这是什么效率
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBoAAACxCAIAAADlKkk2AAAgAElEQVR4Ae2dTZAex3nfedNFN17ACy488GgqcSxFVPwhO1GqUnGVDrJ9cFVEJQWn6MBiTLPMYpk2EztOOUroBZaACBgFAyEBmSYhQIJkm0tQSwKrgEzFBEpYANwFyCX2iysRWHwsPhYgwEl193T30zM98/a82F3M7P5Qb2Fn+rt/3dPz/Ke7Z+7L+AcBCEAAAhCAAAQgAAEIQKAvAvf1FYtIEIAABCAAAQhAAAIQgAAEMuQEnQACEIAABCAAAQhAAAIQ6JMAcqJPcESDAAQgAAEIQAACEIAABJAT9AEIQAACEIAABCAAAQhAoE8CyIk+wRENAhCAAAQgAAEIQAACEEBO0AcgAAEIQAACEIAABLLHh7L1g9m6AX69CawfVLhS/nWFanqNyrVGTpSZ4AIBCEAAAhCAAATWFoHHh7IHt/Q2oxEbjsCDW3orim5RTalR9KpATkSx4AgBCEAAAhCAAATWEAHmJZxOSD9YP9ijh3SOas8aRSuMnIhiwRECEIAABCAAAQisIQLpNjQhJYH6LiJDduW4vkZRX+REFAuOEIAABCAAAQhAYA0R6Iqx27Zy1neRtpU2pTz1NYr6IieiWHCEAAQgAAEIQAACa4hAiqFJmDKB+i5SDt9+l/oaRX2RE1EsOEIAAhCAAAQgAIE1RKD9Zm47S1jfRdpZ5vpS1dco6ttATmx/5/xvvDTxhefH/umm935+s/rpg7F/89fvbz368cT8zcuLd3668MlHV27NLXzifuY0mjeOEIAABCAAAQhAAAJtIFBvYuJbRaC+7apitdm9vkZR3wZy4rf/5sOf+8v3Pv/82Je3nfnydvX71e1nHtk6/oXnx//wh7Ovj1/Z8+78731vesO+yd/5rv/9h1fOPbZ/Kpo3jhCAAAQgAAEIQAACbSDQZgO3zWWrb7s2l7yqbPU1ivo2kBNfe2ni88+PbT368cm5GxPzNz+cv/nBhZuvnrj0jVfO/dFrswdOXvqTodkvbh1/eOC9zw2897D+mYNfGByL5o0jBCAAAQhAAAIQgEAbCFQZl7jXE6hvu/q47fStr1HUt4Gc+M09E1/aOn7g5KWrN++YtO58mh09d3Xj96ae+vuZH51dOHTmyrePfjz44589/38+dr9NIz/bPPKzaN69HY998NC3Pnizdzgd4tgHD22fLM6DzE5+9Vunvvr65XgaTdKfen3soZfn4ungCgEIQAACEIAABLpMoJ2mbftLVd/m7S9/uYT1NYr6NpATv7Vn4pGtY985Pn/5Ri4nPrnz6eGJhf/43clvfn/q6Lmr12/duX7rzjX9vzk2p05+REtQ7Xh55/ZqJVCOFpETKoWHto999VtjO2fLEZqlL+SETvZbpx4q/8p6ppwtLhCAAAQgAAEIQKBlBMpmJS4pBOqbMSWFujAnVfJ7Biq/Vn5kMRs/qXz3zMcLUhO3Kt94QrWuzeTEl7aOv/qTi1fs7MTtTz/98YdXf3f/1JM/nBn58Oqpn95448yV18YuD41fcb/XxtRxbRkqPPXEQsRkD4x4oRNKckIJAG3fq4PyLEfD9Aty4oljxWKLAEUvziEAAQhAAAIQgECbCVQZl4nuz07ldm1N+GensstTJctYW8w1ZIy5vO5kMe6RxezIW7HU5kuOoTk+vpg9K1yencqy0KWmCmWvmpJnWY+SlFMrujSRE0W2b2WXa6VIMS/LpL5GUd8GcuI3XlKLnb574tLHVz9ZuHln4eadK4u333p/YeP3pv94aPbgqUv/7Udzv7LtzD/fMlb4PbJ1PJp3veObL58qmOxvvhyfrNBqQc4VqPVR2tGLjTdfPlVYCtV3+l99fW7n9mLZsixTWbAaqr5R8YUABCAAAQhAoJUEqozLRHdllBf+lcz6uJywVuye+UAelI3+wFwuqQtTziOLhUL401yWDGRBym9llxezI/O9tVAVB59B7KgqVqp7tZwIpiN0FQI+A9m6k33KpFg9erg1kBNfe2ni4YH3vv635/7roY/+/I25P//R3H8fnvvd/VNf2XH2yR/O/PD05YGRn/36rvf/1V+d/coO//u17We+suNsj1KUvUtTDcZer9wFYax5u9aooCVM8srcd3MUzdMXkw9qsVMuddTuC6dkvHopVwgXCEAAAhCAAAQg0FoCqQautf4L4atmJ2rs+8KcQE854fTAOiEJgjmKUGMEXrrYsjDG+B7Pcg3jDgr16nla36A9o/cIUC0nTES52MnUSOo6SaxHRqJZ62sU9W0gJ555bfbXtp99ZMv4v/j2+C/a3yNbx391+5k/PfTR6NyN89dun7t468P5m+cu+t+EfgFUNO9qx7knYrsdqmYndDpmm4Teil29wVrLjA/ezPpIX0935JMPQk5U1wEfCEAAAhCAAAQg0BUC6eamD1mzTqk0NbFuIOt7dkKucrk8pfYJ+GVOenrBLF4aD9f2lOWEKrl4Zj+eiUkJvTTIJyvMa1/fmGN9+9bH7e0bJSzYluVE7zRjtZCx6msU9W0gJ+YWPvm/k9eG318YPrug/tcHPzq78OMPr3548ebN259GM+jH8dgHahYiZW+DnY7IZief2D6mJwryKQI9F+HmDfSBW4nUR/pm9dTLk3p3uFrsJCYl5HHye6j64UIcCEAAAhCAAAQgsCwEpEGZenwyy4Rp62O9lV2OuUflhJwxiFdMb2w4sqh2JKsUYsuZxk8qr/GTWU1qRiqoNUI6wT3zxaTGT2YFQeJrVG2Cx8tsXVNSqAuTMDuhstKLnWyewd/WbcW+cevOhWv+c9fuu9cfX7199ead23eWTk4YDkpOBNZ5zezE1Osf7Hxdvyi2emoioJtlWq6kpy+1ipmdKM5RqKkPJ2+KmXEOAQhAAAIQgAAE2kugzqitMqZ7yYka4z4HIVRHMOcgljOpgll9UgiTl1lMOBjVYdyjsxPj80ozFNZZ9VN3y6S+Re8mZRW3Wk64vRNmRZNSR1NKTfkFTmLeplEx6msU9W0wO/Gd4/P/6cDUV//3B//2r993v1/f9cGjf3tu1/+7MHXp1s3bn169pbZoXxU/s2k7mncPxwZyYu6J7ZNTYjuEEx7uIFMLnOyGB5NxcvomkcjeCZFjlhXVRY/a4Q0BCEAAAhCAAARaQ6CRxZkHji7FMTUSOsGlHJ2dcL4F6z/YMH0yt5KNWiirFPcMvl5OmBmM8cVsj3gPVT4jYRWLK0/iQX0DJiZSGaxaTpgoTj8YOSGXcuUuVvZUZlEKUF+jqG8DOfHbf/Phz/3le59/fuyXt535lW1nvrxd/f/FLeOff37sD34wM/z+wutnrmwa+dn/ePOn//Mt//sLfRrNu4djsrk/9fqYWhwljXt3XD5wuSanb2JE5ISWEGZ3OFMTjisHEIAABCAAAQh0jkC6udko5B7x0qRAToTbptXu6nDnQyAntK9CqlVKQXhUaYxiEyxm706pV8TmKduH96aEspyNKljMJTxvlFQkcFM5YT5AMa+WfvU9AxPWIOmsgZz42ksTn39+7NtHPz710xtmv/UHFxZf/cnFf//KuWdemz1w8tKfDH30xa3jnxt4759s8r+HB977hcGxpLLYQJFtD/7tSXKjgj7ePvnqy3rNklMOKh272VppBrWbQkxT6De61iRY8LLrl2JywqyYMkUK1k3ZqvAXAhCAAAQgAAEIdIBAxJYtPbcuhMnlgbXL1aNxMykhpII002vkhDJ/wwmNgpwwesOYyFE5USjbugG18ie6tdqlnJdNl9Y5ltOpd6lv2vq4vX2bywlT8fqP39XnW1+jqG8DOfGbe9R3Jw6cvOS+cn3n0+zouau/972pp/9+5tCZK6/85OJTfzfznw9O/8EPZszviR/MfPP7079/cDqad1NHKQkicQM5oZYe6XkDvQbp9eI2jEh0/apZM9UQ9Y3LCfOC2m/xxYkoMxwhAAEIQAACEOgGgXoTM+LrVIQw3N0Mg9vk4Jb4lym47yREH6UX7HvzFiajOmoWO8ly9pQTPrDQP96xl5oyIcv1ki5NUyuGby4nzM6QI/oj2VE1VcyiVE1Z/sTjBnLit/ZMPLJ17DvH5y/fuGNSv3X707c+WPid704+/v3po+euLSzeuXTj9sXrty/d8L/568olsTT1wZrIiSAloQQC98JJffoiEbtNQk19mK/jKZeHYi+3LWTBKQQgAAEIQAACEGghgZ5WZiGAEwzyDbB+LqLnVgRrwUe1hPyyRHmeoaAT5H4JWchCMOdlhIp8+axvjnCGxEWpOfBxY0c1EaNeikbKP7OcSYc0+0acbJMSQtVxqWsULV0DOWFmJ179ycUrN3M5cfvTT3/84dXH9k898YPpt89dnVv45Mz5m+MfL54Rv7GPF8c+jr3TK1qcWsd6c9/tnVB2f2HBkjitmX+oTN9+q85+pVvLiZc/KOoHoy7c62hr64InBCAAAQhAAAIQaA+BqHWLY08C9S3YM3oLA9TXKOrbQE587SW12Gn/6KWPr35i3td0ZfH2kYmFb35/+o9fm/279y7/r7d++q93nP2lF878svj90gtqx3Y076aOlea+SShY7NQ0bRW+R/r9JEkcCEAAAhCAAAQg0AECLbRrO1Gk+qbtRBUKhayvUdS3mZx4eOC9f/fyuf/y+kd/9sbcn74x92dvzD22f/IrO87+4d/NHjx16S+G5/7lX5390tbxwu8Xvx2fUIoWCEcIQAACEIAABCAAgRUmULApOU0kUN9MiYm0Klh9jaK+DeTE7x+c/sLzYw8PvPfzm8f+mfkNjn1u03tfeH7sj16b/cfp66d/unjozJXXxi4PjV9xv38Yu/wPY5ejeeMIAQhAAAIQgAAEINAGAq2yaDtUmPq261BFXFHraxT1bSAnovFxhAAEIAABCEAAAhDoOgFnTXLQiEB9uzdKqiWB62sU9UVORLHgCAEIQAACEIAABNYQgZbYsp0rRn0X6Vx11g3UVyjui5yIc8EVAhCAAAQgAAEIrB0CXTR821Dm+h7ShhI2LUN9jaK+yIkoFhwhAAEIQAACEIDAGiLQ1OgkvCFQ30W6SKm+RlFf5EQUC44QgAAEIAABCEBgDRFYP5h10fa9t2VeP9ijh3SOas8aRSuMnIhiwRECEIAABCAAAQisIQKPD2UPbkFRNCDw4Jbs8aEePaRbVFNqFK0wciKKBUcIQAACEIAABCCwtgg8PpR17mn6vZqdWD/YW0uY3tMVquk1Kl8VyIkyE1wgAAEIQAACEIAABCAAgSQCyIkkTASCAAQgAAEIQAACEIAABMoEkBNlJrhAAAIQgAAEIAABCEAAAkkEkBNJmAgEAQhAAAIQgAAEIAABCJQJICfKTHCBAAQgAAEIQAACEIAABJIIICeSMBEIAhCAAAQgAAEIQAACECgTQE6UmeACAQhAAAIQgAAEIAABCCQRQE4kYSIQBCAAAQhAAAIQgAAEIFAmgJwoM8EFAhCAAAQgAAEIQAACEEgigJxIwkQgCEAAAhCAAAQgAAEIQKBMADlRZoILBCAAAQhAAAIQgAAEIJBEADmRhIlAEIAABCAAAQhAAAIQgECZAHKizAQXCEAAAhCAAAQgAAEIQCCJAHIiCROBIAABCEAAAhCAAAQgAIEyAeREmQkuEIAABCAAAQhAAAIQgEASAeREEiYCQQACEIAABCAAAQhAAAJlAvd9yD8IQAACEIAABCAAAQhAAAJ9EWB2oiyxcIEABCAAAQhAAAIQgAAEkgggJ5IwEQgCEIAABCAAAQhAAAIQKBNATpSZ4AIBCEAAAhCAAAQgAAEIJBFATiRhIhAEIAABCEAAAhCAAAQgUCaAnCgzwQUCEIAABCAAAQhAAAIQSCKAnEjCRCAIQAACEIAABCAAAQhAoEwAOVFmggsEIAABCEAAAhCAAAQgkEQAOZGEiUAQgAAEIAABCEAAAhCAQJkAcqLMBBcIQAACEIAABCAAAQhAIIkAciIJE4EgAAEIQAACEIAABCAAgTIB5ESZCS4QgAAEIAABCEAAAhCAQBIB5EQSJgJBAAIQgAAEIAABCEAAAmUCyIkyE1wgAAEIQAACEIAABCAAgSQCXk5cWbg+MTl3dmK25jcxOXdl4XpSwgSCAAQgAAEIQAACEIAABFY7AS8nJibnFhdv1dd3cfHWxORcfZjl8Z0b3r1tYHDbvhPR5Ef3DSrfit/e4Y+isbrgeOLgwGCh/KayB49XF//4fo1i98hsPIxKYedwQjt+NLKzknkk6dnhvaoJKvPNo4hgplnr6hLJppVOhnkPqprnwP5RUYO860Y7dlKaIq0sy/KmD7IIQ6y6syRKzcgXuqU7Hd1XvBgtTZN+r55vQ6+Sv0tOXiUYMjRjReHqiDga/lWt0yreakjPb2T5SFi4c4UE8rJHOnBarXR2wZijk9IjVfy+WaCdlg2hIKAJCIslvxmF3Tu4RYrOqQMXTB2QdoyAlxNnJyqMz7BGicHCSEtwlnfNuJ1UZWEbO6C7fdSUv3CLraqshWwuUX0NR28MOUl906q/4AVzW5LqoSF+a8zDG8Hg7162YNolevu0tenG39yaqZK7thIlm0DwL2mqpDTj7VLU1fGrxpaq03+TKGVZI/KZoepaxJ7mV5YeT8RVVqQtrhHbzzuNuKLwS04+TzAYriPKIZs7vl8/tvDiQVwF7e/quueYjqFrJ+urKxIbD+3o6vqkaBTbEK4fBr3OdFSBpSYpMxwF0UU+HEKgNwHV3/IurbuT6LG6o0o5IfrbarEEegNazSHaKyeEpVU17bDNPnSpsrDNbUaO191py8JNwt8Pqiqrq5ZbOXuHT6iJBfcYzFfbJGvvWOJ6VkHMnSa/4E3IPF9rUbmEdEZ2aMhv56X7kClqOBOiI4q7ablxxQDksmv3Qc++uu+EnTeQ+so01v7RzBzYRjF1TUkzM4aviRi0SG5A2wZqN767KF0KpTCM7l0V5HXIvcMfFXq7OD1xcGD/yGxhtjO/VPfuVDOo3RxtmjdBSLV8FStpHYapI5/35JxePp44+9gf2Gvk+P5tO4dHTUO4UctkVxqFmtdtuWIE9do5PGct+5CermOILgwg9Kq6wMVAbRLct19NgBR/u0dmbbdXie/eO1ya6m89wOVqGNJdEgKyP+8cnov2YX9LyodNNSzIiEG/tdf7khSPRJabQMvlROK9OTdbg47ox9PERJYbdX/p2zvQ/tHoxSnXBrgA+Q3V3DyCdU0mNQVEBzYGkH+mbq5qfcGbkAePa4N15/CoXmwmDH1vvGr45rJXA4SlnQ8WPvG8/jqiLqGIaPzEfbE/WPcmlim2G/gKp7JM9naenRg9HgbLx9OqRMLAIkndTLsP7tNLASv6fyjnROTOHxawFE5l9RLJmxT2j5jePmwW7/mRJDfR/B1RZWEGH9Pt84GoxRathHIXxwXUhVOZcBp5P/KopPbuHM4XBBr3Op55k5nwfnyTRWjXsR8AjRVlB0xVSnM5h4tUVQULA6+MEsy8RXA5/lmWP7bwT6aKYMwdpI52MQbnEAgJqP4W9s/Q356ZS9U8EdbDprVw6H4WUff+tl9O5HfoiKnkbK/uYU8usbkZBNenASJuMCoxTym4GvPo2wbMDcncep15VGGG+ideeci9+4ZHtMEqMtUph3aVHSBc+vIumNnbnvfdu3O3MMK62pqGvBhADeRIdSwfdTv37VXs2N43OU2TV6FFdDHCBkrudd0IuBzk5QN119vzxgquLI0oF/C7R2aFzWdVvWi+bvBML+XSk7fQjGDz6Mr2sQvph6nAPjZXmU8hvVYrFFJfp6YvmdoVRwA5dLgB3Nbx+AmjdcVjGjPg6AAW19xwPrSGEsKktn80n9DwQ3F+gzBsy/18hciQzSogoPqYvvpc19UPNN1la1ZM+J6/f1Qfqyh0v663f/vlhCKsOpwfZPO7uzaVrIkWjIyled6E/cGtbEhb09177bIupxycrePN9J37D5oFTuH9KZ+C8M8M8utcpVC4gM1F7mxQ7WtuzIazyFQn4kI6em6YqLonBTnmiYyonfS7R4bVDnKRhUu0xQeuviHzsAcaU0AMr6I1I3VrkKZ8nCnTt5dDuYEi+XXTqQElScaaZbWVDnu7MdcG3dJKFdV0YzcoucK4bp8HSMqutizt83SVXcI+r2uphzs9zldlkeMV48bO3Wofhe/nJw4O7B45PnzQzW+0jp/tja6rVJXQQohIo6B3uf5pr/p8sZN4ypAPOCZrJyds59SpRW4HVQXDHQKVBPLuvXd4+KC+m6uxNF/4ZDtesAxSTwWb6zfv1bYbd84YqGSyZjw6ISesZlDDX35cGItNRyw4drwRba3d1ZWP/kZj9G12m2TzW1SBm7mBmWvb3syUZWwXO4VWsryL23apsDDsHdHf+ZSLzn3v8Ee5GXFcry3pYiPaiugeZ+ro1a/phqI19QCaV1MH1sBNAN+sCWlWrI7oeL9vVPwESv2R98pWXwh79+2XTzRiZfxoZOfukeMfJbwwLRa7c25LTT5/dKIHEH8VxLHkckKjLh/vHzle2NwST2XlXX1XVJd/bngVB1VFwO5zcGaWHxXV7h21ssuMz8rdDDiho24drbJMLube4Y79OOxyR06sfH9YjTm6Pia6d2Efhe78I/n2ztyqUShMp/VdfTXiWd11armc8PcVad2WOpwfpmPmrLVlu9WSasTXRox6q+DoPv/Yviwn6qtvbxjawDVXbE4pnxCwAaxuEdZt4aVSMYLBncm3lw1qymaawJdT10jnq0qVywm9YiR4BmwTafvfBNNKjZX59JEaQF0jaibORYiQlDTzdCra0bRy6WJpO8xG5Uuh1IR82ag1nfbgcXV3DEYSlbV6EL5Xuas3H0hflQ7k08m74T2HJmwRMaRbwtrXmNrGKLfbmm2ARn1ohQPrwhf6hpGs8Rea5yjM0Jr3zyB6TE7Y5Uym39pB1SRlHxK7OVJ9ESEnVrgfrL7s3P29cBnqTitkQ15z0W+Ni+6Hq3zYXH2tLmvUWjmR38WrdkPm95hyH5WV80Zb4NqRk7njJ/JXfwQ3j7pK5ddzfqN1ZrqvsLOWcru/cAGbm7qN7qPpI5V47qUHgrRSmSLp8cXE0m8d2Xcif7qmE9SlUpZ03ug1n9QolOmenxqAwuIpajPXUWeHR/Lt17rTOtT5vVxYSOlpygeTxddDGdNB6JN7zmppC5BOqTF5uxVb9UPdaX0v9QOOuZQO6gFq7/CJOb1Uz94LAxNwaet971NbDvLFWonLwXjpTK2ZIn1z1P7Bhw5Zfq5RzOGenesCm8HTqQgzGrhhJBxa7co6+7in4CsHAZOOCZC//EqtOamQEzZBnS9y4p71iFWVsere7uV4lXdDVWXkxKpqeFWZtsoJ09VCY8hZYMFUb12T5Lf8DpmnhdrI24P1qqiUIebuHOpyzU0ct8LbpuD/GsvA3Z8kYRfo+H5lJFkbQt11TLDwYW1FqXKFYOyAueH9+csKlZw4cdC+sUTH1W0dGA2uBN06iHXdvAbBAKprbTeiqbU0wePtsM5VaUq7yg3Qzkrwtm+Y2mo9q6LkyORAqsmfOKiVg5O1Qgzn3T63aN2Vog+koxYYebNa+b1agbt63T15nZQdZMzC64BeMDI4CTGYP33PH3OIRNyY5srYlgMvJ3zvkr0oWk5Lxq/B88HEqGK6ZVB3w8r0fHcsovh0WG0iWXDcHwHVx6zs96aC0RWhyC91QtHJcx0S9OT+ykOsFSTQUjlhOpa8STgJoRxr7l6SnRk9Q00i/dt/HLk9VMxOlC9F96zLP50yFTb0tPAwsdxFa7Kz2I1CEA8YBEkTUmyWKgV2Rq068OOLeYjuctQl0nFF4u1vl7oS1nTO0gBq09GGRQ2BeJreHFHpmN6uaesPIOiGW1OKIk5JM25G3oA1Mw/SqM3d7TsMVK8uXaGuUdQntPedWBtbKe6afGEgEp1ZjD92GLGDj24a3e3tkBV7U4W9xtryVxfYTc+aUVpvKBeDpCyrv64FCjlWGPhivJWjazCkm6SqxwTdChXFkEXiGAJVBFQfM13ImAQHjxuLxX5eyXfO0phcHASqssC9rQS8nJiYnFtcvFVfzsXFWxOTK3ODnBve7bSsNFXrBztzLxfDrr0D1dertb7OWDFXWqAQ7P3DX58V1VDTC/tH3coNN1nh7srlZPf9WH8Fz9141BjhmiPPJp9Mz3c9urGjUAhnXVl3fUuzZfbtJQwCG7Kjf1NMq5IF4JogzqEyzdF9+fL9ULMZdC4X144dRZpY7EpKYmLdMbGXT4x83i2VkVdAZ6IHjnJ0ykeeeCMm1qKLwZaMvK28HiUkxsDSDYYjP4bEmtIm2I6/dhhX3/PR3/ZWg6p1FLct+w5+UyM7Wto6aDh5ZcONEO5+EeoxO3SbiEHvVWnKAkjmNj/+QiCJgO1IB+Wy3nyDX97r9GhpjktjqYle7O1JOROoFQS8nLiycH1icu7sxGzNb2Jy7srC9VYUnEJAAAIQgAAEIAABCEAAAveagJcT97ok5A8BCEAAAhCAAAQgAAEIdIwAcqJjDUZxIQABCEAAAhCAAAQg0B4CyIn2tAUlgQAEIAABCEAAAhCAQMcIICc61mAUFwIQgAAEIAABCEAAAu0hgJxoT1tQEghAAAIQgAAEIAABCHSMAHKiYw1GcSEAAQhAAAIQgAAEINAeAsiJ9rQFJYEABCAAAQhAAAIQgEDHCCAnOtZgFBcCEIAABCAAAQhAAALtIYCcaE9bUBIIQAACEIAABCAAAQh0jAByomMNRnEhAAEIQAACEIAABCDQHgLIifa0BSWBAAQgAAEIQAACEIBAxwggJzrWYBQXAhCAAAQgAAEIQAAC7SFw38TseX4QgAAEIAABCEAAAhCAAAT6IMDsRHukHSWBAAQgAAEIQAACEIBAxwggJzrWYBQXAhCAAAQgAAEIQAAC7SGAnGhPW1ASCEAAAhCAAAQgAAEIdIwAcqJjDUZxIQABCEAAAhCAAAQg0B4CyIn2tC6icLAAABp2SURBVAUlgQAEIAABCEAAAhCAQMcIICc61mAUFwIQgAAEIAABCEAAAu0hgJxoT1tQEghAAAIQgAAEIAABCHSMAHKiYw1GcSEAAQhAAAIQgAAEINAeAsiJ9rQFJYEABCAAAQhAoBmBx4ey9YPZuoE2/tYPZo8PNatOlmUbz+164Nhj97+7oYW/B449tvHcrsZVGn00O/SZbOi+Nv4OfSYbfbRpjYYOvTm4dcfA4LZV/BvcumPo0JuJZJATiaAIBgEIQAACEIBAuwg8PpQ9uKWNQsLJmwe3NFMUG8/tWn98YwuFhCvS+uMbmymK0UezNz7bRiHh5M0bn22kKIYOvbnlhZ2rWEi4qm15YWeiokBOtGtkpDQQgAAEIAABCCQSaO28hJMT6wbU5En6v9bOSzg5cf+7Gx449lh6jdo7L+HkxNB9qpDJ/1b9vISTEwOD2wa37kgBg5xIoUQYCEAAAhCAAARaR0Ba7W0+TgcnrfY2H6fXqNXzElJRJFdJWttr4TgFDHIihRJhIAABCEAAAhBoHYE2SwhZtnRwbZYQsmzpNUJOdF1ypLQ1ciKFEmEgAAEIQAACEGgdAWmyt/k4HZw02dt8nF4j5ARyokFvISgEIAABCEAAAhBYSQJtlhCybOlM2iwhZNnSa4ScQE406C0EhQAEIAABCEAAAitJQJrsbT5OZyJN9jYfp9cIOYGcaNBbCAoBCEAAAhCAAARWkkCbJYQsWzqTNksIWbb0GiEnkBMNegtBIQABCEAAAhCAwEoSkCZ7+vF4lu2xn707spgdeavHlyuencrGT/YIU597OhNpsvdzfH720sIrpYgjY3UlmH2x+Sfz6tIr+Mm3J6UeP5F9cjEbS/js3VWd2YUnlkC0FIpdfXqX8uDw1M1s/nQ0kdH5m5NHxKfxTl0MQx6dXLw4qr+dNzofKd+FUybu6QsRT+VkA4gsEr7EV5FY4MxW7AAHJxCAAAQgAAEIdIVAvREf9z2ZZfPZkUWlKPYUbLJ5pRmenfK1vzylXEzgeGpWltT7+hR7HZWUQK9vY5+frU+yrC5evHHt8HSvZHsJjPpMA99UCSHFg5MTsY8eXN2RDVn3XEg8kX0i8zzVj7qQCdQeR5VArWOlfZ/nY9VFUU4MHp1cDDXAkZnFxZnDMQ0wOh+GLIXpGaCqCrUwck/kRAolwkAAAhCAwJon8Pbmr39jg/k997agMX3gyV7uT75asPneec5G+fqmd0RaxcOZV5+2mW4+Kjyr3EUQe+iL/fS+aeuY/9XFeOrATME5OJ3d99SGr38jyD0TVdbFK6ccJLF8J/VGfNR3z7yaajiymI0bLbGYPTuQrXsru5yVpilOZkpOaC9ZBaMxoolXOcro9ceN5YSw+5VOWJi9tHB67MZImM4rh2/XZNuy2Qkz4WDK+8kbXhiMvZEpIWFUx45Meg09kX3iJIQ8lhKl13ENodCryuyudj99oUIDqChHZhYLcuLIzGKYoz7LJy4OT92MTjIItaBESPRfNGJ1sfNJjGhSBUfkRAEIpxCAAAQgAIESgbc3e7tfG9O5opDHynC3hvX0gSe9ma6sdqEo1GkgSEq5GQetGXI7/uimDV93CU4feM7qk8A9ks47z1m5IlPLMqFnXLLF6EZIGAVVlhO2psVYK3peZb5XumttYOREvt7JqgW3/MnH1XLCyA/jmLIyykcXExfpUEIZkDqH8OINlcPY+Q33m8VOZsqiKCo23P+u0hUqmBAh/R2n18gKgF7WfDCJ4WYnRKwOy4lwcVFshkGtgLL/FqeOKhP/1MUsFyG1asTOQgg5EWaXHKBKV9hy1f1FTtTRwQ8CEIAABCBQIqDsbCMPlDVv7fUs8+6FKDLY0U1SWhQCytNQdSjdErPglYYJbX2ZhjyOpaA0RqWcsJHLWcSSsqFX9G/Udq9x3DOfXV4MZyeybI9VFFmmpyNO+ipcnsrGM7U4yqQpN13U5FL28in2Ompq3BshUZfqjZHeYW6ffqahwKjLseAX6AQhD+rcE+SEzOXCjnbPTmwbGKxe72SnJnQYu3dCSA63AspKDrN9IpKgmnw4dVGCiR3bLKzMqFIRzj2WSNENOVEkwjkEIAABCECgloCTDe4gD15lnQs58c5zUVVQzq9oshfzymOUbf1yUsalmKByrSpwkEY5i1hSeWqJ2ibIoP+TsuFe73JkSu2XkLMTZvvEnoHsWbchW2+uUOloXTF+Mht3C6KsrqjPpeybXsOmckKHHxmL6IFXDt8urGJ65fBCYRHUhmcWrvU3WZFeo35nJ0wOF/2G7G7PTogZBiEV5EqnKiUQrlA6fSGzciJcQFUxOyHyTdYPTkiYg5S2Rk6kUCIMBCAAAQhAwBJQxrRZrRROIFRa5ypYvthJxd18VBnoZhFRbMLB5FM04qNyIupoyxn+FZLGe9yFnMi3kfj1Xab67ZYT6/T261xO2IVPxjFzr3tycsKuVjIKRK56KguGehdPvNdRn3IinmwgJ55ZuBYN1To5ke+dEELCzGN0XU5E6au5L/OWJ6UTLoRvdjo8dTNf+OQVSKWc8BpAb72wIuT0hcxNR7i48dVQPoVQeFQVXLojJyQNjiEAAQhAAAL1BJQFbxc4JckJZce7BUVGSNj1Ucqryv6ulRM6ojLoe+7BUIJBSxexecNXsE854RPI6qoggi3TYb0RH/UtzE64KYh1A2pdk9pBUZITbjd2ZH+FlRzRvJxjevX7lBM9ZyemT4/dvpaVdlO0eHZi1ckJN5ngtYHYh33q4oVT29y6JjVrkWVeS+QzEmbRVHx2YkC9Bsoph21qsmL+YjZ/Ub00dnHmsFoE5X2rlEPUPaX3IidSKBEGAhCAAAQgoAgE2kBvaJYGfdk619a82NtQFAlOkKiDYMqiGDI+ESGteaccVDpWsbhm077FyZBygV14f1AsiffRR2LupeCz/KfOXk8/kJMMbl+EeTls/gEKKyeUo1ndZDZX9LvSad1AAxB9yol4DnZ2Yvr0pdunn6l4pWzrZifUXETC3gn3ZqerWbZK9k7kckJ9U8JqD3msbX09w3Bk5sLUTOltUf6rFFpamETUYqfJeTcH0mxewqiLeOcKXZETIQ/OIAABCEAAAhUEitpA770uyglpxytDPLTgi6a5kxOlLM2yKO+s5ITMy/rEZYb1Df4q7SGLV7k6K4iVFcsc+lZvQC+EW47TdBXhQko54b4yEbz71W3F1vrBbK448lb+PYr+JijS696XnOjxpqYXb2hdcX529cxOjL3hkc4Y+XEqc45OadTt9i5tCvcp9jiKPsLv5Sj2MERnJ/T6Ij87MbjNbLxenDqqD9zEgtmBfXFU7e3OP2mXZ22TNRH9YietTMJEmomKHji0N3IihRJhIAABCEBgrRMoaQkFJDTQQ8u+rCVUjMJW7Go5UZj6qNj9bF4nFZMZkfYqv1RqqWYnEgsQKdPdOTmRkH7g5ISZkQiEhF655Ccl7FZsmfi4eftT2honFzG9lk3lRO+3NrkFTl2Znbhg3k0kvyNh+bmvX8+cqv7uREknJIoKm0nPv72UQy9j3dr95XRyOaHfzpSvdMq3MdgtECJu+cPY+ZudzGYM94on/+Yo8z2KUISE2yTKRRoY3NYTSJZlyIkUSoSBAAQgAIG1TSCuDTL9QTc7/yCf4vvt2kVucrmUPC6GC6cOpG45usnm2Gv388yrT3tDP1aF/uSETFYVzG7/iCqucr2W0MXZ6y0/SK9yUzlxr8Kn16ivNzv1KwkSlUM0WHKVojb3KnZMAYOcSKFEGAhAAAIQWMsE5MaGfIeD39mszHTj6PZIqGkK62gPxCojbYJrd7dFu4KuDymiBx+hs6Z8RQKyJF6EmDmNsITSN0/M5273dVhxIpIVVUBOVKmaitaJON8redA030jRq5yitnsLHavKX3JfxcohWrUSgIiDlxNXFq5PTM6dnZit+U1Mzl1ZuB5JBicIQAACEIAABCCwsgSqzPe2uadTaWrW36vw6TVidiJqo3fIMaWtvZyYmJxbXLxVH2dx8dbE5Fx9mBX0NU9H3NOgFcx52bPST8KCZ1EVWVaupjXhI0/U7OOoyIOo3g+W3t4cbuPTTSAeTYlSKi/7HEs7v73ZvypRhCsd6jLH0yyF7YqDXvZgyPsnmrrw/uFfWGXvLh89inR0apFG7AqSZS3n0U1B35t59ekCdt3V7TNj9Q6czeKlOsI9bBRd5sLC92WtB4lDAAI9CLRNNlSVp0c1hPe9kgdN8xVF7nXYwomIaJF61cP5d0gJLElRXcVrDrycODsxWxPOeSUGc+GX50BMs0pja3kyW+lU7YpbZVAWFYWsuDB67DR0LhW8DfTOc3E+s/ueKlmifr6+mLJTBTPT74gXrlswxsaNFdVFVEFT5ISte29hYzPvwN/pA08GLWK/ZhW8cVK3rGUoreEAheJTargOIFjRIipiimSVlg4BFpH2Vgsqfd+gK1o1MoMABAoEqsz3trkXil1z2tSsv1fha6pQ9Ira7i10LJa78nxJbPQOJVIJQnh0VE7YGsh9b9at03/1M2k/3xKYkqpi8pG/lArCBioZr3Y6oiASAqPKPgsPHPPFtdbGtWBzKWKj6GQj1pUsqo7aS07oBH0BdN2DZ8y2AN3+q6ppkBYM2arOLIPJ425jWK7Se7wih/LsRP5CHqXDfZdTMcq9tFpmyysrUM4iaw4hAIFlJbB+MGubciiXZ/1gAwYPHHvsXimE9HwfOPZYgyod+kwH1jsd+kx6jQa37uiQGLjLog5u3ZFCBjmRQmklwhjrPGaUFBc+GTtbmjLBcWD9S8khaxHMTggLTOWVLwvRVlS4RKQiNWGBCbvNyQn93L0wfxLOmZgahXmZ0poHzF5fyTp09NjTLuoHVdlIB5ASQh53tP7LWWzVkXT/L7wNU3TLIHvVFlYJxy4rrTRE9w4i+xPX1b0TRxCAwMoQeHwoe3BLqxXFg1uyx4cawNh4btf64xvTLfuVD7n++MaN53Y1qNLoo9kbn221onjjs9noo+k1Gjr05pYXdt6lmd6J6Fte2Dl06M0UMsiJFErLHEbZiMqIjxk0+tn/pneMV2hrSuNezE4EhTXmeGFewpyGD2VFLCNsnJnlfaZnj776tHshoHdXZrE1vL6xed/0rP7mUZ6pFwl+30Wh5OZpfUVRlbWnvazZ5/Pt5JGqi2Gi2jSolPIKm1jVUDe9FVS6q1j1WNmCnQSzhIXWAkD31WjPV/0t7+RO5T514Ghxf0UguWXpqsSJDMMxBCCwYgQeH8paO0exfrCZljDQNp7b1do5igeOPdZMS5gqjT6atXaO4tBnGmkJU6GhQ2+u+jmKwa07ErVE8N2JxE0RicFWaBwpPt9doWyXP5sqeZCvd7IGZcxaKlqo1hINCh0xlYSY2XzUma1BaioJFczKG1WMTe8Y8fDkUwWl4R/Z+ihikc+ThY3aQfFW7UnxcXiANyYndEOUNYZdqxNt3FVLL6li1cRMP5SJ5MJAC10nEuzGFXmNaEHrtEfxAF0noXIMAQh0lUCbZcxSTcL0KYe62qQrV25mJ1aOdZOcauSES6bwjD9q08gwLqLRJDa8Uw7BKikb2PkWlphr/3xJiXoYvPm5pwqmrZMTeV2cuaa/+rT5qF1DImRMTB1Z0y1qUttSduOvrqmnpE57yAk/lRGrYb1vLMaqd7PdNdpbquSE6cauf1bIiaDh/Jxb8QvHqx4xFYQABFYngfYvsloqRdF4sdbqbPAlrhVyYomB9ptc/eNP+81Ray3VzU4o+1tML1hzvCqKNLy8ZR+VFrpuwiazWsUIA7+WyTCwcsLKBmul6Y/IKjM6JplUBb3d1i/MVsZzS8Jc6SwZ61AAogDmm7ZtiPCvCiDs2tBzTZ7pTwXnHc935vIlYFWckxBm2s3AtB2V2Yk12YeoNATWKoHWLq9aKhUh02m2lXytdolG9UZONMK1YoELlmUpX60rtBIQVnuVIe4Dl9KpcHAry6XY0GFtdvolp7ktm5vFBevWhLThVRnEfIi158L8Z/f5KQ5pzIWhunhW1hKZllWOiXmnkG9Bxa1WS2TmRailBuoinaUts+1yivDsjEhbKOHcNSYn3KUne6BVzjqejKVbwXZskReHEIAABLpFQFrba+G4W63T/tIiJ1rTRsGDeWfThEanFgZqnkHvHC1OOLhPcQXGupr3EEanMrZij7S1/Wp3CVdCsYVUesPNYPin7HL5jbDqzAcWIuGDfGZe3bxvWroICNK5c8e61UQT+AoIjEG7yC0WPrTeuOLS0ZJvlc7kyDo3PhYdL1Rx9XLC5KOp2slAn3X95CFywpPiCAIQ6CiBtSAhZB072kytLXZX5YS96/vV9s7Mai3r3gVTdqcxTawlbc33YlxtoWpVkBtPGkjJrAkMWRVSKJBSYJVHYDaVkeYGWWFdk5cTJgWTsrfq9LITYfgG4W3NlOUni2dMOp+IDde5vwXsuo5OWekPiZiKe40XQeEaS6QWiMbOYVm+Aod9RnyGpYec0BdLvpvFNIFvJmYnlq+9SBkCEGgFAWlqr4XjVkBfRYXwcmJicm5x8VZ91RYXb01MztWHwbc5AWEjFk1qaWFri9wYOk8dmDHWjwpfsDXtqQ9gErHuefkKsxblUhtpIWSAtn291Zu/w1QlLh1tQtaqUwXOE3EisChUpg886U03m4D5K8zB0IMzCEQJ2I7nPMWF4Dqelriq62oXcwHKrq4iq+4a65bhYieXDQcQWDICpn+67qrTjffScpaFR0uuq+fPa3gMUUaGiyawFiSErCPNvrQEvJy4snB9YnLu7MRszW9icu7KwvWlLQGpQQACEIAABCCQE1DPUJ5+0i9SNULCPBUqit4iNDX3+7Sd5VaeSk4gIYqYOI8QkKb2WjiOIMDpLgh4OXEXiRAVAhCAAAQgAIG7J2Cm12Kzx2KmtyIbvUr2bbdoVoVCTlSwwrlIYC1ICFnHYv05vzsCyIm740dsCEAAAhCAwBIRUNa/WmKXJCfUuiYx85B/CEit7vNLW5ETS9Qyqz8ZaWo3P37l8O1s7PyGWMSRsdunn3nXe714Iww5ffqSCOB9z89eWnglluCG+6dPX8quHZ72acaDiUzLAVZ/i65sDZETK8ub3CAAAQhAAAJRAkoJmOVMzeWEe8VFWU64LXlCe0Tzx3EtEygb3D1czs/W47LqoigntBiYfVHY+s8sXHPKoUpOvHijNrcbIz1KK7IzIWuTw7MxAeREY2REgAAEIAABCCw1AbXMyb7WIklOiAKI8KGcKISJvl1AhOFw7RJoao7fXzN78O6GZxauFeTEMwvXInDzeYlXDt+efVHNOUT+mXSczHjxhp+XELk0nqmI5ITTXRBATtwFPKJCAAIQgAAEloJAuCpJyAOXePXeieAtZJVyIstUCn4dlEuYAwhkWdZYToTP++UMg01KrYCy/3IN8OKNLJ+IqFAjTjYU5IqKeDsmSHQGbnLDZt1bXdiC8XdpCCAnloYjqUAAAhCAAAT6JSBf32Re4qT/l8uTKuWE0h6l7/bEXnNcozT6LTfxVg2BdEPch6xe72SnJjbcf342s1sjhOTwK6DMKianB2rkhJ2mYHaijZ0OOdHGVqFMEIAABCCwhgk0m50IQNVohkpBEiTAydok4EVCOO1Q5y5mGIRUkCudNlTseQj2TpiJiPhqqCzL9L4It8apkKDXLenF1iHXZisvX62RE8vHlpQhAAEIQAACfRBIkhOFNzvl2QRyYnbfU+5TFXoSI/Zlxj7KR5TVR6BONlRZ6j1nJ87PZjdmwzc7vXL4dj694BVIKEtyhSAc7393g5MT/ZQzVv7V14L3tkbIiXvLn9whAAEIQAACBQKBnNAfug6WM5kPZifIiSxT6iKPa/d5F/LiFAKKQD9murD4vTYQ+7BfvDH74rt+XZOef/Bawkw7qHxdOmo3tp24cI5KDGgRcr5ur3bT8tPqS0sAObG0PEkNAhCAAAQgAAEIdIxAU3PcyICqSoo1SEZOjIxldhP2u/JY75nOlcPImPyaRCAnnCbxkxtaY7g0e++9LlSwquS490cAOdEfN2JBAAIQgAAEIACBVUKgYG0nnQqLPzo7oRNxSsBMMmSZ0gz6pU9mi7b+Jt0luwIqmq+a1vBflnAvjPJ7sqOx6h1XSbO1phrIidY0BQWBAAQgAAEIQAAC94JAvfHd01fKiTBwLif0FupQAOiXPv1j/h0JJxJKlb8xob5Koec0jJ+d+lCzHPk/LzZSpylsTP4uDQHkxNJwJBUIQAACEIAABCDQUQKhBkg1yrsbq6PN1NpiIyda2zQUDAIQgAAEIAABCKwEge4Kg/5KvhJM11IeyIm11NrUFQIQgAAEIAABCJQI9GeUdzdWCQAOd0UAOXFX+IgMAQhAAAIQgAAEuk6gu8Kgv5J3vb3aVn7kRNtahPJAAAIQgAAEIACBFSXQn1He3VgrCncNZIacWAONTBUhAAEIQAACEIBANYEHjj3WXW3QtOQPHHusmgQ+/RBATvRDjTgQgAAEIAABCEBg1RDYeG7X+uMbm9rlXQy//vjGjed2rZqGa0lFkBMtaQiKAQEIQAACEIAABO4ZgY3ndq36OYoHjj2GlliOHoacWA6qpAkBCEAAAhCAAAQgAIE1QQA5sSaamUpCAAIQgAAEIAABCEBgOQggJ5aDKmlCAAIQgAAEIAABCEBgTRBATqyJZqaSEIAABCAAAQhAAAIQWA4CyInloEqaEIAABCAAAQhAAAIQWBMEkBNropmpJAQgAAEIQAACEIAABJaDAHJiOaiSJgQgAAEIQAACEIAABNYEAeTEmmhmKgkBCEAAAhCAAAQgAIHlIHDfxOx5fhCAAAQgAAEIQAACEIAABPogcN8t/kEAAhCAAAQgAAEIQAACEOiLAHKiL2xEggAEIAABCEAAAhCAAARu3UJO0AsgAAEIQAACEIAABCAAgT4JICf6BEc0CEAAAhCAAAQgAAEIQAA5QR+AAAQgAAEIQAACEIAABPokgJzoExzRIAABCEAAAhCAAAQgAAHkBH0AAhCAAAQgAAEIQAACEOiTwP8HY5cQ7oISTn4AAAAASUVORK5CYII=2个多月了,还没有通过!
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