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8NoWmpuN6IhZOWW/Jk+tgiGMegoUpW1ok1wizQpctw7XoNvEOSF/nYH2bGjLr5X7EFUlklo/Y97rP+Kno1T2u5TK+oYPIipa+eBuTAhDaMeS4rbYK9RcOCnKnFuOPOU/q/Bnaohw6ml17Z3wRKrJRysmlK7Ds/gNx2562MHdruQap7UhwZs4dsnieIjNGmOm+8eakIPinCXVU8JxAuzXgZHtrTVkJXgmXBjpcUaDE4KWCIn9BMO1YAdk1San4tIKtju45ntojU67mvg3v3FE24SERXTrqbKDViO7DtTwXtQmZ13NwljyxR89nKLqZEB56rlV6sA5Y5iMZj8ReCypV4EQ0/AboUieAFeqsDuWuBpyZhYLHqaqhJNgKnif5qrmU1HEjyhHDXy3ZQyF0hmV/XoucFeWWE2vtsbi4fMpeIHDOZahaEmLC6zdqKGEDAduHr7R2uaJLe8wf/ZKU/ESabABO4RcUJ04yLIo+DJiSZ2+JHzW6Pwc8koE6W6J4JCXrSYA3ttk1jZPhAJ/Cgmoelqjx822AVGmC/Rys+sNzVItZE7BIeZlWpHc8+IlvOKI6Lfj/AgUgruhyVHzKNrCWY7NtheVp1eunwjeXEB+eJmVy6zLdXXipkDrRictkFGB2CZM+pg9PgqkJV680KsuuF0tQEnJUdneLnyvpxgORYyOmYsQfQG1jAkNW6OCCcb/e8lcx4fzRhUufzNlg6hRPFqwCO9HpXjQQuKH46qCSlmykNrN/NhqLQmiBKMtfZ6R2oqakNHrlo/D/pQXwuAGwGk6K0j6F6Rib+ywu3IvN6zkjh5ZkND9MjGul7dOjAXAF5yxdvl26J2Qc+53lEiCFI4iAJQEBUiFDblHVKfmZN3pRaP5myUN0t19+XTxgg6WWasM8+3/9hUaZagL3dHipKwYuACVtllvn3BFlTFCgEUJ+GWXfz8icSVZl0RPuYdZYw4ZvV6B0okPudrSjrq2kV9aN5tFaqL0US6SMY3ixI16fPPU2FwleQ2MCDDLoHWfhJ0rkR15238JY7HS6h1PmaLQy75Yz97jJl4NPqeqB06jTB6VgZi6sMNzeWFKmOdCvpaZFTTXrunHoG1khXkIz4YZ37SB8ixuLlOJx1BmtV7s7NlgHkZf8wXTG+JhUlH0XPn8arcFHtjAsJfaweBJ/BAKyk/FfgJSYYe9g/eefNPkU8RoykUwygF+ecj8Zxd1tU53vr6ay6o3fLZd+giSX3BPsE8Nj+zqYPgqCt1NRzf14OGr87uAmfU7eiuzy2R/3c6yP5oGilpMTfr5fCbFVHZ036Ckc6jw4gfP/axwGfGBwsXjdC4n+GrO0BUpAyMe5xQioc3SS4V2gcRXI7KnovC7sBlnCnx4vTsDWUlLvbmHeyrVXZONj3NT8TaK802q25OmYjdfg7p9rV7tF4kw6QfQYMFhiTFByeseB/S+vMa/gsFWfzwr7rxnk4Za00yTWDbK0WV2Z0OpAj7jFNrqGrjgpgZ8UgYU8noixzAVaCPk3KTrZvC8ThWRU3WqTum7p7i+qBpS8LY1hd3TmbxOlFSbTDYRpQUZc2kFmpRmTN+8rX9EFKCe2/LzjAIqTshaEoAT51AuDGtRHxm+HZdoh5AIDBjUO4FyV8nWfaQCyojwmFUWtEZHns3kOF60bMhEsydxpizuk9kSsvb+LDYHjk6EwFYWSE4fJ5CSwiR/froc7J1cp2BeypOYTdwDKZo2ajEJjRKKeQKqYvxAP3aQ3smbaeiDYVphLX0oQK2OArIsgmLUEJPfIj5rTitsb52yTfb+gCj/0GzH58D7cWx8zxIOVuz0BUhN/YSpqLaLhUKm4kCNWLV1bxOhl25e9of/sJd84xvCpvmHTiqfCzMGxeiTFB9YFoN9tAGAdAZVfw/FZ4HG46kCtEDeo8JbcaeJ9BHuXhmOrsMey0sYNUd3mm10Yka93lWZRSY5M72kaKGMRqEyZ4QwMxKS/WY9PJf/doKWy5KCsdrqtSNIpz6/aPgGryywqlkkgNy54hvzWu2WhO+hHGk7MEwyiOVvjxJOUzUiffNyG6T0rF0t7IGNofuWzV9YiRR55FJW+GFtsEIfJnku0Pc/raNg5rCWNQpQgbldbB4M6yAlrtBnM2xi2YzIXMvRlZqQldFT3qbHL8/0f4z1yN/EPTL0OcFJG2DREH7OejHNzWZhqm/5/cwweekVZkrw9mdMuPcG/CC23wbFhJRB2yAST2JBtRtJQH79MwemjKhr/lFkuH1vjFVM//wlA7BJjyCOSawlHpK4Olk2chlbbZRItgnKTgHQqEU1Ebt684iEmWBEYrhtPT+pUGT2NQiY+GWDPdUd57OHN/JDIcKImD5aJQRlF+1FbGf6Vneg0tyShkeOPOL4Y1LRucEjB7lH34H5jCfbi3D8Sl/l4Ok4/TW9oB5zpflSzY3bw1txnCL7st2Q6RURiNZGiQsuw3h2ocqCqIgkpdi5c0cjP9t1WQA8YhVQWz+zqGbwlhMbpaFzAjhqq30tidq1DDBbHtjFXQ8Lrc7HPLELz8T9yPc+70LtHkqv4EfFMRyt+a+OtBXMbqfXGeieM/k7ojFw3Q2RFeotNJOb4nYgntzePTINXXaeMjri1gDdYwuuAq3Yzbvl2nVcJK60PebzHC+aRky626YX9oY8Xa6j6B2KXEusREDxjU81v951yJZpCpOn2HDeJulyNCktIsgaRI+kbOOJm72dxnUpWpHgebVj0702Yq0w6c9+3gVlHzIja1Ilhp4hSageFr2FbslZ/1A82b0GBB6KHAaa6ABGzGHJJNeKwPkedNzrCEB1pxf5TKM9bB7QV+nKlb957iOwH9V0Iyz4AVlpQ2COkBXVkrdIh4hylByWKix6ffmx75cf+ARAp2EZtS3d1NNLoFPHtoVue/5YXGzqgWBB++D8IqX61bk1cE3XIW00Y3tH8+YiW+K7RMygaEkgNCOoG24L9iDhLPSjmUjBOXCIl1A9U2i4zCGe0KpyTpPPV1y77K/SvWRZanpb2Tx4ku3PutiLeZa9e35VJ88Qn9SvrcDBKlwRosmEM3NQOVkuEcQBaXu9P2E5wyBvuclQw7kO4P3+0ee5tBjC6T9gqfVbA5BbZnBVjSU0Js8y1QJAYRf7f9F5qtfMZBbQdE+/1LJ8W0lLAyo/VmUQZhA8kjnxfNNZrogA0FrLLI7sOta/oPBvO5OAZZJmllDAb07cg0pWhtgUG97x/88lQubwY4WvIq7e4a1pBpXF0YHVNeeoP1ICw5HkDoN3ICXusXAPF4b1UPvR38r0TFO4Z00STxtTF9O2jBsKyWduUMtxM8+dWHJlmXjJ9EJn818nDT1xJQpUI5uXQ3gHwbE6zeMtaDD0Vd7nhVJG2X+BsBlaCFjt/bTMtzBUBKzgDt1y6yD6WOSvVIXV8Vx9m4pIvtu/qe5H1oU0IUJLzDyUzO5IQYuDDaYlbQ5ZsNnjNJO+Vz29bX26a1k1VdsV6qY4TxGeLzZy/lzCe1TJHYBBSWKlx1hnZiN1agtxwXzrI7OWV72WSUjdGSFtpSDB064RZs2XPe1Esjmlg+HeKANXod04eVAvIb7X7Prqt8qmeYVJpMeZ591hyn6qCmn5ij8bxcgn8xmtwekn4jUcDBQpxWC9BWgjmlOAO/V+LopkhScpEMfWTNQ99j5JMrvZMeHn1Fll2ihdeXi2P95hNlrzM+rByPD0pXcrvX4HnXV/yvnMfZLlOUAfYjgbjQylreOSY4Suj4/E5DSK5eZykqk/cndBzTmOsvfHtEfPBEI38J56AjFo1u7BLtau0OmYxzx7iO3rPOGbckjdANii/MP7hhrAQE/m6z287n804Q0sMsoewhs5M6CS/GGOUgiKMINUGzrS0lf3PSwPKU6pdSJeVN2GKCN7M+G2PMgGKWhgOEevqNk/kTTGsuOwEEZdfLAgnmXr3a5H136Z23iQ713T+GaR3mIjs7x/gMPYcciQQRnVkfD5fpnDFOQzoaOHQZnkaT8Z0ZH43cgwS8/w+1ggEWhebYW0XUdyxnpe77weVhUOWTfXFauM+44jrBWTkjGga791R+sJKuSLhcEEJM3kyA4lr7e9Wy5frWQahkDN3uhLzoXkQ8sMSFDKQpikNZDOWrmK5qqxg+MuAecFZ+vs2HAmd/bAx4hz6ALL4EKtCk5RcMllAyPvImuPVvImoiphegIBumletuX6LpZhg5v4f+9LEnn1mXDmu6+SNWi1gn7lDrIasqZCSGcdlpSdYZxunHpDAPvzQDO+rqpBSxvn10eOncasl7kScCc93WFOj//tECGXoYVH87LdpxBBuzLwRUrAfmhE8bLJTkvfiisxifTAIPUXm7IL0HMf42WBaZ2ypDNyqzDT65mj+tBecYZkrNVILNp9HREGru/3hEs1mIppSXATyGQANu0zjBczSXInhkEZsGq3OmhGLcrJ+9s4Oz9bqgMBS9xxgquHK1kRx8laBVq2DQqqjj6tk8oeLUvgvwQ2IrWsNsnbcFCFA7QOG4hwMgKRlfboxPpeC+DSPFrYNKjUoIrWmgRdmZhz4GLpGENGOeeyN40rGfqQUQ9ABjarqWI7SayjxU8fBGYKl7CC0PVMAsDQHcbXsZEuJZSPQUcK/srRfyUyYkdWYeOwbeq43VLqe+neC28o++wmV/xRxfVTCGrVfc9GUbhSK/hWZnwlR9sy8UrCtKRWJgeQAuX24NgeOQ7hwOgKJAhtQIb/07Rr3ULT6fnHGZUUNmTHkvRtBapRJDAU3uxn5rRWbsyq1X++/P9Ac27p8ZGTV7V/03jMaO22aojc6u4Wf4w57cU+XEM882l/l0gygtqhptNs3kaaTQFT1XVFIl6slec9W8+t6XuDcQ+hXm08P4iAodDfX1GH4uNF7crTz+VXpoB80TIaGO3tEt9Z7hmnQxmn3yKkDAWJi/YxwitOv7WkxGQx9UYaD7fuJFZvl6iAwdVzDDNevFlIaET7Fnjshl2uifalWnkylxLdwSa8OeE7WWsdaYWglDg2oe0JGK3bq/8oDZSvGbQL+/6RxgoZn9Wa8JhtlnZy2v41mLPgH0PY0QH4BZnc3YTbVj1NPH4acSpTVqaEZDOJDrCYEDk5NgUganT/ejGJ2R2Cpum35YySDRKvorpxdaDBbBG+K7JmJ9Hj707LcfsYP4EjE1XCDuphzEbbLJsl7wb1iaeCZCfleVbsztHr5FPgCYB2LWW4Rr2hPrqkzuMtG7jC6lvTK8lRhWJn3NS5kTd03snzKnVue56UPv6A+kjDZQKnyyNehX4ZIWu2Mv3PLuBdgJkNA0d8oGH89XLp2LlDV7OrGxvSUf1HrxB2Smy2kZqbH8PXOlIKdvP8WS2Clw+W2NkqlMwhQbJmyTMbBnBCHxda9PapFTnvWYlTtetM6QqMysX1qaVAiBt6XA3i8QAhwObQ7BbJH6mPiFAAZAZ4R4PcOikMx9q1gzfRdgOPkSBW89pi2x/0qaxkrGN5knO4xaWT0QaZL7NnV++M28/6yr2H12ZzUO0pKg/kiSrHpqrl0567/P1lNFpqSnyoLyNZAx3qL/kkSGxckDxu1LnZl6WnLSNVqYJhBrY1vNhvnZtHUFcgaibyh6O1FSO/gZtCCBI+gS/by5MsMcTqHBtqY2ZkOrNDHCDYjXHm4nD3GF0lybK3Zs4Pk6/GOoqmURKH2q2gx0ejxFr3LzDmXmT5Mvz/YVtxpF4IzXsJqy2Be2qb2dlQuVZV12zDXp52vt7qkfAkzdc1B7FmkAvfUgyEqTO+9dMHsoQbD992GYoobMIf2VgBu74PEUuQ+fUXIxZXtZpn0q/dlSdmeg3uAt4EMn65ThNv1LRzuBH35mpOqU0bAcCMMCMhbubelhah6HEPL70vCHnWmCa6HWhj7w6uHdh45eYLokuuQ1fjlocwscnbFQe6sgrxHV2Z3EKsqtmD+E6FZVQxJ2RM00aXVKSu6ButaPVtSdqn4sWUpj7P7viedvkxMAAEiTvAGog56bl4VwobNTzCTmC/THsIk6Qv1A59xFHKXLQgUV+F+yBWm388tuk7JDJnIxEzNuE6Fr6c96Af8sDMztbF1EdCHMTJxRSykv5+WncKWGNyRCezVEFkXgSYYXCjE5VSVS+izVHD+O7NQEEzLu2kfxx+QqYMxOpXklL1ESn0cp2NUQ89Vbs+jpWrIevSKhtS2hMi9arqlFv22MH6JHeMIvgD3SRuftrmuAMPcmm9rLZf0n3idg6mM8dKjrPDL77xqqK4lpGSWX74RV8+F1glXylBbWzHKvtVgBLwZmbyuaKIg7EdufNZtPLu5XCeG7qLsZEeiwsS/lNNXU029Ia2OyTsxlMVq8sSxRAbI7eQYMJIfQQ6z0p1tUAjCNZCMVcPd/C5X8R+IxIRRXHSQWP8Kfvia8RVt8hSryiTbMIvWh9/lz+ihTA1LB1ayHKBIkO4Ls++3/HfLCsEDBmnuQ1P8Py+cjeCwAtyARIt0YBjx+mpAH8dP0MLNEgdNuqZh4ncZGb2j/2gS0n7L8AmirgjgSjGk43GLIxHy3JDXnfrdohPCjGrZlbhVIaXUzph+/Agz5LkxR/cCIsNJBRT+z3fufB0hIGndt9walj1E6XbaWe+kv56wGdNTIGnTSctGsYKsyQewB1Jzt3G34tNeV41BxJhgC/fyZ6Jb9NvJ5nRkSUI/Uzg8oWp+81OGuPJ2u03qwydQw8A8FfM3J6PytqMS6leC0dzjIppgdHV/4oOWngNKGuDwTTGSHa1TeRd20DhOJAjsT6DAvSxlb2+RtWCxXNwZGgx9A0O9XM9k/LUPaSlDZ/QoQSuvvZb6wVtUoQdlxzVLpsBlFgxoPyWRQ0qBykrKtqOa8nxayr+qyVAG3puxrIBO8j6tO6RVIMjWgX9iqtoVFVmy5IsHQsx2yS8LzhaxWyiHgjWJtVre4Cq8IGRVTR7NtYnJr4A8wrAniedzfh0FnKUZRB/MmrBAiqABnnpi8Tkd1hoTesPJ+ATF3btGrfXcQ/ij3cpsgMPLal0PVaq5kDXWuugat/SrMyqTtUYpQbTg328NEDYX0TFQ5TIAu5XnAXy6tUZLUyKbvGKX+H09x7pr/EIZelljIrVSPaXbMxIdbKkX87wMIsqti0GEV+1m3IE4j0x9zhOOTCu+4yxuwaUlqKFvljJ2Gv9vvsRgcuVp0rnxosCB718g+OKxSnGpZWiL5NaUDw+Ah8WV9Ez61ceJS/Nk+KYCCw9zWJC14dqteRSyyBL63H+XfbnqH8um8fHtSpg8ephPh616g7HQhAf2h60vwCkLna97vn6CRvRBSvFQU2Pr8G3W7LR2VKygBXnsa7nV2Vk/TKm0dg7xx4dxuf1MweFPL8L1KEyLYMKegXHP+uvz9FoxLYsLu69otT/sQzswyaDhcV3BJbdCXjlOKt4tH75LQJNnSrjJtyE4/lf2hnf1KRKamA1+0B7udbkBecqI6a2TYVz/U7LbLS3p69dm23bsvAM7JIUsjNQAgBKZHH+y/aNqcxI2CSBtYXtgvGL8fV1jF2P/wzyS/IslyWZoydsaEoW7c12eP+KcY8xf+u1K4vIcSwXf4gFsH5b2xddYv50jjfFW6GcGNAFL0Zg3SLFGZUbLA1s1BKDU0NORS10lQju/tL1B6m+50s/4DlMGEqgcFi0g/at3mLNnYATBtbmqSUCPuLQDq4EomtCRuKWM2EocpE4wOtud7Bdg3Obg1ta4mYyEZfR1WdxBm25ItqT7rm9U0cMvrnMg7pmRRjUIr6Vdt6H9jh8FzV/KU3MEA+pUgqSytEXjnliuobHI8LSgCX05K5i5cuFGQQGpS8wW2hgZD5AdyiUEoMz2djBo/LgQ50mrKk4KTDTblM6W230+p0gix1jmkYpkpUxVSklYnJRGgYV0qbXHY/8ptP1WTMpS3rjRr0l8XId7n9jDBsBJGGUm4sjAJUVZCtdPTGN83m0kOvB2pfFjMgao060emC0Is3bKpGO6/sGbQvJl1bgQJxqrqf00zbvEq6gh5kwh/6OseloUit8C7T/Y7zlLYjut6s5PyERtaLB+S+9UU1cj4eoBE6rvaKMyLoSMC98oYLLNa0BlMg7P9h3EIAo4UJqkybYGrApqo13LEdW/xCmWRAaxMtxRlieetB21baH/tu4dNZZIVFle0FlC2Cv6Z5wtCgCKRe+nJwD2X3kpAnmgFvHCQutAtYBd+Cf8+kJWXFth2VPzkWmFH9m9Cns/cnO5I2l8nbP0mYsE01UzrnbwhcjP7dFzaIxyHFiGpkIN7vBfseOkYaYaLOUy1R+sXO7Lk7Ny0GAuoJX7mPc1UsEdfJVvLJcdlUEuzkuY0nYe5ZjtFK/lLujiSbdllZsr0tE2C4aWLVuetHAvRWw8SN2TeQg1baKLYZB7zi7wcbIaFfsr9J3wz/EkcwTDXTOHMyNAy010z5YGzkvHmvfCF7E39kn5QoVfqgUhtHHbOVEKHzkiRNatAl8UPVFwCR592y2XnhxHLfyl2ervvlklnRzjJgce9/awNy0LimPNIKa8cxH0VIymNnFBO+hMZV6aSaaWktbOYTIMhAkWw05dILuBQFoNRfM+dSF5M9Hm3v75Ia9PhMLCg7OIPlXZcL4WRw+AkxNS5G4kHaMbVHSns9siR7eSUAQ+KjpUHEt7QRvVN7scR1HRNSGZGyshjKWKgTEdCxPKLqVbgGpr8t9Lnb1PBKHbmV4LMzg8vp4Uv1jZm1Kxfi/qxMhDJYS9uZlROPOuCkoUeWrb2yfN1j5++oWmXBZsLSiSnLkjb+UESQIgH3H8NOLade0ASqSqP7w/krZi3AV4vFqzueg84MkPNaYzyBFKZQ1UbUDxorXYvMvBVBnR107zBo9Y604T6M+islv14Y3wuIPtENbyg4WcX2n+7FI6F4vRCbAUmZ+OjbUhd7MbnYXZhLyveacaw+VoWK+5Qypyv/YhfXi50YJ7LLId4GyMMPQlcPoUP938v3iB6gQB2d9DQ7SicCyJzEO5EwOTKCdGtaS9Fwf6MyMXMDKmVSLmzfvFo/EODsXNGaoTpXus5p5kNLiarl3CKRDJ5Q8ttlY3HnUUDfJ1HpubJjs3QMVi1UqrCF6ZwFtbtCm3zsPDIsCJBBoA1yofllBcpGgtwbyj2LwjYNNxtpHM6tw4lXvdK8mtUV/0l1w8n36j/scDRdxVR4ZUG5TCsqO1oP/Q2MmYax5ptMs6DlWCn+DYtAlUHEV2FY1BNAJfEP3sAMHjTSl5t2X7uZI/+VRk/aAszkL/VGxSGsI6L7l5SCxvV9cBLC9v7r1Q1aBzOGzBEIywBJ0pKbmnpVETbrzV8Jan9EwuSgdu69lwBYh+pcXYeV1lZubxxQhoLBSc29/cObRcX+CqDZtPQPZAW1aEfFxK/QKH7Wyb74EfF++9qSDuZyNCoxR/RX3Znu7TaOpwMIMYGd/EDD731aF1oaZPlr9nCzwJJXHv9nudtPX0M1khMx8FcKvQmCdnK5ZcaHhxzrN5DSh8wleUcKn8Wn5HlrUSxjw/UPv0tOg5PbSynWyD7NLkJcfQHg7NxtuMiIezjTkJsV4HU0wPU/L635A5kymLoiFeHlbnkJbd1Ep2UPoBUePPWkt7Az37K9l8TkSS1mejTw+xor9R2k4lORwSQXZbPuiCHEZUCDc3bHF9vw5n6oM8yBpcrPrOKmP6/692FT6NHMi82ULEJ7rN1GMLj2pz5lZpxIVKPh0sPNcZj6srVIHpa5Ir9RVT0xZ3sa7C4bbaQ2WnEdQBEEm7xAEX+0qu0HWcLOEhbExk+PxJEvyLwuXQqBNoiBHZUW2KVq3IRoPsLvUo1kXKi//QlTAfR9Z7DbFEjYi4s9OEnRKo5xQsIGToh9yxgx1WFoD7quJz6onPCWhutph3g0ZveAG7VN4JX6hn4zoKP1GdHZIPSzIhOJnr7VanXM7LvSXDHqA8wnhSOTtCNo4vbirl3RY9IPteGDDVZmp2BIv4vdmf1onW/6KNmnlNkaPMjmyvCarVopwlap8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12px; font-family: 'Droid Arabic Kufi'; font-size: 12px; } </style> <center> <h3 style="text-align: center; color: rgb(64, 70, 22); font-family: "Droid Arabic Kufi";">爻賷丕爻丞 丕爻鬲禺丿丕賲 丕賱卮亘賰丞 丕賱乇賯賲賷丞 (丕賱廿賳鬲乇賳鬲) 賵 丕賱賲賰鬲亘丞 丕賱廿賱賰鬲乇賵賳賷丞</h3> <table style="background: rgb(244, 235, 215); border-radius: 5px; width: 770px; height: 100%; text-align: right; direction: rtl;"> <tbody> <tr class="lib"> <td class="lib"> 爻賷丕爻丞 丕爻鬲禺丿丕賲 丕賱兀賳鬲乇賳鬲 </td> </tr> <tr> <td> <ul> <li>鬲毓亘卅丞 丕賱賳賲賵匕噩 丕賱賲禺氐氐 賱丕爻鬲禺丿丕賲 丕賱丕賳鬲乇賳鬲 賲賳 賯亘賱 丕賱賲爻鬲賮賷丿. </li> <li>廿乇卮丕丿 丕賱賲爻鬲賮賷丿賷賳 廿賱賶 鬲毓賱賷賲丕鬲 賵兀賳馗賲丞 丕爻鬲禺丿丕賲 丕賱丕賳鬲乇賳鬲.</li> <li> 賷爻賲丨 亘鬲禺夭賷賳 丕賱賲毓賱賵賲丕鬲 賵丕賱賲賱賮丕鬲 丕賱鬲賷 賷丨氐賱 毓賱賷賴丕 丕賱賲爻鬲賮賷丿 毓亘乇 丕賱丕賳鬲乇賳鬲.</li> <li>賱丕 鬲賰賮賱 丕賱賲賰鬲亘丞 丿賯丞 丕賱賲毓賱賵賲丕鬲 丕賱鬲賷 賷鬲賲 丕賱丨氐賵賱 毓賱賷賴丕 毓賳 胤乇賷賯 丕賱廿賳鬲乇賳鬲貙 賱兀賳 匕賱賰 賷賯毓 毓賱賶 毓丕鬲賯 賲氐丿乇 賵賲賳鬲噩 賴匕賴 丕賱賲毓賱賵賲丕鬲.</li> <li>賱丕 賷爻賲丨 亘丕爻鬲毓賲丕賱 卮亘賰丞 丕賱廿賳鬲乇賳鬲 賱兀賷 賲賳 丕賱兀睾乇丕囟 丕賱鬲丕賱賷丞:</li> <ol> <li> 賱兀賷 兀賴丿丕賮 賷賲賰賳 兀賳 鬲鬲賳丕賮賶 賲毓 爻賷丕爻丕鬲 丕賱賲賰鬲亘丞 賵丕賱噩丕賲毓丞 兀賵 鬲鬲毓丕乇囟 賲毓 丕賱賯賵丕賳賷賳 丕賱賲丨賱賷丞 兀賵 丕賱毓丕賱賲賷丞.</li> <li> 丕賱丕爻鬲禺丿丕賲 丕賱匕賷 賷賲賰賳 兀賳 賷鬲爻亘亘 賮賷 兀賷 鬲賴丿賷丿 兀賵 廿夭毓丕噩 兀賵 賲囟丕賷賯丞 賱兀賷 卮禺氐 兀賵 噩賴丞 兀賵 賷賰賵賳 賮賷賴 廿賴丕賳丞 兀賵 賳卮乇 丕賱賲毓賱賵賲丕鬲 丕賱卮禺氐賷丞 兀賵 丕賱禺丕氐丞 毓賳 丕賱丌禺乇賷賳 亘丿賵賳 鬲氐乇賷丨.</li> <li> 賱兀賷 廿禺賱丕賱 亘兀賷 賲賳 丨賯賵賯 丕賱賳卮乇 兀賵 丕賱鬲兀賱賷賮 兀賵 丨賯賵賯 丕賱賲賱賰賷丞 丕賱賮賰乇賷丞 賱兀賷丞 賲毓賱賵賲丕鬲 兀賵 賲氐丕丿乇 丕爻鬲禺丿丕賲 兀賵 丕爻鬲睾賱丕賱 丕賱禺丿賲丞 亘胤乇賷賯丞 鬲毓乇囟 丕賱卮亘賰丞 丕賱丿丕禺賱賷丞 賱賱禺胤乇 亘賮鬲丨 孬睾乇丕鬲 兀賲賳賷丞 賮賷 丕賱卮亘賰丞.</li> <li>丕爻鬲禺丿丕賲 丕賱丕賳鬲乇賳鬲 賮賷 丕賱兀睾乇丕囟 丕賱鬲賷 鬲賳丕賯囟 兀賵 鬲鬲毓丕乇囟 賲毓 兀賷 賱賵丕卅丨 鬲賳馗賷賲賷丞 兀賵 爻賷丕爻丕鬲 鬲囟毓賴丕 丕賱丿賵賱丞 賲賳 賵賯鬲 廿賱賶 兀禺乇.</li> <li> 廿鬲賱丕賮 兀賵 廿毓胤丕亘 丕賱鬲噩賴賷夭丕鬲 賵丕賱亘乇丕賲噩 兀賵 丕賱亘賷丕賳丕鬲 丕賱鬲賷 鬲禺氐 丕賱賲賰鬲亘丞.</li> <li> 丕爻鬲毓乇丕囟 丕賱賳氐賵氐 兀賵 丕賱賲卮丕賴丿 丕賱鬲賷 鬲毓鬲亘乇 賲禺賱丞 亘丕賱丌丿丕亘 丕賱毓丕賲丞.</li> <li> 丕爻鬲毓賲丕賱 賲氐丕丿乇 兀賳馗賲丞 丕賱賲賰鬲亘賭丞 賱鬲賲孬賷賱 賳賮爻賰 兀賵 丕賱賲賰鬲亘丞 亘胤乇賷賯丞 禺丕胤卅丞 兀賵 亘賴丿賮 鬲丨賯賷賯 乇亘丨 卮禺氐賷 兀賵 兀乇亘丕丨 鬲噩丕乇賷丞.</li> </ol> </ul> </td> </tr> <tr class="lib"> <td class="lib"> 爻賷丕爻丞 丕爻鬲禺丿丕賲 丕賱賲賰鬲亘丞 丕賱廿賱賰鬲乇賵賳賷丞 </td> </tr> <tr> <td> <ul> <li>廿乇卮丕丿 丕賱賲爻鬲賮賷丿賷賳 廿賱賶 鬲毓賱賷賲丕鬲 賵兀賳馗賲丞 丕爻鬲禺丿丕賲 丕賱兀賯乇丕氐 丕賱賲丿賲噩丞 CD-ROM.</li> <li>鬲毓亘卅丞 賳賲賵匕噩 丕爻鬲禺丿丕賲 丕賱賲賰鬲亘丞 丕賱丕賱賰鬲乇賵賳賷丞.</li> <li> 賷爻賲丨 亘丕賱丕胤賱丕毓 丕賱賰鬲乇賵賳賷丕賸 毓賱賶 噩賲賷毓 丕賱兀賯乇丕氐 丕賱賲丿賲噩丞 CD-ROM 賲賳 禺賱丕賱 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