Jlmc7jTlGm87jsznRO+f8MvDM1vMmXZTqPO0Uz8P9x8dqz90znlP/PwDtTw5t8WabzuFM0A//vycdxm2c6p/x/Bt6ZGt7kyzKdx52iGfj/uHjt2Xumc8r/Z+CdqeFNvizTedwpmoH/9+TjuM0znVP+PwPvTA1v8mWZzuNO0Qz8f1y89uy9pHP+J1sgWyBbIFtgihYYd4uebO8ziB0ma9smiuXYuYmVhqszA//vGb2O27zcKoab4GsteQbeed3tP8pv/DbVafafcd0v/5J7XPsP23teXcPad530HDuvs9Cw5TPw/3GD356959g55RhObtAAACAASURBVN8z8M7U8CZfluk87hTNwP978nHc5pnOKf+fgXemhjf5skzncadoBv4/Ll579p7pnPL/GXhnaniTL8t0HneKZuD/Pfk4bvNM55T/z8A7U8ObfFmm87hTNAP/HxevPXv36IxrqJRPxPKlGi67wp149SUC1c0CfJuJEj7ljzPwzimbd61umc5rTTRohRn4f08+jtvcozOuL8JVUjL35y+e3/nivcXBNq41gk/I9TPID3L88uoa0JnvQ1ocbHNHfJON8J1L5RY1yVc3reyc7GE/QEfQsE+CvTOhOewWVE+V4l6ihMC0KZqPiPUPtkp3lLB5UNrGM306u5u2q/3ev+b1+KG7WrB0gw9+8r76O/1cemBusSpKg5nVpURWoJIf+cj2T0y38hDl3qoU/oMrK2XUyvM3Mnf99U87GF+fxItdDdkapKGn+W/UydV/1ZxWt0+V/HW3uJb+o+6genJxyqVyeSBdTFW2cp5ZXVJlrrxS3ZkrBIPbgKYzrjjbP3vAtmMNFgfbcBEm481P3j67eHrzk7cBazEi05kvhJWZg+nFn1RbkSBF4n/SCnN5qST8UhTGx4ZTmKjG3rlW86B6l5fjiYnsuNYKtE0SqgaLWP9ghW42D4oaIpPpXFwqWF+87W4RBDS9W19dUV3z2N1GuK2vDSx5itsIfTonBTZ/G5rtv3a6O/gPruNTiyKxXlpNU3/9Ew7Gq3U4/UG94g7AGpGOnqCwd8G2K6prXsjlgeG7Ygmy3qWFTuDaJtAtlgjQGfMXu13w8NmjVz564+ziKRJoIgGCwgrTGTUlsX/2AB6WmMjl0S4gLiEDWrFA6R3g5qJuafZOJYE1T6iXGFRCYPNWSoj6mNBfaiY6SgxK9TLcR6azZmJxK2t58XZxeStIfXzsbtSu7uR2nA2juZBQQNleJpsSGAmTtXquWsL+Pf1HcMaBSEOBrSZrOP1Xq5V1MMR8tii43teOxY+d/UtXi+C3vFG7uF0bpH5ycUpFEjU34GzB9CpwLmPtBq18lYj1wmuPzsujXUbbWjovj3YViNXXN0Tc7EZsU3Yp3DnLFRDLswRhCudIk1HobNcJq8eH8mpc6mMTU6gmaz8mVpe07W/ztTr0qdCMzkX8612bTZFvQV4Gd4iths4pgUEKxzIT9sd0d/Mfu62KnP2zB2mBraajv/4xB0vQebP6x8JSQrAP1uocQ1BbRMQMbgNQke8FzqWEEv1RBSKiuL5HZ6EbdrC1dMbXdqHwzsmeSFDITsTOfAc7/FU5UMwReSORJixNCen2MeGd6CuhXqvdAgITXw7ajiKhv4jqb/O2KrWqn6BzjdRAdIzDDXdUTaccQYzWooTdKYHtbptN2B/T3c1/pBUHKMhJCGxl/MvV3VP/tCdDYRWBbVZ/hh2na54GTiFwuOGOqumUgyVQ2vCdo+8GFCZRXjTt0VkmDwdkTegsgLagbOIHcvCEtvIR4Tby7Wwp6l3SX1qhSZPem9SJeSdrnlAPUQA0jH1BY4HqaY96dtpEbdSJ6Y8KnW0OCYMmonQuDiW2y2PoAEwB5TIKLk4qyseJ1YkHBdEN6AyBm6EzT3dn/1ke7cKdZEVcjnHnZC8hsO1kxfynof5rPVkWiEwNQrrN6h8GnzzTE+wG6Awol9gtjj5K/wlExDXoAWKRjyfY6/nuQRk6B+iMKVRLt9KvUBTxtaJzrAnXF/nyrIxPk9EvJlVo23y2pHcOKFhmh3TQO5XmCfXgfPC84BNCJVDpyStBFa39GNQ/1oo7Sgwq1nyI/CCdHUzpoHkdnRcH9SNBaauOoa+Yzmq6E6Ze6z/Y9RcH23dPf7H14e0roHNz/ZVLsIMJN9TuIjRIGEQJXPsxeO7sYEoHzevovDjYxgmytMVHh1ETOIPRkuCdQBWt+xigM2JnJJQV8DCQnWNxsH3zk7d/9vgjC1zUFznwuXSou3OyJ5NnZ0skBJvjC6PSudtHRbeg5gn1rJ4qJyjQqgpT2KJ0DvRHbCVbrJ0jkYOOEoNK97jZUkNnd2SBqHn9QQSOOBDz2hzzVDCA+0Cr4CGJyoT9xSzB6U6YWnkLTgCCng85SGAurBwUpRM99bfC4WCiEgdSyNms/ohDQdJiCXAwG6AzTjaQQGxrchocYjimB4JuXzd0USc0nfnQQD0ktLaWHIZ48DCE6SxzgD0zJpNPrDBtqGxzUBQ7SEWFVgn2zpjmVhnkiDHZBdm8MYFWw86DYv2tWJuDjjAE1LE5KBou4dNZ0GyPJop876ngMXKKEwm/KHBGoWPnurnHdF8OilIJtn9suq1hkZP2H2X2/bMH8g0VzVHB5qAoneipvxUOB7MIxtKw2tocKzmY48fODqzVexpExiK/ft2iiGeRUxxx+EU49CgZqt/3CIbDDQhO+sTpjGesYhF8JQ8OXjJb0Xl5tGtPOUTO5+ePuRdsszJtHO5hjrk+lInJt5XX5rB3xjRPq6d2OLGqxD4xgavVKmaKtQqrCqy/KpKPsY7SgwqKGiKT6ezOjv23ksuzYwdcfjFDvWznPRUMRMGGzimBKjpOf2T7x6Y7beqE/7DBRYj4VVogt1qb7q9/zMGEzhy4AMGb1R/Uc2fHP/55gJ4OuPxiBsG0aMWBtgM35YDjNVJPn1x8/PgU/RYfj9/E23ucvzatY2e8AYateO0UCp3PLp7eOvpR+mQDExCUuXOyh81AnSDzRxZy/uL5raMfnV08FYFcLdhF20x4J3dqhXC/qqbyQjzJUdWUzIQpVM30R+gfq5boKDGomLSN5xOdEQ6HYlX3kLCKbf2a7piiKjp2iNfRt6GzvDGNoNsXSI8T02h+eHwM+6enO2HqmP+sVqs7X7x3+OyR2FyhPyGw1Rz11z/hYFgL+AsQiKs2qH9FwDBGy1J3NFzFyH5Nd+5RFV04xNMZhWvoH0MXmP74+M060xPuQbzSLZrp0Rk+hESTuZTTZzmsELPy80NJ83cuW4pzND7IBqlFB5Zst1yR2eTApMmIUEd5Z0LzmHo4K2Q7qEwW28QUUG9tAvonanaweULaZosUndlQZRpxsbzF4Z6Sg8UVPV28XD5AD0TfATqXP2kpn9QbgaEdIkRt2F8WlNUf093Wf0A0kcnfLGUKEgKbz9FG9E84mDxgDA5hU/pXBCyYa+1fR8GOoVIBLA619aJvFxR7OVUT4XjZY03qQOQeRfPpkwuPzjjWCB4fBydVvoYAl8GGfO4cFDLZTHjnZDVMKzYD/SvCNgXipOrPwP5pB5t4qX/unOIgqDqphEfnidv66tXLq+vqbc49Uuyc6cyGuaL0DPx/UrRtq0ymc8rRZ+CdqeFNvizTedwpmoH/twXipOpnOqf8fwbemRre5Msyncedohn4/6Ro21aZTOeU/8/AO1PDm3xZpvO4UzQD/28LxEnVz3RO+f8MvDM1vMmXZTqPO0Uz8P9J0batMpnOKf+fgXemhjf5skzncadoBv7fFoiTqp/pnPL/GXhnaniTL8t0HneKZuD/k6JtW2UynVP+PwPvTA1v8mWZzuNO0Qz8vy0QJ1W/pHP+J1sgWyBbIFtgihYYd4uebO8ziB0ma9smiuXYuYmVhqszA/+fVCzcVplyqxhugq+15Bl453W3/6R+md1Wmew/47pf/iX3uPYftve8uoa17zrpOXZeZ6Fhy2fg/23D1UnVz7Fzyr9n4J2p4U2+LNN53Cmagf9PirZtlcl0Tvn/DLwzNbzJl2U6jztFM/D/tkCcVP1M55T/z8A7U8ObfFmm87hTNAP/nxRt2yqT6Zzy/xl4Z2p4ky/LdB53imbg/22BOKn6ATqfXTx95aM3cClOE/9Qd6ng+qtgWy6VP95v7yzAn/MPSriyzBl455XZaoiOMp2HsGpzmTPw/0nRtq0yATrzdTKWm5Kj7ohSlxAyf5UrCMdxK5XQGR+l8uVVN6Czwjdu+gle/sSlciGbaMv3+tg7hLiV0lZ5J1sGGqomUgcjSncXU1LJ7PxR6Z+QE7y/psl4EzL7Fyk6uyum1twmJXVufRr4a/2miG+0cmJxD1boGqq2r9PxvYJiiib2bOU/fL1Two07T4Tynw76r1arWKv00uisMzdUb9S5i6ZK/zHXU5U3p0gdfdeUu12wgmF9VVUTgW2JzPU1nRU9eaiJtLo5WNH58NmjV3+7c/7iuZqqm5+8fXbx9OYnb4Nl0gXTmS/8Ft2AWkGbaisS+K5MaQXfTbSyA2TvvFwJILKsCnxEQ9AWWiW6SygJgT0TrH9MFBYJ7tyUmk3GG5O5qXyPzp/+sL7fz7vmlUDs7nhdHGwH6GyLXE6g5obQrOjcxJ6t/IedUDn5Bu0PUd30T7RKLA102jPh0fnkxzWRYzexVhRmOod5/eTitInAlhcJMpr1vYKr1Uo4yxc1VjtGuecsDrbVMsZthDAl05mRagO0tbEzZEpi/+wBwvbE7C6PdgHx1WrVsJXq63IvidFN1Abx0XB5tPvVX33/xr3XmtA5oSQE9kzE9IdYfOnZOdlT04o6uGDUjpfrDJH26OxB8/5bH2wvTKhbXLn9wQ++EaJzoOhq6cz2Gch/EjPIvTdPx/ynuf7cl2qVWL/cqk/ao7MHytN37m/XV75WRcWV2/ff/ObBdk1nx+v6Y1VTYfT0SVigqdbubkMvdk4v0ZiZFGUkQBY4ynwAlMujXWBLpEkFuwHYsFTqK85ufXjbno/LfsASxA8kx+4lsXG1pbOQ7t0vf6fo3EHJhEqtimKrywpJT71aV7b5QDnt6FwE1D/8aZC5waKi5g/e+oxCb28D2EB+zP5Be7byHwmksLIkBBmXzkH92THUqFutRJbTPN2OzkVA/eOf+zguAuf7ex9HoQzaDk/nnz3+aOdk78a91ywukaM8QMDHXgI6y6mFqq8OoWTCFLL5ZEPNBEOESc3V7J7M3/tirVgC0rHVxWpIZWwJqvdYd6oajtE3G5/G9McAkbAjQpFMqJpHLh0uHaOzO0H+4U89mBaHyMXRR4DOkaIC2ePQ2Vq7rf+sVitxIYk50HyzcxHzn+b6sz6qVWxpcJOe6Rid3WFFfXzsItzffO9guzj68OjclLkhgQB394QXO4st1J7GHFFHE8LWxcG2pbN8wQ8uaT5KbmV9OWgDv+Qjtg3ks8IinzftWKugJso7ceCDvqx81XusO1VtoNMDpX9wjJKpVo5kxsabkLPZIkXn4nTiIPj4jg46NJ3jRe7wGv5jz0k6PAZUTZT9Y/Zk/1SOEfMfsbNAWYagQpyNTER//SXGFw3VqkkPbVP689lCcXAh/vPpbzjfO5fw6Fwiu2548OY7j2va1vlaYF3H76hdfoDOCH7PXzwXv8EpgaKzfJe5e/oLS2eLbJib6axmCEvFYl2CbtURZIocmX7l3wnwcSuI4oTyThRJQ5iF0WZ7V63aKonmHRIx/a0oHoItVeO1FQbKUXSu2efAioeEXijt0zlRVEs7Pn4opDYH2V4dL1RvdO4Rs7+yJxu/of/IIsUzGFmnsdXReXaG0B+rhrVauxK5cvN0LHY+9Z8KepGvofOCjqFdTTqVxomHL7APkbmtR2feigFKTvzl5/+FT1Fv/+NPD5892j97wG6RwChiB5F585O3f/b4I24rdld7ALRSe6+aJDmTOXz2yPq3SAg2RyslTT7GvJO/7KsvaLZ3lozubLWEkiyhVRr6y+rFVFqbMyCCXaytEGzVMzNK5+PjGrvqgILpnCgyqHUCN3zQAftbO8Ce3fxHvIVJZ3Nsp21zhtDfBl6iFZZGWyUT9aN0fnJRE7kAK0XEls5eXFxE0/Zx4ikLBLJ7Jzw6q3FykCtFwR+qgM7iHyCvvEKnZArXAEq05WpMZ5GJGIGrqTS83LqpzUFbtEIOJxLeKQ3/4ck/3fzkbVCPE0Gd0Z1VyeawJt3SCf2VQMBC5eMjNEfOFSQSdHbR7g/e+swdXMjXVf3/t/+3e9U3WV0UorBCucF3hzg6Yf+e/mN3dz4e2dTUDKe/1XAIB0vQ2YXPb77z2J0sa/cQtylL6/fwCtrGT6IV5XujOfxGHSOG08uj3QSdL58oLg62Bbv8Rp1MA7/XwdBfS+fl0W5ss/38/DHPMfZe+y2PJz7WikUhnfDOGM7Usol1l1YSCvRMJPRXkmPDQbW1FVBzg4kEnevYWWGUY+dk0fuf3WfgjhU7K3M19B+pNoXYOa2/KmUvii0N1aTPxwSd69hZYdSLnS+Kk+XrEjsLUy4PidKEDdIZ8bK0Pbt4euvoR+mTjXQ4uXOyhych6iCPPyohiVbWD0C38xfPbx396OziqdRh+aqVWl2J7liIUlLJ7PwR+q+VwMtGTuobjnet5D4ViM733/qAXtJwx8Q4d2bIht7ZqM6IfXC//+sf1D9FSQhUiG/zEfYfwn+WR7v4fiYLMxbHdJ6CnvqnR51YGp0VVg2Jzqfv3KeXNBLHxD6d5RUOhM/uMaAcgzQWqOjf5qN3sqHOhTlwljR+q7KWzuwoCj3SiziWEMp2JM2loS0F6FlhkFpmiCVziMEPkRcH26qVnV3ksDJYFShFQtE53V1CSQjsk8DqWitE0Rlv+InxE+NdK7lPBaLz8cNj/uF16GhCuOkjOA3u+iWQ0A9YvLZtoIyGbP8h/IffT7XPEvpYXtr21z896sT67a/85SEq0fni9Ik7Mi4PMeigWeFS0bko5YaEeC8/LlDJb/PRo7OyCCMYRQAKkGdPJ4RQTFXAWjb5RFt5kfOVj95AoIqurz7B3nn1vffvcQb6g3TXMTED+/d3whEl+HRu9zYbvzsxVro1nfl1BbG7pfOI87HZrvPq2qw920rzY+fqgKJTGDsK3LP/tJ3xzdafM503a6nrKC2vrnFnLdN5dPuPq0DP3jOdexpw0s0zncednkzn0e0/rgI9e8907mnASTfPdB53ejKdR7f/uAr07D3TuacBJ90803nc6cl0Ht3+4yrQs/dM554GnHTzTOdxpyfTeXT7j6tAz94znXsacNLNM53HnZ5M59HtP64CPXvPdO5pwEk3z3Qed3oynUe3/7gK9Ox9JnQuX3vO/2QLZAtkC2QLTMoCPfeouTbPsfO4M5tj59HtP64CPXufSezc0wpzbZ7pPO7MZjqPbv9xFejZe6ZzTwNOunmm87jTk+k8uv3HVaBn75nOPQ046eaZzuNOT6bz6PYfV4GevWc69zTgpJtnOo87PZnOo9t/XAV69p7p3NOAk26e6Tzu9GQ6j27/cRXo2Xumc08DTrp5pvO405PpPLr9x1WgZ++zojMuplJGieVLNXtP1Wq14qv8lLRr9DHTedzJynQe3f7jKtCz91nRWe4luXHvNVwNJdY5f/H8zhfvBe95SoDbXoYkF9bxJdbcEV9yI/eqcCnft6Iu6eH7e3DrSs95leZMZxkpLnxh3eRGAhRZHVh5XBPTebzNh8b621a45gaaS0L0T6tnpQ2R49PZv377/t/zH9R3d7aWN3AH7ht011lVw6T7CevLroKZ1ZXeH/zk/U5/8p/tv3H/EYN3cK3mM7Up/aVHWadyV9zV+J5PZ//6be8u1wt3CWw53bhF0N3bXfkA3dtdVUgI5MuunAS/u4aXrZS/ieEJk2W5f/YgZsHFwTYQw85x85O3//Lz/1KtAT0qmRW+DUs6AmpFVPCiPyliagCOl0qChqIwPvKguqXZOxOap3Vgp2Q1uo2XJaxNs/5rK6tbbxLqNRG1kTpM54K/NZHdHYOA5qc/rIls7m8VcNcXvHqcxV2FPp0dzSuZrk7ddYsrWtj+G/cfxAR2yWxq7jaiv3iCqBSM8KQCB3Mb1B8cLPhbI9LR8/7ex3LL38mPK+BeCJHrj/41gHyTd0pg4HLCLvdmBeiMdRW7kurw2SPc+3f7H396+OwRmrRN8AFIYkqWR7uAeOLYRMITgLutMrY+e6cqZc25SOmQGFSiqOF4ud9gOqG/rS+bJfa2hHq27UA5TGeOlIt0QeHg3a8uxAZME5fAFhIKKDt8e3QuboMF+lN9rSF1wv6D+s+m5q6//nCM5dHuV3/1/Rv3XrN7Ca4Y3rjv+bGzz8fiWu7gVa0uIq45zq0KpsfA7bBeCRyCznLlNgy6ls77Zw8sCjlGwFFJcEoUZw+fPdr68LZlvaIGZGIuobAiI/I7J/p7Z/BQXvTpP96140rob9ty8CJGDk6HbThcTn86F+RlznqBc8lWQ+ciWK4CZ1fHC6XXEJl3kYT9G9I54T+JophrtZ2p/vpLj/tnD7Y+vP3ul7+L0Xkg39ssnTlwRkheJxj3BZ0rUvvRd12/Qb4XOwvdcGqxls6XgfO3f/s3OMoQXIoQwbGkLUbhJTwrMX+1gYDwOrgxQHl00SeR8E7WnLvg/PRu0X+83G8wndBf1bdbYEw91XDQjwk6G6QGUevH0SE0P7SxcyDc7ni4kbA/+wnbkPMT/pMoUkEPC2+b7qm/dAfXsgtZVYB6m/K9BJ1jqI3lnz5JBs5P5OT6xz+vjkoigTlH4uvTHp3FOgh+19JZ1YdxcfSR2N7FhxYH24CsOuZGvp1U5ZrLo13ZIdAEmvRMxLxTVOXugjrAL1F6495r+HLQebzNBxXT30pgKEhpTD3bdricKJ3d4TIdQx8XZxHy3AZnGgWLyyi4Lg0dhmjQB+jciPIcNUs6Zv/+/tPNtdrOVE/98RaArBS7kEWf4XwvSucizt2mY+iLn39a+U/4TMOHrw17lUD5iAeJEZlr4+gAnTGFan0iRuangvJoQqwvHsPVOM0Hx3igoTJV17FJVXRWrRKhOmo2TAS9U57ypTUXHWAQHOzEnhDycrVOHBvv2lEE9betsNRtkeSwerE6Q+QH6exg6p8Lc1DsPRV0Me/BNh4JSlt8FIZeMZ034j/dXKvtHAX9p7n+TZ4zD+p7QTq76Hh7gUeCCrUOrOZwORU4NxHIO8FaKKNCgM6InZFQk4rQGCGhUJhPFQQooBJLgGNx7MkVJL1zsieRpqWVSAg2t/uwldw8R3lnc83FFFZPmwNluo0XzYMJ6C/Tgc1SbS1NvkhCvWBHA2UaOpe05ajZRqxEW3siYXPMU8FA7BxoZfu1ObC/2GeD/mMdyeZgUjrPXU/9lV/ZhdzwEKaP/iCdS7hXNfyo2a9QnDYEDjcKZAfPkZsLDDZfc7ih6cxhmnpIiMlWiSDEY3QWH+Iv+EoaPmJqpQlHxDbHtkJOnwR7ZwfNxQisOZtXKdZtvEqI+sj6qyL+qF4R4SKkoR5yriDh01nQHHxPw39SV7/OUZxIeM/3jgNnFERzkVN05LeyOX6PHLxTmu2/Wf/p5lptp6yP/v/w5J/4lw2IDBYH27z8B/U9P3YWkjagpGFxce4RiLW7C7RbQjBH0xlPe8WZgsGvmmOms4qmeUpE1PJol0NsFvX5+WP+iA1THJHDvQQphoudE5qz2urbnNrhxKoS9W9kvKpr9ZFXlyrCR1GJtxApiqmHhleQYDq7s2PvvTcbq0oO07ZoZU6i/RwTOwvB+U2PGveNoAzF2P4b958OrtV2yvrrzz3a2Hlo32M6u5Pl6qmdOs3wP5rYuaCwOeuQo+qwwI8fnzJtncAGu4KvxumTC01nPMeTl2DOLp6yfYNppjMqCFIV3GOTIa12TvZQXw46gQz+yELOXzy/dfQjKMnVoEmfBLyTO1UC0zqIR2Igy6NdBA4dxqu6XvsR+idqitFgedRMqIc6QyeIzono9f5bHxC1vXPn44f+y3AO8Tr6ZpqXYPWEJLpeA2vYfwj/6eZaraasv/7cnaXz0L5HdA4T1jH09J37BFl77uxyvneiTiESAouzkbq+FWgozCjntEdn+BASbNxYWuh8+OzRq7/dOX/xXKol6MwBtaRxgsyht+KFTKTUB+zwHrvkA3wxVdvmK++MaS7miunApep7Q4fxthoC9E+0SnzbSKiXELjBIkVna/8qCi4AWpVq+MqbG1Upcbw6ggjQufwFSinTP+VYQ2QEzg+Pj2F/9oFKk0K4eD6XWh/mUuU/iaKNzN1G9Ic/WDoP7XuKzmz5Ml2+TSFnFDLdOsg1obRgmpvA9+r3QOqXQA62a1I35rIw2qMzjjVi79LB0JwQP1B+E6Qzt7oWaXjntdDWKjkD/Rl21y49A/tbp7pGOURnFflej48enTvYPUbhWH6HLkZsklfXiMa/PMGn2LlFxDodiGf/Gd1/+KDg2qX70nlc6w/de15dQ1s4LT/TOW2foUtn4P/XjsiscKZzysNn4J2p4U2+LNN53Cmagf8z7K5dOtM55f8z8M7U8CZfluk87hTNwP+vHZFZ4UznlP/PwDtTw5t8WabzuFM0A/9n2F27dKZzyv9n4J2p4U2+LNN53Cmagf9fOyKzwpnOKf+fgXemhjf5skzncadoBv7PsLt26UznlP/PwDtTw5t8WabzuFM0A/+/dkRmhUs653+yBbIFsgWyBaZogXG36Mn2PoPYYbK2baJYjp2bWGm4OjPwfw5Fr1263CqGm+BrLXkG3nnd7T+dH/510CT7z7ju97L/kntc6w/de15dQ1s4LT/Hzmn7DF06A/+/dvEyK5xj55SHz8A7U8ObfFmm87hTNAP/Z9hdu3Smc8r/Z+CdqeFNvizTedwpmoH/Xzsis8KZzin/n4F3poY3+bJM53GnaAb+z7C7dulM55T/z8A7U8ObfFmm87hTNAP/v3ZEZoU9Osf+KHMsf7VaJYrGdayN9D4D79yIHcYSkuk8luWl3xn4P8Pu2qU9Oq9WK7ldBldJySSdv3h+54v3Fgfb6jYpqf/KR2/gZj9I4Eti+NoUoTlKuSO+hkcqcKkoJvl8A6zcsgqBfKlVf88Oeufhs0c8ZL5SC2pcJqBJB83Tpmg+rqD+weZqUFwnWJQYFLftmQ7TubgqkC6gcncAsuUlXV835a4WLCvwXa5ycxWX1mL5Kix3L5F3dWzTqwCC9lf27OM/3Bb+pq5zk4HzUmo+KYPqn0CBwoha7630DxD58d43D/RF1acpLAAAIABJREFUgtZ/9DWvqpV/B5W73YpvqDL3WpVXZLW7k0XTGVO7f/aA515pD+DunOxx0c7JnnU+VBaSwlGEQTC9LHi7AWCqxP+kFYRcKgm/FIXxsfksxmoq7wQ0eUS2Ld+WJoNqq3nCFLa7RI7SP1gzMahYUWJQwS46Zxo6A5pE5+p6QLyP7N0T6N366poTZ13N7VufGtq6VoF80xc6DSaU/WP2VPZp6D+4tB5rFotiIP/ZuP5QWCQrFARXjbJV+qN53xnQJDr7nD19UtzZumB8P1nXqgB3sYXX9we6nPqj6SKwZ4TqBOiMAcduFwR/g8caKBU56bu9988e4JrLhEstj3Yxc6vViltBWxyzYMq5qFuaVxcGwovHihU/ww7RTfOEKWyPiRzWP1gtMahEUcNBBXtslenRuYiRCyh78A3gskAwAufiEm6Olwsh1bWwCQQnigI9GrhXddj+CXuyTRr6j6qmFsUQ/rNZ/XnIkuZFvSkH8+hc3I1dQNnAV8WzBYvrwLlBq+KC1/tvfnNoOi+Pdhlta+kcrIBZhNETkSZPCe6cVTNnHVGcDwREfdkteAgo6pbg1QUJaTpzaWfNY6aADg0TQf2DbVltVUEVNR+UktPho0fnCnlpOvulHqmL8JZC6aImg7uSX1WrIM75LdNB+yt7KrNwacLUlr9SWb56Duo/rKFSXr4cY70n9LcNgYJWrawczvHoXAWnaTrHSmP5p4JvFSwXH/Xd3g3jZa7mxc5CNxg3CF8+a779jz/9y8//C042BIsK8SqUZtupucT0qDoxR7QUTvuNEtvkY9vVpRyrs+YxUzTRmesE9ecKSCdMp4qaDwrCOyfa09nHcSAExuHG/bc+2F7QKYd3NMEhdksis5yg/ZU92TjN/UdmgQMUzhnUfzaiP49a0hC7QQdrT2c/cK6AHjrukIi7qq/oXCB703SGmQR8a+ks9bmadQuc/fPRBBouDrYBWXXMjXw7WypGXh7tyg6BJiK///+3XV3wMOm6s+YxU7QdUVD/oBClOddRRWsHxW17ptvS2Q+cy0jZPz4GlEuOF0cf7tCwPvE4Pn6onjTGIL4O3EH7K3uyiVRR2tTLo12cCmKVCa8H9R+lZGf9uaEoLOs3PWputTbdls7RADl8HnL6zv3thTzuC9AZflXVIdZzgJxIe7GzGq2a48qJi14RX8uBl5BXXIT3cyWQP8rjRItsqdNttqRVQwVYmVi61epSgQ8eZvJzTrWvoN+E5mwK1G+YCOofbDvEkgt21CqzJZ39wLk6x0jQeXFQPxJ0ZK8/1iGwkLoToIP2j5m6g/8gLlkcbN89/cXWh7et82/cfzaovziDQsF4dK4C4RBGLbi9HEVnllDE0R0BHaDzzsmebGJIqBWFwwp2jsXB9o17r7375e8uXYQ5LmmmsHghR81KPuZMQgM7WyIhGCnHXCfYxdrMVqvLfm/YlOb8dH6tzlwB+iO2stMh9RN2U0WtBsXKdEi3o7M9jkidbOCIA8/0bE5Z5MDd5Rga9uexK3uiqKf/2HmB5P7+A1HqNJLzO+gfRIEdSGK9swI23S52Th5HeCx+cuGOm+nsIkHnMu6myszuZFrTmYM7dYJsBy85fLIhduRoUaYTdJYK+EYWk8nPoKUJBwU2B3Ksi6CoQ6LV6lIPmvGeU3/NOw8qqH/QDjFk2NVojW9zgl10yGxFZ/16RnHsYKLpOqc44sCrHS5SxqEHeF0lLPfXnWlI6B20f8zU/f2Hv9GytTfrP5vSX9zGosC6k83h0SXSrejsXr3Y+ziCS5/O7kyjPBCjE4wiJ0ThJPdbnGzgaa9YRHE2aIhWdF4e7cZ86PPzxywfG75sGOA7g5vrSzrmOrZmk5zmqyvoQJ01j5miic5cJ6g/V0A6YTdV1GpQkN8t0YbOFsTHD48dcPnFDOJsQXPvvKKOnd//7H59slG+wzds7NzTfzioWq1Wg/qP8geZ2Q76x1CwQQdrQ+fUsUb8qWD1Np4fO3/8+JSZ68geonZkJ0BbHTvvnOwJB9WLcYnV1ZzOwSmE5J2TPWwG6hyWP7KQ8xfPbx39CL9U5GoQ2ycRpFvQO6Vr6I9OWaXmmidMAclNEkH9gw2Dg5Katig2qKDkPpkt6OxOh/0jZhf5uvwqRvYJTm/XPTw+do8HSwS//+sf1KI8CVU0venYua3/rFarO1+8d/jskZhXkW5Q/7H+IAFT8LfEMVfhtWA9JNbK1kzntKCzOx1O/H7Ej50rKAOvis7Hb9ainOT6BWo0aZDw6AyTIZEevJQKnX//x3/b+vC2PJpQkALxRaw9lcYJMh9kKyEyYdLWnhVIvv2W1ET/RJ0g3YLeGcyEfTDk5ponTJFQWBUF9Vd15GNC/2BRbDqCwjtnNqezfluD6enwKlNQYRqQdfFy+RXV+/0hvcsRelTI8uPpoP2D9gxmit1ippYYU8bF3yyl1XD+E1Q1mJnQfy0KYqNu5UvN6bwGvuF3NojRPp1Pn1wU5yTV0UdN6gZERuB8+uTCozOONTgcXmsO+MHOyV7M6NZ71oqdQoXg6pqCYg11mIH+fMJw7dIzsH9DT5tmtSCdGX8TT3t07mDi8xfPb//jTxH8Cp1V2IvYuYP8cZvk1TW6/a8dkVnh7D+j+8/E+ZtWry+dx7X+0L3n1TW0hdPygycbjL+Jp7P/pOd36NKXPXYe2r7jys+ra3T7T5y/afWy/4zuP+ngdOKlOXZO+U9eXSnrDF+WY+fhbZzqYQb+P3H+ptXLdJ65d6aGN/myTOdxpyjTOU3PoUsznVP+PwPvTA1v8mWZzuNO0Qz8f2iADio/0znl/zPwztTwJl+W6TzuFM3A/wel59DCM51T/j8D70wNb/Jlmc7jTtEM/H9ogA4qv6Rz/idbIFsgWyBbYIoWGHeLnmzvM4gdJmvbJorl2LmJlYarMwP/HzS2HVp4uVUMN8HXWvIMvPO62z/9QvHES7P/jOt++dco49p/2N7z6hrWvuuk59h5nYWGLZ+B/w8d3g4qP8fOKf+egXemhjf5skzncadoBv4/KD2HFp7pnPL/GXhnaniTL8t0HneKZuD/QwN0UPmZzin/n4F3poY3+bJM53GnaAb+Pyg9hxae6Zzy/xl4Z2p4ky/LdB53imbg/0MDdFD5Hp3ltgX115lXq1Usf7Va4X5udqPmt15xqwmmZ+CdE7Rqc5UynZvbaoiaM/D/Qek5tHCPzkLbG/dew1/Tlyk/f/H8zhfvBe8N2znZQ+XYxSiXN7jgxia+bmdxsI22uMEa172oUrlHPXhPz87JHlqho404a9A77YaUGBSrIXqqzY/HhftwrSXZUNwkfelMUH9WCTfCiQG5F6nGfUE9+ElwOpT8Ph/DdC7uA/RumSpvd60uCvLvcj12l1qV1wjpm6voUqu6FWdC5gFd4O0uJCxdjq+UNVdYBe2/Qf9JXO/EE6ecJFGkJmsj+ieWJ+tvfU+Usaumlf4BgBa3TP34594lUv4d25/+hloVt8ECL0WiLk0UVZdaBfq6OHXXXJUy70dvAdc3V4k5cL8J287T72AbCxXXVi0Otu+e/uKVj97ATZSY6cs6gKalOVxHjK7gJUKkSISIepjLSyUhXBTGRyjQOaG8E9DE8EVyYlDoGi7FA7SeJ/W7mQJ9IaH0Rz4SbDFl2NVqlVYvOB2QvJGEoTOuAfToXPC3vl3b1QE0P/1hTWR1f6v30bWqheDiwSLhXVro3RWbavXw+FjZf7P+g0vrEdlgUSTWS6LITll//RPLM+17ooxdNW31J85enD4BTz06F5cKKuYCmubCwFpgoqhAf7gvQXN1CayrU3ddMb3aOXTszDMUu10Qm//hs0ev/nbn/MVzaQXnUyi//Bgj5v7ZA1zVKnZneEGZ5dEuIC7hHlqhDk5g4KNc1C3N3onjmsQFl9ILDwr9Lo92v/qr79+49xoGmBhvoqihKaRf1h+acMJKw8azKR24u7Zpj84FTAsoe6w04Wrx+5SiZnm7tv9zlftvfbANjhf3ugLiZSsP+lXbAsFAfKhVsK8C62z/zfqPrDVeVux1dlqxXhJFdnY2qL9dnlYT+B40savGtsLQ0AoJ79coxd3YBZTXXvB6WtR8853HjpUJBCeK4n0Vt8EC/U8uvL4qKGMD8Oi8PNpltK2l8/JoF6yRDXxt7AzDSYJdCnfOqjrWEQUc7JrSRE4YeAhKVNuP7J1o24HOsjLf/fJ3TOfEdYv9TSHaBvXHQFarlfV1rJCYes2ngzvqlvboXIH4iunsd+eRusC3F0p7EbeiMyywEf+xe6fMy/7Zg8QEJYqgHieC/tNBf5GplmfC96S+XTUd9AfpkGhP54rUip4FnSNFVU3TVxEsV4FzTX8vp2qrTzbEfFifaTo/+uPZq7/d+eqvvi+R8vJoV2xnA+dE7MwzzaRmF4k5oqUwS2MJndPdvFOpAZfigShPVRr2N4UIDOrPffE+Bz1tmGObqF1568Pbdjq4Vbd0Nzr7PK2JqfM9sBrslpuBn++a3Pq0lvnwuKiAeLwKt8sKQfsr97CWURUwL+w/PHEiATlcTYpEwvJoN1Fk1bg82tqI/pCsxgWFcTLD8VZi1M19z4udK+oZYurzBK8Cx9GVhBL0iaKqpifqSXni/L0T7jF1uOHFzmJHnKKm6Xx28RRmFXudXTxtFTvLwRNWtXwE3JFvXUqhDWffaAKH6Jno4J1qUKwqDwTOB+X5C1pnU6jxBvVXdUQTMTv8PqEej0JE8RiV8J4fu9DZnSYzLouzCHmwEzhWdmx1pT5zS7wGge7X9E5L+tO5of/I9x74jEyBhEGJCUoUBWcq6D8Ksqqh0l/0FPvb5Rn0PRUcsM6cln7TvteFzgVz6dGffMSDQT4jThS1oLN7IMliq7Y6dg4auvRs6OcSiK/FvqDz1oe3g/V5V5Re5IkTnyZz7zzHzadEWtm+WHKrdFvvtINiV+aBwC8BxNgjuG6mkGEG9WcL8JMlcXSZkYR6PAoRlV4h3F3bdFs6O5j6p8nVeUjBTe8xoJxf48jYQZaPoYuGfuBcnWMMR+fm/iOWxNYuz+QvV9/OyV5ighJFwakJ+g+7tGpl9ecKannGfE8eR4MwrDOnRXLa99rS2YW6/rkwsdKdERO4GxQ1iJ1b0hmxMxJsYrzj/OiPZzc/eRssvnHvtXe//F2T2Bkr3+6l3BEmz06JSAg2T7gOC2+Ybu6dwUGpAwoeiB2CzYGS3UzB30zFiTFZjGDezESHnZM9qwxyeBSiIYqg8KYSbehcRcGBALk+iKBY2JDXstg+XRzsZENsqN4iTfiPtTDmBQnUwQQlilCZEz39n0VJGstTVAr6XmLUHfTHcTMSmpglZKtXLCJhrDR3bcNnzcEi3VfgQWKbkw3ei9RDQmtrdbLBFWKnIjIr+EbGTVQak5SYSNUk8TqHrdkkp6F3BgelgAgyLg62b9x77R+e/NPl3sbeyZZXunUzBdNZCZSP1tehgySC6rWajmC/zTMb01nQjEC4xrE6aqhf5whwVp9R6NczgtG0ZTpF68P5j31vFe+EJCYoURSclD76BwXCk2O+979/9n9xzKdWzb1//3/l+wGE2xGhSPwfUEZCE7Ogs6A5jF00LBKJs+ZQkemr6Mh/Bmhz6lNpfe6MtwVk2PjezWPmdKxajM7Lo118Z2E5q9Xq8/PHnIOAUUjBZyCYY64vaWzOtqhDTkPvTAyKO1UeqTY/saR8IdiIKRrSmRHMvh5Tr9V08PA7pBvS2Z0sB1+G05iuY2fvkaBUU9G0+ih1zAGIja/b07mb/7A9sa3i0Da4XtrO3Wb9/9IhsTxlLcR8j4fGq6aD/h5bXZhsiHlRvOWmf59SIvLjx6cswbUtIZ4oQhPTlzvH6PZGnZhP5hVbMVvKpkHnO1+8h/c3eMeTtATLvPitqJ2TPWwG6oiKP7KQ8xfPbx39SJ5P4mdvPOW2l1Y5TbyT9UkLZz/Dz+2g7fJoF18pOpgi2HVQf67JnYrrY+9U64drxqaDJW8k3YzOQYwCpkRt/9zZMR3htsMu/wTRVfaPmJ1MT0ii66Jy0P4glJios//c+eI9RNCK74kJShTZKeupf3p5skcp32NN1Kppqz9AiYQhZip6/fj4zfoVC/cYEJFvoijel0TfCJ9TXeungnAUJNhMwbTUXB7tfv3j/+Ofz/9F6kjY9dVfff+Vj94AOnEMYtmNE2R+ygFSi0yZFWkLoimZoFtQ1Q6Zzb0zMSj0q/xMKQ8sSv0OpkBHSAT1R6kk5EmO6M8BV1q92HQo4T0/NqeztX/12kYB0KoULBZ2ez/y9n6Zkv7NiwO0yMSvVPQRiougg/YP0rnSEKp6f+RAzKj8R4gmDdXEIVKRUl4v6SI1X/31Fz6IGnZ5JnwPmqhRt9UfoEQiSGdrf/x60EXW5bzUpHZheKJIujN9uZCcXvYA66EeJ7yTDRxrxM4lYDIkxPpwDlm0+2cPRMLv//hvWx/eRilaXZdE0Duvi/JrTzamP5AgnYMcnGZm9p9xfSz4zgbjb+Jpj84dTMm/6uY/n8R8l90PAXKHXsZqklfXWJaXfjOdR7f/uAr07P1lp3NP8028eabzuBOU6Ty6/cdVoGfvmc49DTjp5pnO405PpvPo9h9XgZ69Zzr3NOCkm2c6jzs9mc6j239cBXr2nunc04CTbp7pPO70ZDqPbv9xFejZe6ZzTwNOunmm87jTk+k8uv3HVaBn75nOPQ046eaZzuNOT6bz6PYfV4GevWc69zTgpJtnOo87PZnOo9t/XAV69j4TOpevPed/sgWyBbIFsgUmZYGee9Rcm+fYedyZzbHz6PYfV4Gevc8kdu5phbk2z3Qed2YznUe3/7gK9Ow907mnASfdPNN53OnJdB7d/uMq0LP3TOeeBpx080zncacn03l0+4+rQM/eM517GnDSzTOdx52eTOfR7T+uAj17z3TuacBJN890Hnd6Mp1Ht/+4CvTs/aWn8/n56ubN1f5+TztOs3mm87jzkuk8uv3HVaBn7/Oicwy1sfzi/oyz1SuvrA4PSzvu7KwWC/2/GzfqCj3tfbXNM52v1t66t0xnbZGr/TwD/5/439dPq1e+dV1P+uHh6saN1XJZ5xQXSZ6v7twpmGtj5P391dZWwWj5b2enCKXPz+vmCt8CehCcOzo7K0ShaLHw1BDFpFR1wVvCzk7dde+U550dNN/f94aDobGSPC62ZHHzoJsLacVFnK9M4Q/Z05+LxGI8m41lspih0z6d3/v3b9DG/+d/R/eh/N3/gG0l4ZUeP3zvry7qCn/+36uLWU/+6huYoIu/eo8EuqutIq08ad/4q5NKmm6u7hXs4D9iX/YiXi/KQ5QnJCY0UeTPqOc/3fRPL2p018oh2+hP+Pv82X8g//mPB1R08D9r93B1pHTvNtyDE//rbz+v2372n/5X3fb2v7sbrU6fJPq6OOUm/+E//WvZpL6KG8INnSUc3toqQMxuUWvgtAcslsta75s3V3/5l/VHNOHYeWenZq7MHLxKjM7IwORJkUBNWsFNL5UE7ERhfETzrgnPO7tprrre2dGbWXDPK+7fdd9CrDUSplB9rVae/iiFc0N4G5kQcwUJpnNB0pq5Dscgo8Po//i78rZARUlBcKD07/68JvLf/flqsag/Hh9HW7m+qppOjVorrYBn/27+wy6tPD8xa92KzIxuQH/RBJ5muigypA4vhM3pD9L969/+6aomssMxyOhw+T/3AnxEc0kUQhZA8IX7uLAN1/ZV8d2pUWulFQjRGRbc39eBsBQdHhanGWdn+lhDmALaSmUVO0O4JPb3i1BdDkYSE7lceppwKxYo2zvAzUWd0p53KgmsQ0JzbiWrC5tHolWiqKEpXL9h/ZfL1Ve/Wpgda6aNTB7Q0Gmms2Luw4Kn3/j39+ogN8Df4zJqDhd5Ma8LzMHZOO7/+58vVtgVjo89NTyBhWJh+4vVGvqPnRoOjHitsUDbCqssUWSmcwP6JzwZ3bVyyJb6K7zWH4u4+E+ffeaA2JTOBUwrsJYhsEVz3QWCYurr3//jYoVd4cnFKRXZhj6dl8s6sC0uv11H5/19r35/Om9tBU6oFdSw2QJzmOYR6RzUHIpJwgbOvLq4sj0gktLmpnD1A6tLTqLefbemc0uZrObQ6TZ0rkjtI7IIgRmmfikR36NzvFURLFeBc70xeDnURcD+MBnD9PCw+EaFhzeos1oV64udBAeJiVnrVsSdVukN6J8YmvTSyiETQ6t05n9TTwUZiwWdK1IDqSYRCJyZs6Z+Tdu6L5/vT0rE18T3hfh0Frphc15L5+Vy9fWv10cZcsiAAw0ksG+z5STNwGJ/5Zp2+5VJsjEyS2MJXdMp7+S+Yppzv8qxEhtJoqi5KVzXWn/owHI4LQrHzMvDuZJ0gs7u5KE6QeY4muD48NhjLrFYH0F40hKtAjF16nBD25+N1tB/ZHYkEMH0IUDBtx8cSC6X5UFB2yLWrUpvQP/00sCI2Ak5LZrAIRNFlc78b4LOHmpreuqzhZqwTxRY3cly/FCCGsoBiDsPCQTpqcMNn84yMhyQraWzPDC8ebM++RWycFSbONmQMzVAVj6C6ci3U6L4hbNvNOEp6pGOemdDzblrXo1YS2JqGTL2MLgsxoWitabgHtW5MxuN5XBamnNNX+AVf4rS2R0T18fQ8hGegwOK4zLULY4jylIvxK7z6ybHDxOtAnRObQCb8R/xB9EfzE3MWrei0NRuQP/YogY6ZM2yzpxWDpkoiujPlKzTBY4X9TG0fIT/hJjr0byIcEtYFycVZcNI9M19BeiconyIzhinsiy0XyzqR1sKx+mtEpLx1Iu/tXEp46/5lEgr3htYZvt02DvleV0TzdEjgKty+EkIHgNiNWIpoqi5KVxHnv68PbAcTot606azi3P9w1+Olz1wu8B2scC5s7TFxzqadq2qA4p4q43QuZX/7OzUD2ZkXsTxErPWrQieSQnPf5DfSn+0kpNSfhGrg0MmhsYdVelg7Ow46x/+8nkCw7TOV4FzSefVon4kKGLVMbTuawN0RuyMRDXa8l88FZR5EmrfuLF69139ShyAjugPYSPPk5IvH+GXdkqEX8FImac8KLZNpvZOcDPYNSRDc+TYTcsOATlIoDlyWpmCY2elAMvhtPSI7qDASAkTO5fcrKNm5nKVdgiWGNnVN3FxsDkdbsRbBehsK9fHJn39RyaCow3kJGatW1Foivvqb2ViaXRzyMTQbF/O/+t4uQp4vai55m99puGQ6gfCBbL9HBc719E3hNdxtzuy4Ai9OmX2Cd7qZIPjJvWQMDT+4tVmnGzgCQYeBQjfz85Wf/In5TvR4l4M66BY2WmlGjwSNW0OitSsI79TwvPODpqjU1gGOWw3yYTlE0V24DYHXYDOIhA7JSdu3Fjdu1fsqUEEkKhRkj6dBc3e0UQd/FZoLnKKQFiqFccOVUQs0IwfRDRqVejgC7Q5ETp38B8LIziJnXfkIIE5Qw4Stgg5lNiY/0OmLM9/+IcCGuyHSKcdsr3+RGfBpYJsDeW6pmGxftGiYHFxIuE/zeMzilhfRb7fyubUKpmTDYBVDIEv17CvSgAlh4erV18tf4ciWJei/f3iMYW8gSfPoPHUUYn6/HMvA9usyOGThASCh4udl8v6PMdTdLWKaS7VrEtJvtr8pJpE5bGiVqYAnZW26plSS5lW2HA5TGd3Rlw9BmQWHx+fvOf9kIRi5+OiVevYOdHKwZ1fAqmZXkMZe4ZHtw7+I3QObpyJWetWFJrFvvqv1i0NdMr70Eb1B3PdAXH9qjLyT59c/Otn9OuSJ/IQjyEeBmghsI6Uq7MOlxPvyxGc3/QwOwErZuiMd7nw7g4sGEyIKdmBwEc8VAS4Y5wSyTs79Ru46gSZP7KQ8/PVrVv1LxW5WlDblpm1d3KnVkhCcxy32X1Orb3lsj5hTBTxGNNaNaQzNJRJXCfTjn64HKJzKkQ9+atv1EfJ3gly+b4zol2HeITVxPqmrSQwR/ic0sp73zlt1YT/sFfIWkNwk/CEbkVmIjfg/4mhcXdM57RDJobGAl2azp3DhBUU/uvf/ml92uDOnb3w1uXUFXAY4g6RUdMRWZie6su94IzwOVnzyYVPZ/gQEmbAOgN0/ou/KCiJgJdf1QCmRSy+xSCBY1y8pcCPy6RLmRVpwpsBy2xyYKIHkPqsvRMKI9FEc2xXtitWHqtOqiWKYqYw8mv9VZFaDFgP1ryq4dV+VHQOfBeu4uL67Qt6BljFsAVDq7ZEZPduRpVvD0xirUpAS0Nwv+rLi6Br+/Ns1srQ3ypIeD4/3eFvkOlZSzhJosif383onxgaumvlkG30r0LRgoPVXFOiCn4dW8t8BWJ3DB0OuuXNjUos6qzpSwAtrQD3Ss/6WONU0xnHGuApzBdLCJ0Fpgi3JRPRovqeHhM1vfzaO6enWxONZqB/kHrXJXMG9m/iZpOtQ7GzR70gCieY6cfOHczMZ8rSHIjHnqmiwg69jNQkr66RDF92S7GzF5NmOl/NvMzA/yfI3OYq9abz1bjJSL3MwDtHstxmus103owdu0qZgf83R+EEa2Y6pzx3Bt6ZGt7kyzKdx52iGfj/BJnbXKVM55T/z8A7U8ObfFmm87hTNAP/b47CCdbMdE75/wy8MzW8yZdlOo87RTPw/wkyt7lKmc4p/5+Bd6aGN/myTOdxp2gG/t8chROsmemc8v8ZeGdqeJMvy3Qed4pm4P8TZG5zlTKdU/4/A+9MDW/yZZnO407RDPy/OQonWLOkc/4nWyBbIFsgW2CKFhh3i55s7zOIHSZr2yaK5di5iZWGqzMD/59gRNxcpXKrGG6Cr7XkGXjndbf/dflZYFDP7D/jut9L/0vucc0/cO95dQ1s4DXic+y8xkADF8/A/5sHqhOsmWPnlIPPwDtTw5t8WabzuFM0A/+fIHObq5TpnPL/GXhnaniTL8t0HneKZuD/zVE4wZqZzimHlmCPAAATuElEQVT/n4F3poY3+bJM53GnaAb+P0HmNlcp0znl/zPwztTwJl+W6TzuFM3A/5ujcII1o3TeP3tw85O3z188F/84f/H85idv7589WOsuOyd7i4PtJjXXihq9wgy8c3Qb9lEg07mP9fq3nYH/T5C5zVXy6Hx28XTrw9uLg+21/7tx77XDZ4/s9O+fPbgs+vZv/4bJztWE8pC/PNpFqe2dSw+fPbpx7zVpGBO+8Y3BeiersfXh7bOLp6L//tmD4KAwusNnj1756A3URz4SLGHnZA/5koj1q6qpj1Z/VSExHapmcVUsTQHG3kqClZnOCdD5s598o/bPH/4U179++kPYf3H/773327jJBz95H02GT1j7B21YXEEV8Z/0orDWs27WZ4Ka6M+a11NwsL1zspcospoPkRN4o+7x3jdr//nxz3FJ4MmPa+U//U0QoB8fv7k42P7eSfCald98rxbr+MlCGggP9ujRmQ3UIXbeP3uARbtzssdshWTOF88DasVxg0G3FAmzpJUVDr8PSoACrRLKO2P0Fy+MqYcFBuNYHXZO9rDh2QHG+rVyVI7SX5WuVqvEdKjKMR2aS1ACm3xUdH7/1z9YHGzf+tTck+LQ/I1f33dQ/vtbB9s1oB2aw0VXTueYDRP+k1gUyoAxN+szQcp/YvorTXZO9mKunihSQjbyUdE5ildHz28enzpEOs4yW4XgFdbDdHal4aImwrFJ+ImN0ZmdQCy7f/bAMlQZXWJtCcMTjrg82gXEJdAAyyBwebT71V99/8a91waicyv14J3YsRJ+KeuK4+WGZsHYYwm1umLVkM/9IhNRcxPDxiSwtOZpj86OswE0Hx//9P72goPiAtZlWB0q+sFbnxm+D0Nqtn83/0m0YjM2cTOp32qCGurPmlhnRmmiCHU2m/DoHAfozz/dXtzf+xhkLHhKYbXLd3Xe/GYsdu4nPBg461tfZW+sI3wVq/sfQV756sRwgYnhNMhRCfaVw2ePtj68bQ9M7KSKy3KP0tG7X/5uODrvnOzxDsEDsZsH6IxqCTrbFShDFhom+oXwWIJXV6wO5/N0cH5zHWISWFrzNNO5CJwZwcTTEIKFzkUcXQXOjsheKD04o9n+CRsm/Ce2KGI2TLiZNGk1QQ31Z2USCiSKWMIG00znInBmBIPFTy7W01l4HUfwaVH05juPA4ce64WTJgrT0dgZNrJBMYrkq/GNe6999VffjzH9zz75Py/PspmkqjlAFvObGLywPQDftib31SEN75QdCD0qUbxbQBlVJ+Ga3FxaISfdr+rCfoT+tiiYE1SylQ5BCcG+mmQSne+/9QGdVxCai9MMj7lE5EC47Z97KDmb/gj7p22I6V6tVsp/YosiZr219l9bgSU31B9NlPLIt+PiouHSROfTd+5vL+x5hZDRYZdPNqq00LY46yhyEnQu8B2ms7SqBFai4kRmQGs6ixvFUCv5CCGXR7sWu0GaL492LdrkuA356hkC8sV3+Ws1+zqnbc2eEw/vhNtdDlmMoI5WpIIUsapQIL0qlke7EIgp2DnZW9sv5AcT0D9YqjLVdKC0uQ4xCRDVNkF0LplbhMnldzh1QOGw64rq048AnZOUH4zOa20Y85/YoohZMu1mbScI/rNWf9En0XuiKDaW/vlE5xKLRSRb+o+CqTtudkX+8TFhfQ2dIdluAzHhgVh7PZ2ZuYq26mmhtaCqbytIjpyiAPSqGruRZS4TmWfd1lRi235U3slvCvITEn6mJ7rZcbGeQTXA/cXB9t3TX8gXDixaEJ/7DcrhTOjPmcF0Yjoa6pCQEOyxSaaiMz8S5CeELg1YO/7KGcjE6NzHf/BeB6KWoAETbtZhguA/TXwABLeKJYps5Q3mKDrzGxf8hNClAWuH4+oMxBVVZ9AJOnMs7B4DIk5PCGcQB9O9Ymc8L6q2I9o9yg2qzAFc8B1ncbC91s8knLTMlcleHu2q7322Zs+ZVt7JCkMH63k2R46AcIazVisMBL2gic1BkU1Af8TjMlO8eYjAxHTYHlXOWglWsYY5ms7eq3I4oyjDanqLrsoJ0BmtBj90fnh8DPsri2EVLI92pYjjIZsDc3EcgExOBOnceYKa6I/e1WJEfuwxPlcYKK3p7J1suHi2yCnDauJjlaPOKxrS+ckFEbkSVePb5kQj6DCd2VdULNwzdhZHwbf4xKxgsq2zSs5f//N/vfnJ28GNoYn8RNcogncK3dgsiN9BUrRCEXLa0hlPUxP9svBYGvrHKjSZjrQOTSTEel+bT3QuImLv+d5xdUYRQHBVdFxhuj6ysDkDYhr2T9iwof+IrbAoYqazdO4zQU30hybq2SbyV6tVooirbTxNdC4i4urwV2hYHVkEmCtF7xVH1X6UWX1EoB0BK7AeFR5+pZp2iEJymM6VEmHlOPKSjZFzmObnL56/+tsdfg1jebQbCyE/P3/M04MwQTybu4j5qHV0FtghDe8UDwvGztIpg1vWA+e0orOMF32pI3sRjtL0oFj/YM3EdHD9hA4NJbC05mmis3ttLhg7Ozr74AaC6ZRDAF28bIczkAG5LIE82z9mw7T/xBZFzIaWzn0mqIn+oknQ59cWxUaxqXyis3sxIxg7O4D64I6EtwHUlnT++LG8K119LH634gjeXHgdXNfED9NZkYWNZWNnRU/QWfK//du/+ZfnT5rMk/y4SGrKuTPU4I8JPxiUzmoV8XM8Tsuo7Q6klo2MAlvOnS/ewx6mllOiX56XYJpXl62QsKRSL6ZDQoLtrkMO09l/McPBuuKse1QI5joiV+87PzQ/VPE5Piyg2f4xG8rGj297yn9ii0JNEGwbdDOsI1RrmGioP87E+QATXcjiDRahzkAJprP/7oSDdfWWhXtUiHDYBc7mfeciqvXoXBAcr+h9fPxm/SzRnTsD902FN6EzzCTTD5umTSwuJZVBZySUTBuYIxLkJ2PoWpqLAtI25m2yAFRD9N4hwd6Js0LRQfFXHrlIEZjLPQaXDWqKAWPNZS6C/XIXNq30VxVYrAiX/8dhKNSLjT0hQfXV7aNH5yL4dafG5ZdN+hn38bE8JCxHoV6LdoCWoqtEM587y/DZXM39J7goRBRPkHQRdDOeXExxkxlR/pPWX40I8pVKyL+ChEfnAn8OqaX/VM/6HBbdSXF1VFA9ElTnDAk6n8pL09UxSE3q5sIb0lkYp2z9+fljyV8cbGOfZ2JaD1A5G4TmFcyrdKG888r63VRHM9CfnvUNG+cO0dEM7L8pVxxFjqFzfWigyRuC4+h1vJMN4a/dkJVl03G0qnytP+bVNe70mdj5mgE6+8/o/jM6Yfso4NF5XFNOsPe8usadlEzn0e0/rgI9e59V7NzTFvNrnuk87pxmOo9u/3EV6Nl7pnNPA066eabzuNOT6Ty6/cdVoGfvmc49DTjp5pnO405PpvPo9h9XgZ69Zzr3NOCkm2c6jzs9mc6j239cBXr2nunc04CTbp7pPO70ZDqPbv9xFejZe6ZzTwNOunmm87jTk+k8uv3HVaBn7zOhc/liXf4nWyBbIFsgW2BSFui5R821eY6dx53ZHDuPbv9xFejZ+0xi555WmGvzTOdxZzbTeXT7j6tAz94znXsacNLNM53HnZ5M59HtP64CPXufM53lD6fhD8gFLSV1Yn80LtjkGmVmOo87WZnOo9t/XAV69j5nOsf+yD2b7PDZo1c+euPs4qlk8l875L9Rdx3/QN3ln8zPdOa5vvp0pvPV25x7nIH/9/kjRKO3LZ9NYkoa/lFQ0Jb/rrH8QWcVR8vfhEV9/kPG6i47/uux9q/Q4u+XLg62Y39FT5RBXxhU5wS8M2YWDJYrIFP1a9VT1lP1+3+E/glRrLn6nsRFsUElJPcvqulMf6OZd/367zVThTqzvrDq2P3xfu9PQpd/MtRdrVLJDFVgIS3TsD9bsuqr+GvCsCpXCGbaVoml1N/yIqGb/sqLEk4eHPWmlJfoyiOs3Mcqf4XZuyel/Mv6pZH9v+/Mf/oZf1PfiZW/01/9VWglcBN/kjRA5xj7xGpM27OLp7eOfnT+4jkMehk7w7dsfbnACZMnotCd8DfIVikSydIKQtA18B2UgGqtEvBO24r/pjgu2cJfqW+i3qVrwlbipvhou+uWk9BfBHK/yrBNBtVNq+atajobLLo/t1/C1L+T2/2FfnvHVbEmNXzlb/bf+nSoP0yasH9b/xGjqVZwM7WUmls4XbOh/gkvSjj5FTiYd7LhXVni/gw/eOrdL+UXnfy4JrInwV3tCgnyd/19rHsbQydY96Kz3IrNE9z2ZIMPTxJ0VrdGciv0vjza/eqvvn/j3mtXQGdZDLxbMFg7qNfkiB8jbZ5IrC4RYg0rty7wAKVmcFDNNelWM05n3BxYXpjixctFHF1dZFWkCygzzTlqHg7N9m4UGIHNy+m0qW1NCBzo3uuY/yhNYl7E6q1WK3ZyJWE4/YHI4gYppmeB2vJ6lFARLrLiP9hfXRQbRG0hMNiKJbRLd6ez2BdfuOTClLWxs5owXvOHzx5tfXgb1+uhpp1IDqWlmlxi/e6Xv7saOnMIYzcVUZg3ibXqseNi4P0TsdUFybF11WRQEDJcIkZnD7WBO7kLdivsek1cJF7kqDuuTITe88KUmP3b+o9YmFtZm/NSsqXdcprob6/cxo3yqlN28qtxMI6dQwgWOhfBch0gV/cHejkljq8PncX0YnGQqC2d2eFi7hWbSPW1budkz9ZU/tH2Y9A71W4hnXLsrHJQP6Ee26Gtkon6Qf25PqsKPVerFedLfZvDcgZKR+jMgbMcKG97sXPglm4bO7vLYb0DkM2fbwTtz3ZubmrVyhp8CBdqor8aQkJP1tC6k82xY2ybw3T2b30lInt3uUps6x9uVJGyO4D2biNEYH76xB10VME45/dJd4+dxVJ96CzHVYCsfEQwjnyZNmwA6itSekNuO52qftA72cmkvr2T+3IUwuu0ejgIwmCVAj0/BvVXMmU5idnZyIlBKQnDfQzS2UbBoTu5fV4HTjZKxLu28mCnOgzZXAQdtH8r/4FtbSsU4UrsjXtRQ/3xuMV6kUTWkq/UuwIH8+hcQNZh1z0VrC9mDdDZi5HdpdrOQ+pTZnNA4Y6kF4kKFeJbwTpAZzFl+v+xjC2dgw1RHy4lT3LxSBD5kmBwp+nMXmtrKrFtP1rvjIUG4OziYPvu6S+2PrwtdG6onoyXA/C2qgbrW/1VNX4yI1PJMxIblBIy3McQnf3AuSIpQXb71qeBOobpRZ0FHYC4Cvo8ZOMnG239R2wbayWl6aXUZ3as/wQ1SXsRFLBOPrSDMZ1d5ItzYcdfOYZeR+eap/5TQeSXL3XwoXYnFkMgEgE68/qEZZGQ6dk/eyAJZvHyaPfS3Dsne2cXT1/56A2cIJ9dPP2T/+ctvBONhmovRReSwJRb5ooEeSaJC8LxDcvuBEpy84/WO2PHLywTCqvKyOfKSDPHkdkzAf2FvJgsmWIxI28JNgcKpJVHtc0mAnTmJ34VmjVDAyfR9mTD0dk72bA5fc86YH+YRbkE8jlhTR1r1XApsfBW6Sb6W5+xOeg04eR21GjVOUF0pqOMEp1VToDO4ZON0PFFFYxvOmoWQHens5jMxs6y2gXT+MoDBMjMMVJjpodH2smWnL/+5/9685O3QRxONJEf65fzrXeqx2hcGWl5KvLoj2et1MN4Iad/wurPMu16kNkM7pqxRz0scONpS+ciRl77KK96T4OpbWLn4tzZO60+3vxJtLV/c/9BNGMfu4mdmy+lzvPSRP+2XhRbm0M4WE3nAIJxfFFhug54bU51lOG9mCFoRjxe1anl9M0Zis7yG0L7EsXyaFfe2bIe8/n5Y85E7Gy/ccdAZh2FBXZIK++0+4SVmQBcWr1EWGF7aZij9FetRB9snHYrRf3EoFBniIShc+DIghHs0mHIGjofF6C/2ti5m//EWiWW0qbmQvlPUJPmXiQ/dwgu/4EcTNHZfw0DCKZTDgGrh2CPsPxg0J1HRx8S4nSiT2JjdD67ePoX/+1nCJnxNIDPGYKzC0/aOdlDZXVExR8TQtL4Q0fNE8o7RQ0oCTl3vngPxziJNcPqnb94fuvoR4iPeIAQ2z+h9LcC7ZMZLJ6Gg7IyN5ij6VwExYGj4fd//cO3PitPIdwBtP7VycPAU0H9sodruOEHg8r+3fwn2CqxCjZrf5YW1ERWOiJi4ax4UdrJr8DBajo/uXAwRZzriIxXLLwDZVD74vTJ6Tv3ib/Rah7B++BYtd0MnbHIce689eHtnz3+6OYnb/PXZHEpPoKQNOpcNkepgqB4hpRyuMfew/jj/M5ptbpi4a14pOiWOLVX6rE14NydVQ02VPoH6/APbVn5hoMKytxUpqKzjX+rwNnFy/IL3ci5R6Rt+WzQzV2A6ZX8jgfQyv7d/CfYip0HS0b9aYT+s9BQfwmKoQZ7EeupnPwKHIzpXJ0aVz+8Vg/xHHllCDbEroYGuHuvf1Sl697raH/iEaCz15l4vPl/oFOIg60SJ62okIgl+3vP0BKUdw7d3cblz0D/nnwct/kM7L9xn7xKgYrOKjKd/scAnXnrs6aUzRDwPX/x/C/+28/kT23IZogitBWCI0BG/vQTeXWNO0cqdh4XtR16z/4zuv9MH8EJDTWdx7Xm1HrPq2vcGcl0Ht3+4yrQs/e5xc49zTGz5pnO405opvPo9h9XgZ69Zzr3NOCkm2c6jzs9mc6j239cBXr2PhM6lwcc+Z9sgWyBbIFsgclY4P8HDap58wvxcY0AAAAASUVORK5CYII=)
特朗普新關(guān)稅政策+降息按暫停鍵,避險(xiǎn)情緒升溫銅價(jià)承壓下行
•銅價(jià)受宏觀市場(chǎng)波動(dòng)影響,特朗普計(jì)劃升級(jí)金屬關(guān)稅政策,市場(chǎng)對(duì)潛在貿(mào)易戰(zhàn)的擔(dān)憂導(dǎo)致LME銅價(jià)承壓大跌,滬銅期價(jià)亦隨之走低。盡管礦端緊張為銅價(jià)提供底部支撐,但滬銅庫(kù)存累積、終端消費(fèi)疲軟以及高價(jià)抑制入市意愿等因素,共同制約銅價(jià)上行。技術(shù)面看,銅價(jià)將在76000-77000區(qū)間震蕩運(yùn)行,今日現(xiàn)貨銅價(jià)跌勢(shì)運(yùn)行為主。
•鋁價(jià)特朗普對(duì)鋼鐵和鋁征收的25%關(guān)稅政策推高了美國(guó)工業(yè)金屬價(jià)格,但全球市場(chǎng)對(duì)貿(mào)易戰(zhàn)擔(dān)憂導(dǎo)致工業(yè)品價(jià)格受挫。中國(guó)鋁市場(chǎng)需求疲軟,鋁錠庫(kù)存累積,上行壓力增大。同時(shí),電解鋁產(chǎn)能逐步恢復(fù),鋁棒廠庫(kù)存較高,預(yù)計(jì)滬鋁將隨外盤震蕩運(yùn)行,今鋁價(jià)或面臨下跌壓力。
•鋅價(jià)鮑威爾在國(guó)會(huì)聽(tīng)證會(huì)上表示美國(guó)經(jīng)濟(jì)強(qiáng)勁,無(wú)需急于降息,有色板塊承壓。倫鋅偏弱震蕩,隨著春節(jié)假期結(jié)束,上下游企業(yè)復(fù)工節(jié)奏不一,礦端供應(yīng)寬松預(yù)期增強(qiáng),冶煉廠利潤(rùn)改善,鋅錠產(chǎn)量預(yù)期增加,供應(yīng)緊張邏輯放緩,滬鋅回落明顯,預(yù)計(jì)今日鋅價(jià)偏弱震蕩。
•鉛價(jià)特朗普計(jì)劃對(duì)加拿大進(jìn)口鋼鐵和鋁加征額外關(guān)稅,對(duì)有色板塊需求前景產(chǎn)生影響。倫鉛震蕩走弱,隨著元宵節(jié)結(jié)束,企業(yè)復(fù)工,現(xiàn)貨交易有望復(fù)蘇,但下游仍以消耗節(jié)前備庫(kù)為主,詢價(jià)接貨氛圍冷清,滬鉛高位回落,短期預(yù)判今鉛價(jià)震蕩走軟。
•錫價(jià)美國(guó)非農(nóng)數(shù)據(jù)喜憂參半,美債收益率波動(dòng),鮑威爾重申無(wú)需急于調(diào)整利率,疊加關(guān)稅不確定性,市場(chǎng)氛圍謹(jǐn)慎。錫價(jià)弱勢(shì)震蕩,節(jié)后國(guó)內(nèi)精煉錫供應(yīng)低谷,需求端逐步回升,但受宏觀情緒壓制,預(yù)計(jì)今日錫價(jià)弱勢(shì)震蕩。
•鎳價(jià);鮑威爾重申無(wú)需急于調(diào)整利率,關(guān)稅不確定性導(dǎo)致多頭獲利了結(jié),市場(chǎng)關(guān)注即將公布的美國(guó)CPI數(shù)據(jù),氛圍謹(jǐn)慎。鎳礦供應(yīng)存在不確定性,但產(chǎn)能過(guò)剩,倫鎳大幅累庫(kù),對(duì)鎳價(jià)支撐較弱。短期預(yù)計(jì)今鎳價(jià)震蕩下行。
【免責(zé)聲明】:文章內(nèi)容如涉及作品內(nèi)容、版權(quán)和其它問(wèn)題,請(qǐng)?jiān)?0日內(nèi)與本站聯(lián)系,我們將在第一時(shí)間刪除內(nèi)容。文章只提供參考并不構(gòu)成任何投資及應(yīng)用建議。刪稿郵箱:info@ccmn.cn