求指点,关于strtol()
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k84MccsEk5ocPZDibmE//4uX0PPf0AayWv1AOqmT7g2tz0mDdKzXEOJu41b2KN+irtlD7MAeUPWOIfNhrnO+mDT+2wkpfYiCbEonOm/Ndzxj6ADOsPL/lrN4+ytTbJpX3XbR7mw6P00NP2PiE66ridJzpHKGYPV+FtBtYvh0xs61wALrHAZyHwc88fT4XYTzDBN2OyEZ7YDX77wzcDLV8Yrst22gaIBNapZEIv+Qn6JPw4hEEjqLTzEnSrxpOe+Phx5RXfG/e9z73HWV/7ihb2tvHdyy4dxx57rGTk1HDqKc8e37n42+OGa68aZ535pfGQh/yJ+vNIiBMv/E4++dnj0ku+PXZqs/vWN84ZD3/YQ20gMo484oix+4afiP7KceSRR4w3vv61Y/v1V4/rf/zDceKJJ1TwZpGxaW445IixWXeaG3Unt2fnNo8BNl62IS8d2UAIjl58XHH2KSc/a1x68fmSc80452tfHg976J/IByS9BDu8bqaT+7vf8ZZx5fcvGzuuu2ac+aXTx+//7u+YD+O/+qvHj4/+2/+Wfy4fS9t+Ms456yvjEQ9/mMcJLNRBdwLVDfFFNWg9uVXQk9GTn/0X4/vfvXT86Irvjpe+5MXBM538LJ7Pec5fjEsu/NbYuf268c3zzhknnCAfMlyzDe6f/ekzx0UXnD927bxh/OB7l48Pvf+96o+MG93oRn6cuX/vsupHjtNOe6MCjDuB5fFEzTOQREdy5ZTHAtgp/efgBwjs/ft08lSB55tPe5Ps4bHi8njCEx5vPzqgpfOjTnzEOPecs8eO7dvGBd8+fzz7Wc/KqZcwM7cx/vQZTx/ny57rf3yl4uj88Z53vm3SmYW0d9eOsVcHI+v8xtePPbtuGNuvu3o8WrwzF3nECxBPzDEnVe7muCuhzUbqR7rg0J6kS4jsWi99N2sxAt5A9YO9SRS8v0oS4D2u5XH9NVeMa6/6vnF3b/+JD3DAkmKYR3fMOQud49QBL/w9/pAIi7mBZAc/5h+dvbCVfOkHj2TBxrpzx86xfft232W1/4nxfaqTWLiLvNe9fn187CP/W3fkl46rr7hsfOLf/3X87u8+SDwVb0oU8CY58iGn66+/fmzbtk3zyiEgd9yJV/yxapx66snjO9+5WPN13Tjv3LPHCQ97iGOzRb/9rW8e/66YR+dM4qpxhtbFq1/9SuePww8/0nfFfH6C+XrTG16n+druJwJPfPzj5EvWRW8YYlo8SGgkTuzJnEqY+tGPYlTRdv7KYdZIamd9dGKnn4IMfEA/idX5TRT4IncmSdo9L7DzwUH9Xr9CZhzeHHLZnKljA8U+EJA7085dKgdj+nocoE6Luz0E4QPLlh4U6ovQtLE9xaCLWq7CsUX0h4MYRQfe/wPY0Mk/2SzhE96xIesAXyIndohIPMGxbPnDB3bFB3IRx9pOfIOrq/joV+qeH3gSw+SIyMVGwHXmbsFu84LeCFp/q7InMWfcYHCIR1fo+DAdvJHe9PDCdtrkgc4F/T60dVGfxIwNOmStUzxAE9nJ0zMQS5UzNEauYk9YDRJ4ZbaFESxtnI0yTvoAEspfvuiF40lPPmkceZObjRMe8UgvZpz5uMc8ejxPi+1Ff/lX4y53O2584EN/P9737neMY+9+dwtngh4rnBc871ThvHQcfcyvjA99+O/HB9737nH8ccfZaduu3zY2HXqjsWnrjcaPf/yT8Yw//fNx2I1uPrYecbPxnvd+wJs7gH7cde7ewXuG14xdSlQAQQ740Q3e8UTkysQDXnRl86NPfOR4wXNPGS980UvG0Xc/fnz47//ByfrudztGo1koPOr6xMf+bRx917uORz76cePoY48fr3rN34xb/9IvmTf8fv6Wtxyf+MSnxu/83h+OO9717uNt73jXeM+73j7u+Wu/FicLSg0D/uSOjrsYe5jFI5tQ69fucY9xk5vcZNz/gb8zXv6KV41TT37O+G/3vKfwQvyoR504ni+d7eejjx0f+OCHxwe1KR5//HEWhU6/db/7jb9+jWif9/xx29vdYfz+H/zhOP/bF3g+OY1e+5OfjHUbNuuuYIP8/ONx0klPV2BuHIcedqT8/D40sjT0YoPoTwCjI/0uknP9tuuVhHhUts58nnrS0+QPEtP68c53vktYwIHxuMc9ZrzxDa8fr3zlq8Yd7nin8cxnPnP8jz/70/G0p52U2BLD37rfb46/VtI99dTnj6Nud6fxB3/44PFt6Zy5OjCuvfbasW7TFt1ZbR0/kf7PVGys33ToWLtx63j3e9/vRb+znhRYqrKdkx4cFPi8F0pS9hMV3Y0APOL1nZl0SLyzqFl0eZTrJw86NbPo2TSJ8zwOEpb6thxxU+NtUXx2nbcM0IkPl6C3PwVbSbbnmaTpuBQkLjSmfjZF9PAdk/TqJAJtkjZPJ9bpALFtrNl46OBDSzzW5sQPEDf/8clPj9/5/T8edzzmuPGWd7x7vOttb1Y8H215fKAjm38el+UQwPtUvCebRM9afazm64UveP540YtfMu5yzLHjg1qn73+v1umv/Aomec46J9gZKt32AUOFx/xrNuhuYeMWr+WnPePPxjr5pecrCZvkGhtz2qdGos6GSsIuBxkXWNxA0NvJnqt8YDrViVnmjn4/0eHRpJNv7kip524w72uSTO0Hz38AOU7Q4oGFvRHn8CuV5EcUbl3Qrw+C0MCPzYo5RTdheQ7gBV25zTHasQBQd6yBu9hfVwtfcS2gWfqHh/yrOSWuWL8czgAfBgFd8Ae5ElL0aB9jD35E527jG+ulF37BZ9iZQwr5lrUWoE4+tw5ln20RH+sGD9FSgN5UzRu5quM7nvSxoRH7APyxiYMP80EHOrKuHC9Fiwznq/IHfcwH/DjM51PQOkhCI1usGz+yj/jgAAANOOifx7X53MJqBEb5LDocgbAuBA4utqE4VFfeRP8fz3rOOPOrXx07dAL+4pe+PC6+5BIbcdJTnjz+4X/+0/jAh/9hXPKdy8ar/+bvxle/dtZ45tOeGkNVnn7SU7U5/eP4kDbVSy+7bLzyVa8Rr6+NZzz9qXYqSYmJxkCEq0t65ZSAIT2R6MYdpzfZQ2/sO0+AyQI4saJTFmX6ACYZe8xF3U976pPGh//hf473a/O58KKLxste8Wrrc9JTnxx5Wsz//fd/b9zqF39hPPiER45Pf/Zz46KLLh7/3z/9/+N1b9DdlRgxsf/0z/9r/O3r3iDas8Yll3xnnPaWt41zvn7ueNAD72+drZZ+eYJKnzyqSfDE93z4Y+hO4LrxF88+eXzr/G9LxhvHd7/3vXGP448PD8HTpduHtMG/7wMfHBddfIk3V3R+pu7WMldrxm2OurUfYX70Yx8fV/zwh+Psc84ZL3vZKzSWBJcgIgHEnwiGNvFQmyP61tULQFdoncyq/2cBvfadSiek5z/veeNlL3/F+OCHPqS7mMvGRz/6sfHav/278fjHPS404nWb29zGOn/8Pz4xrrzqqvF1+Q/bvNkgV3HKpz79PlTRYM/8SC6JLhroN7GkOu+Hkexo65fpSJzA9FSBF8mtEgKLFqAO8DTF8qDV5mLbVexDQ94jA9jYFhc69rNB0Wp/ekQ2UQMXPXi0xaPxUCVx7WPhCwmczZs3jU0qE2/GDjCHwpNPFFHjX/71/4zXv+nN42tnnzMuu+zy8fZ3vttx+MAH/JY3CGTm/SXmksdZfGLd79u433Mvnz7j6Sf5UPue971/XHDhReMVWqdey8/gYLSQ6G0Gcz37PW/fkHSxlcQjuYXOFR+6CZ0vzG/4AL0e8GfHIohOWp4vN2E+0/ua+Xf+El02WHyEn8VFP4lHrTXLIK9kQwOgBw85uaOc7xSDIRbeOMLHSVd8WLdcwfJmY7nZYOlvu5yLRGx59oFe5YvWYQL6kR3xgYN0WQTok08WYywbEk8+6Pf72N4oO5bzNhW5OR+C433ujd5MfWioGw1vfKVI7GVvIE9kfeMTb2Lw9FxjZ+VYgQ8p4ukNyTisy/Bn/bKR0ZdHwHwlbn4ci7zI1Hwxb5LN3WcOKOUjCVqv9c/6ZRw5s5eiN3jwY53Rw4bImPOCan4q5vHo4sOFaPCbN82SzyE4s2iYrwgGwbuwemwQTlELJgTzWWef7X6AwMwkrBq/9Eu3UoL+utvQoMTXv3HeOOqo20wOuM2tf2mce955C9/dXOUEebujjrJs+DHZLGLAyVJt19GtElmDZdvQ0se/NVk+OWuCpHP3MlnYhPN4r4lky13jOdY5QYF82reTziSI/UpMd7nzHcd3tMlfccUP5eDwNT/zDhx55JHjFS97yTjzy58f37vswvGDyy8ed7zDL49DD93qcWR7EaNLu1t1EiVvdMOLiUPmBRdePPmfcvXV14wjjjxCOGpr/Na3vrV89g3pC8/ocLYS5W1ve5TH8ev/+bd/H1dfc8246NvfGu99z7ucCG9605vU3ChAKvAiIQqR3Ll7wc/YyDDcPVpynPSmMi+o5sHv8A1w8OAR7i1v+XPjla94uXjnsS6Pf1/z6lc5ZpDFfHzkIx8Z10jnC759nu7W36a70adYZ+YfnQAnruLPAusPonhxKqb86IigF/ShCf4kNN+ZEUOi88FM4Eek1Jl7Foj06gMMgCxs6PjFD32Hgxodm8Rl1sn8uA6ADyVtaJOomSeAOsBmg14cCrzRVvwDJCnGeLyKDXvqbpgN0+uFNSK9eRR16Nat4yUvev74yhc+M7578fkuxOHWLVs9zqcPkYru2TTXSz/WNrxiL367jWKMDRft0ZBESpu1bBxeMIFbxYatUd3+Ej/4YJ/9JgC7fek7ZHWQAC2DtnCZO3zlBNxgnZJTWqaVRTPkqbaoS/TJWgeQxaGE3MU8Udg88TO6hKbymBIqMQbAEpmeV+HwCJBDfY+Zl3i0/U7u4NCo+eVOzHd1sidzDu/yHcUmhD42JM+y/hNv9KPT4loDaxHMJEXQrFkz2AhfHtfm8Jd5zwYXX2+oDdMbqHT15xlAFD9kez680QjU5xiWbmw+4JfYeXMUPtd8TiaPWu1HbGCsNsqGaYOWTHTlxbq2PzSUOcrdHu934h8O2F7L5Czqwuk489MdYq/oiClokIlefFDOj61Fi0xyBrJ433/6io0AfGzLPGSd4XlrzubGc2MARBjYUWUYRH1CRcgNPJaVPb6FVQWFOgCDnzfFoZfadjRjyz4tgBNnEGC0W2n4YCibNgjIAI+x3jz7TgdgOBBnL93w47Fed517l/I+pwNY/JgsyOw45OjFdX4PM8kv+vMYTk6X45HERBFg9kXxYMG1Hosnsvcq0d/7N+41nnPq88ev/vp9xt2O+7Xx9XO/4bFah9azr50gnNyLNwuWK7rnRKdSstC56QF67TNdvahUaDtIVX70oyvHHe989Djx0Y8Zl176nfG0k04a53797HGLm9889MU3nOxF/+7+RdnY2QWcnM40b8bXuEo0AcpGXtbXNff90R8/WD5lAefR7urV6/xoGBzkXfGDK8Yv3/Gu49GPfpzu2i/1E4yzv3bG+C//5Raei0X/mbN8xzziLw4fxCEKtWn2vUvmsBc8CZD3GYH92kz8fpD8bStsDPEXWYATadnC+/T4iBb+aLw+6AGWIxwnywU+UWymwWfgBTcHHobYJNnkslArIcs27ASHr1+t2bDF65Y2AEc+sPTut5827nvve42Tn/uCca/73n/cQ7F4rg6vxJsPxNyhCnIQIZ7lN8lCsyQY1IwD/bt0zfrImHvUbzwa+K5oep7ID5BSX+QX21XjB1+KL8kNYIRxUGy76HC9T/kV34vyedFPDLhPTJkr1gAbBZ+k9NcRtHkFsu4YDz4ikp+aF9cpBjSeu+d5bo2rAfQGx6ALyZo7Id95mVJ9WidsLFLKG6jXOsQU4zgC1JRs2uZHwQeNF7C10t3FQ9KTgdahwP6DF3XsURudeQ/bn0CVLX58qxfx2TGcu718c8BfP+sNXzpD79ypMXJCP75EK+xmzr1RSRV48gic/ICi9q9KPwEg5/rgyV6gdh+kKIu+Zv456HCIzfpO/LMO5nWeuMEeDs08ZWxAJ6GYLzr05o1vsJV+PpWNDPxinvKJ3/PGR9ITXf0Bpva3+OzcuQNfiAlBZydkM/SpgU0FIerHWIKkFzFAouk3YDvwwbtYye5uRx8dHDmGZHLXu9zZ/SjLdPJY9853vpPHc3u/etz1rncZF196qeWRMAgw5HMq6I21N5JMWJLixq038ncit197pevosnbTYR6fFoRod+zY4fdm4evFqnFsRcYlknu3Y/L+j348hs4kbjyPbWfrpH2rW/3iuMUtbm6ezR/sbt/n3r8xXv03fztO/8IXtWn9yO/BQQOafVgFH+y0PpsryPLpP4D3xIwjpEw89dhraWoD6HzM0Xetk2wC+Bj5EJ0J/CRuPgywPD75qc+MF774JePY4+7hD1vd8573tK3oxBV6/Myc45lJT5QwZ+GUr3war37jWSsalFWWx3x1NwA2j11/oE3xN+97n+rB1+JVc+nFI51ZGHzd42Mf//j4y5f81bjnr997HHHEEePXfvUeXkC9IcHfOuvunyZzQODjPxZWqSj+kkPclRzAi01lX9219ddGgGgGzjyvzcxyBTk0cDhZ50Ma38sF+KT30rYfu37t1VdYR3xrMvFAdxalTI27eKlif+oHechgsZLs+5OBFFIk82A7a8P342LZhh48Zlu1KnXi8K9f+7rxhS9+eVx22WXy+w/GL/7iL5h29zJ/tQj7M8fxKfwTb1SYA5JcrwtsyMFjzTiadaoYs/7yIe85b92yZfIRVt3y536u6rJf/RT6+f4kNrVs+mR17EYnAfOEneBAZ51oq+6YbTzzBJ/5TULjBS1jDDsBuz91+1bxix1Njw7YYX3cVUmcGClAN+uITpLldaDYxS8ti7XDGu6vBWFH5CRB41PWG+C4jzDUc8mvhtYtdjpnoZd08sG1UGcfAtCEzvKwF1yD+vUzxZ/1YXMgDpKb2JRoN81U98+cJ9r2BnyHbcZTIW64sSAXIKNjyfaXPNoG6aSm5WML2rdPgeY385FN6mejY4zchz5GV5ur16b6WJ9eQzwdLH2xm/0IPqwd70cQiZbvnJJ/8BFXcgvznpsupGoeNPeOZbV1zWnCQSYIkkAIXjC6hjcBlWfBFPqdgBT4jBIILO7T3vLW8bCHPng8/GEPGbc96jbj1Of8xTj27ncbb3/ne8rIVePNb327xx/1qEeO2wiHT4+C86Y3v7W4RyYKXnjhheO3H/TAcbOb3dQf0+cNfpL3xi1H+kNBGMn7m3www5TSea8SGB8ssi1ihH1nfOUr44EPvL83Gx79cTqxzhp/69veOR5+wkP9ISEeT53ynGdZnzec9pZJn3/8x3/yo9p//ND7x/1+875+vPs7v/2g8fSTnoKaPqGRaO6njcGTpk36Na98uT8hjH+ADgpaZ3zlzHH/37qf9SHR8OGjJOM+GePjTDg0dofsgJbDBj48QX5+zKNPHLe73W3Hc095zjj22LuPN7zpzVkY8ssf/dEfjKc/7amScfT4+Z+/5XjCEx7nsfO++U3xiU62T/wvuPCC8du//dvjZje9mQIub5pbaAE6ePNUsEHp94gIMi2uKWYEF1wAnwf5u4M+6Rs/4y996V/5O56nSNfb3+5242jZ/sxnPmP81V+9xOOw+eM//qPxNOl8pzvdyX55tGIEnb8pnQH08OKVLhcoNh70wAd4Pv0la/pJpODI18bXi77EK3EqIbqqawbFse1TwRedvOkDqHcSYWHyqKgPOms3Huorh7Z1m/L1qCNu8nNjs2KSmEB3ryP0ETt8UWxLH3VLGfC8BnECutgOkLJpYg13XYznZEx7ba1bDr+c7vmzbYpDbWz30R0nc0hMveaVL3Mcxg9wgiN6IIeYRK/o47mswnv0JzxU6/SRjxi3u+1R43mnKsZYp6e9uXCH31e/292OGb/8y7c3vz/TfB5xBH7QuHyGXW0na/lBD3rAuPGNb+S1jG4WhUbWY8HnanO3RqxbT+ntTVL1XidGhViFOTKYB+rXe+s8TWgdTKCMxWFBYxYucK/q6OtipbhDqrsf0Xn+ghabVCcO8+iTHKrNR3d0HEQYRF/fuXGY4y7ffEVk/SRRhWbLcl2ltDFO+wTc9GfMeEEuiM1GAzTWtgJsEhys2Mixz5sQsSnbkNyxib34K4rm8N2foMdWrrl50rjqiGi/wDO2qKF+fOTYZ03KFxSG/PherxwqQouu8WXdEarNnEHLOkYmvJl3P1nQuDRJf80XfuYtDP8BCvTGRuzTGC9k0ue3OYTrdSA94bdONy6rFWts4MhljZMLOnbzBzqKl/SnrOYXJ4EsQAzDsbrrERGOQckKGeQsQNoopKrwFWTazd/5znePl7/yNeNFzz91nHXG6ePERzxsPPEpT6v3RJngVf4Qzitf89rxkhc+f3zty6d7o338k04aZ5551hSMGIceJz/3ef4Y+4Xf+oa/3vJYbRQAE8AfPODDQUvbrvEdJ49ql7WZsqmyyHACk8MCPO0t7xif+9zp49Of+Kjfe2Sj7JPMO9/z3vHyV71m/OWLXzDO+/rXpPMJ47FPeMr4ok7sOAsevLd039/6bW063xoffO+7xrlnfWW8RPjf/d73bRMT8JjHP2nc+U53HJde8M1x7tfO8F3u5z5/uvUN4K0k4de/8c3jM5/93Pjkx/59XPzt86wPk8l7Ag4M+dQnVCaBCSsOnlQF3bvf98Hxqr/+2/HC550yvi5ZJz7y4dL5yeNLXz4jdPq5/vpt46EP/pPxyf/493H+eV+XjIeNBz/0hHH+t79dQSWG8BecfPJz/T7kZZddMpZ2bh+PfexjbDuAdJ/UiBGhO+joZ7hw6IfVc55zysRnx45t4zGPedSE8ra3v3M87vFPHA9+yJ+Ms846c/zHxz86/uAPfl/1s4Mg+uu3bVM8PGR8/rOf8ldsHqr6Qx72cCXdizweyOn72Sef6veV+UrODt3pPUabLL5b1sGJP44B7FJMLF1/zbTAYcGy27dntwvAe5q854oB+JZ4IWnNAmWAx9SnamKTtwEUG2xmAhaWBwV57MOHWtJHL7RzsvCqsa7wBSFxpuS16wb/BaJleOhkbb4aYxHb/9SXd4wth93YPLkz6Lmxn8XkEY9+3LjLne+kuPrGOP8bZ48bbtjuOEQqceq7LunB13iW64+FWE+SgmokMJLWu971Xn8g6KUvfqHj/cSHa108/snji186AxN8ePlf//K//eGh0z/76XHJRed7Pnh7wgiAlPKBT9fnnPK8cWPFxncuuWBs3/YTH4rwR+JJ2rWP2OB1pRgW/ERsz4e1bD6eK8bhoat5Mo8cJtTXSbz1CHCtHGYa1lziqjqDUmMBXcFTDT3Cychu792Tuzn4tBzmqDcD6uKWcesjHP3Ql5dZGTcywRWKcAGSOcWvwslLEHFp0UEb/PIp9dbJ+AXoqyEXhPmqAq5jSjpy+KWTPvxjPsJJfzZNYt226yWp06EHhv24OndvIqg1Aw82Q3Iac9o+RYZ9pjqHz138RSAOQNLH70uqj43fbzvUGsMX8MgddXShD/thCuf+XIf7SgV0RAdwiX8/8RMtMWkUbOZOGQ7q52kWeqzS5nMgj7a0I2shrdmw2cZlZ89uDyHO4sTrDckOpcAQ9ijOiVCTJOVwHR/1VaeN8WaoRdaG4ygAPE5DBJxQ7VgSDnwjl7+8Eb6IQkc2VRulPhyYRSI50hFnAXaYZPqWnFOMJhgbmRQbLz38x3+lE0By8slKY8gjccCLifGkqzRtAqOCX45u33AnbF7CQSZ8PMH2VejsWAEX2yJfwR/9OKmmvx6VqY3PCFzq8MUm7nTQQN22m0Vh/TnsiAGzYVz8prqDQnX86kfg1iD6Yyd3adBTnDitI7ahjHhIofSV78UrOvG3Jst/2KciRLctRHXmhnp3A9hXCO53Gzz35Dfz680/TQ03fvWFCZUSpav6UhiuR0ryb5Iw8bNfm1E+9MR3TEMu5IkldmbTIPZ5Px4a/lwjX3eBD3aDbt+WDPq360DntwnEgO9xrtuctwq8qEWAb3hkxDg8Ubrl0Uc9dvKHPfL+PO9f+g647J5sF+xb3jk26tBID7HSQDwl7rKeiVuujifrkjk3VxHvru+bIsudAkTif+vFmHi6Uy3HsqWq6EcWuJ/1RIdzgFCJqcRcPvdQrM2n7+pNKug1CI9slrkzQQfbov6QSH6ti0Wgn2L/UFSHjuJ1X2sQJZAEnucA+0wbMvt4gR8D9gFt8VIPFhrfibTwWDPI8mYuH+MD57fCYwxc62AZ4qIrOkxrBnGWgAy0gCTebYAPfaZDr+o3vtUpvelDDjjyLT5Ff/JFAJw0+M18kIPMBl3oq1hHZ1hik/uKL4DdzYvNirVA23IljxsANkB0Qnf4sR6YD9qUacOCocA4lVNZV8Yl/sQTnzL39KFT1pYo+fF79rlrRVf07g0RiF05NAK+4yz5njdkyq+Ob8nmLxTR5i0c8JCVq/Aky3/AxIaaXQBGaOMTFEHHDm7B6SPxyEK0DZ0dGLBjxRzDuL1tIynwod3OZwEDPMZAqfxNxGyA8OW9kARKNh4mzu/p6IVTGHdyVD9O6ZNiNM1v/6iw+PpxDW0v0JrortNvX7D44WeHJmAZd2CWnmySfHzfNOLSmzk0TZcgTjBjKwkoARhejPFGdgKMxxD5CyNcs/GWTpZQoCpBih4kHI8ICXbQkSi8yCvIJQJFak5oyB7ZYj/SLxyCxQHDC4b+1eCO4sMQ8x8/4vfFV2P7t8YjjhjRq2QDE46AbvsHnXUFC3/4u3UkfWOiF/yyMJiP0Kad95RYfOAl9lgg0HBY4ATJHSCLgMCHqWWBaDWQAr367DstvJrHjOXw0f9lwbQtDyq1Dzn8JsZjTvhDHOD3o2MnGLHBx5YvwNK8Am0fdrBJr1lff4XIr1lNWk4YAv5WLe/RKlJdyJ78wQm/byt+8DRfvfyZBcWfmu7jLhVd+DOVfJ+yIfaxaWa8eZDQ2Iy9fvGLfnCfHLGgWwAZ9h04DNDn3yZIDql5gAm4/WQIvF6nTqC6ev0priFoPqtXZ31kDH2jJ/zwI3g0ufKXi3o9IJfi2ZZ82wAec1Tcp4EqyHECln4AfEOIndF7w4b6O7cb8lUPHxyMm/XlnClIzEUP+7H6/EcQkI888YPnIhgHrUW7WP4zsCwBePgYP/XBKnUOFthX/tNLTenLX0zjj3bMG1z4JHdAh/7OGRUnjZNcLNl6Md65zH0ao965xw7StdcFY15/2K4x7x1q9+Eca9EB31J8sBI9a925UjENIbq0/7x/4XvRMQfsNe03ZNJPXPOeKXXWCHr6r4LxHqde4KEu1157zvc+KWikGc6myxHqhxGB5nGEIQEMj2GkrtDzgrmcGacKT8WGyiksCHZ6ACXYSOGF/Nzd1qmMcdF1HbCsGocHcqJFwPzYcIUzOy6LFJqmt05Mrn7ojzOwiUnXpqigz90wNuslXPqhA58rhc0jiZVgC1++4KyqP8kHsMF5vBc4eOrpxIENTID7VMeX4MGk7TAeMoVDH2B91I8OAON5L40DToJ4ej9DhAQPd9P2g148CeBPsrEICCYWCDxA5k9xRVogEssX6C8cv++DLOkAbehjq/HR07rmGm79GzmueszzIn3xM2A9uGIftquOPV5wKtjUenBNPz4UvZDB5Q++T76jEI9aHNytOEGKNlLkY2Lf8ZBYadXwFQzb57F1Pnx1QqCeu6oDnnfmuOUyF9B3fCwW4+jqpCwd8G+vG8bsl4g2OEEJ3/W9u7Wx8if3wsuGoytt0TIf8PBhRCMkhrz3k6875VTftPDOtXXSL37C1hwCjUdyxL+aNLfxCXi8APQWh9wpCpe16Dnjhf+Nk34Au4v1JGP2e9bcpJuAeOHgmoN3+GSNKalT2BzUBzb+pA5AT19kZ14oqL2oOzX60xNb/EEZ0cObec9BmA05svM+XD60xR804aaB/BYe0Z86/K1E1W1nD6hYruNxQpPcqtCHDWrHPxR+B78aBvuscENTaxNriEvXZ+ibIfAQTExSJ3YyhhKi9TyExqj61fPrD0bVxmxcjeF/0PET/qLuzbf8581bVw6Zjkvx9xrWOHfB8MxTBq09XYk9cpnXnPqSS5ODOSCBR75bs5YcyI1NeHZeRB7X6MrmFzwUm2/0Mvd9CMg6hq6dS1xKJidpiGOwOvfk733aMbqaDQ5S3cJggrPA90QnSA0gFS7UBD5GJrm0Arkz44WSPI4l4Hbvllw7TpS62umlRCaBzSJ9GMjdRDuKCSZ4WTjQWgcZGkfljgbdu88Jl5OP2tEjejkh1oRhF7bTb3vQQbL4X4rYguxYGeg74A4kcABVIaWmcRY13PCbDgLCQT4CzFP+wpYsDIJP4/hKxfTo7aSd70ZZQ+HOiy14vHpOW0826baJMRaHQco5GdJGrhXOEGD+ZdMEorFuRpyRu0XpRE+ra9YMNvDUCxRsI8n4xKgOHo9zd0jMgONEJd0kzrYQO/Qz1+D7E3byHYsAG3wnrn4vGPlTQTPWSN6aNVAFnEzVZxUpGiBGcKPtQpjq+5Z3GB+/8QcUVPG/60If+HNgiX+TJIB+D8QbtefNrKwTwJWCP4lFupPMWrsC98fPAKONA6diV/TpA+DLfLKB8peP8AF20ach4SXRgIcNTTdtMP4tAFlgHeilbXoKumeTYh7gl9g3iQH+rX/sDQvzWiiQIJmryYXveWNMBE6KXbxJMe+gQQ+YqYFL7Gcuc7Vsv4q/sOjDq9MBwgMZzTjzEd08rjr28bi9dfINgeYPPHLX7iX+slQOLawvkrf9iwxix7z0S0wtlw7xoS8ycnU1gxrOujMOXdao8FWdULnShp4e1Xu+KfiUuKT4sCx9eHuM0PINjOiQFT1UF63rsOq4oBkz0Cw+Zu6F6/Xgecs6RCg8kI3t5Oj+E5HMX29+vSn2TQBj3hskiw8WTv9VRXxySEfnHA5tp35KyaoH4AcO3fjPBzDj194hXYyvtm0Rjte/dPa61Ys/MuJ/wae6D4fygzd9zS35YHVvaiDw6CaPiTA6wRfhYepTsYN6YaFhpUGILlIcRdWPkQ6eCvLZ2aItI0iUfl/TiScniE4WAIYD6atkoxp8PWR/MPHoB614WDYD9ci3A8F0wTEpfe6PA538oCHw0VE84YMd3MYzieiAbNtl0iRNnJu76NgJI8axFz3xneXYlzk88AgRvXnMQ/D5lGqjAGzl/WLROAjRhQWdJI8+PjlpQ0wSw6+5NhCI3qzVhy7I5k6gH/e2LPhn48ALdIBLPeOxp+rq96KkXfbHETN4dIHGeALzlA6M4/u5MMg4Pg9uQGOyuQ9HBLVPwAIWB/0QT5smvtYrcUDcJV57vq0XtbLbYJ0obmReK3bWbtgyNh16ZI3n8IWf+GPV6By/5K6eO7osbMWfromR6AqYPbqW7DmGEkeJRQ+VW6uBxkUD8BkE2sg2ngp162I9wZX9emEGvmAu+k6pfd48kjB0VRz5QBxN63foJ/+Jhnro5jhryPyBQ4u1jG3IUrdoXCl++IZxeFKYz/hC4+oHiLPgkgiTNJ2DHAOxIR6Aba7NL+shmxdY8XtwhOA6rzRFU2sMsEyV5tV2kCtZO53D/LaNNtOW3extW9njPvMgt+BHXguATIrwTF6D8G99AtFlUccG91e9bZpBIxp3/lmgcTfrvg/UxRs/kZtg43bNW3I4uS7+R6K6w0hA7uIDPPgH3Yg3nuBBBR/mAzmsFW9svWZ0ZW0D03z4dx+UNX/S0wrJhtYTGV08P2BU/ADYYFzReq8Cr/CRQGzx6BZ90I1/fpCbH60r8csH83KnCh/ou47Oa9au3/hilIoCEcpiAiEBU0Vjuc7KGRaqVpTF5wRGB3WcTgKL0bnjYzPJpPQGbNeI/xToOGvBUBGYjqC1A4SHvrwAy14wEsW8WAUEPPyQxamLBEKi9Ual17xIkhzZOH03KH2SLGtDEmtOMsjFR7SzIebOyIGojQpe2AEgF/62S/yDx51gPuTAF9gtj8QgPN534EQGb2SEDpuymLjbxDpv4urm0IG96McccbXdQoKWO2v+uwfv9WV+s9F7PvVq3tQ7sPAJzPktZr4LRzb+CEATXgYu6oKVKVUBv4cyVgj06Mc+Z8jzr46iySJRD/xVeq5BdmI3Dw2pz/0awCf40DEhHS1FV1go+spu6rTmenSMD4grdZmmN2Fjaix+qXkQsNBpJ8mUTyAUuG0drIX7EsPlV/1A5x7zRb7RDMhwc7HToH7GFgpsHbOOBdaZOwo3G2L4q8/9qKa2+jlsOKngc43xwjez3yApGvRE/+JJ/5TUhNI2YJMpqq/7M8eRDY47gzmtr8RD9MH3timMhI6ttYbU23FgfuoH8Cl93iD54SpYcYgvXhkBjKjf0JYfatBryA2VKD3JAo9NIgck9ZkuscC130Omv/NbjwXCp8H9HooujDZufKi8gj7pUd88DlBr3RrCs3AmXHEXH3KHP+BiX8N3loue8PLGpzVFjPgOj36NtxznNdne+NmYaz45yIqvP/BVekA/yxM+PEtOx5XXYPFCY3jz157gazr4aHyaK+HMfogNvitk/arf67j8D2AzYz5MV+zYDh9ybJ15EKW+ofQar1jzuKToQn3N6rUbvHFaMAgergBDKRHPp6UZzEfjVlIluPTFCeEDXpwLfz5QYzxBlMpCMQgvpxVwIz/9+lG9ndsLm/qkowpyqPeVRQJ/cH2qXpXECB0TlM2jPgErPPPSa402Gt5D8QlKmw39nMqwwd9xEk4mG3vFXBf44wcHGv3+4Vf45mPTvQnHXhYX43wYBmxPRk0qiRkZjPfjaYATHP28T4ks7lj9xrZFaZO1zUmW2IRMTsWHbObfTEkH9UPfsqyjIDLwe0HE1XTqZI0uovE8lk0EV5DqaiVy1XBwNMYw7cyXEd0POHbUz3/2gJ0PWYwjR9DvOSMrfLIY+j0Y81GfPxUoHCdJ0dLvmIWbGSom2CTkmxmkp/p4kbj9aXD4qc17wHyyjhYHKM+rXvaTXpiBHM81eljfnEjdjloGX5DvC/oQn7Me8HAikC4NifVul53iYP66wi19waXYZssNXvMFHyDJgeNNs8ZCMytLDIBnCcZBOhzmderDHHTyhUdMGpsB2uCrp9rR1bLhY31bf/jCg/a8NjsuZpzU0Y+632bQUBJgYgUeQnVpefqVmBX4WjKs5CIgBlC/X+gEXjGML2I/ddaQ3yoST3IDT4y8rnhJptd5HaCtl6D1mOxSQQbDtBsXHitA4xqJ3oJs1OLTvCkCqFxd6GudmyNi0Y1/uwZKdIKPxsSXebWP1TGtTc1znlBFB/75fOIk6yyi8HNsYH7J7eYnHPxinSWnH336jpObA09J4sJPQ9SBrDwlSr7sp0zIpsDLeiz4OHpkHD7YwdwEElu5eoZ8BdDVuUS4sZOnWvl2AhAv4rf4pXtKFzkCw4ycK4rjPJ4x9/cK8RDXlEwcAFVvHOGLwzBcVxyIUPWiIDg4k08tsaP7PwZIYXjyfbNTnvMXrptL0eW3WHuBJehbXnRJImCC6MMWnzqE048++WsuvosT+E8yiSV6bNiwUQnykLF166Fjx/VXjR3brhrXXf19j/cHaqyHeFLnO4H4C2DhNM/oxsTItrIJPBJu8LFBOkov2twFekNgc+bkKl2gZyx88vjPwaU2gYMvnaw0CA5zBF3b3AkEaB4EkT+dKh/5P7OXfE6E7b+0k4imUhUNG/KIKm+cw6PtTcG+QjRIFwlHt+bVba7GdWLSVfTugY/vgBL8+uU5JCEdsnXL2KiNzDoKGz6L/so8875FDjX0438YR57sEI5GEo+0/fJQAYcMFmx8yyd1+bdjYLK4/E94N/NXp5gLZEdX6Ik7wLJUhOIS2XW1sAA86KN0HUbUQQwZv0pHQbMwSkHw0hEeSXbElocYE4Ftp6iOv/CrEws+KoBv+zIyRFeynBvgqB/8B1umLmOJwSTGJDTbAQ78JKvjzKXmnRcCmAsSpT/tWPFBgSf9XC24ivVXoWVdXAs4sUHLWuGOjytx0soWINP+Klmuqr915JCOAfRbT2hKDBfsyb+1kq3u5W+qLvtPt7XNoYMxtrQdNLEx9dbLupRs87T85CePFdgvTatXRlpDWFCDT9qxDWsB8ZZeINOOTpUnVfrxK+DNxJtYYsQ+NE1i1G+LlO69efPq/SB3pyXVffgSXfLWCrmEujdY6cFmhV3kQf6GMn3wavvzKdzw7byKLhqKr9UGofNJ7h5Zl8l7WGwdNd42wRdALgVc3vZybGkMHaJzYtHzZ5LYAazO8+VCsPOChKLT5iAG/tSeCvUGbluh8QciFOjQtTBcxkk+jhW9FMdQgJAjAfM3AMHHoRA48HDE5OySKXpoeT8BnvT4zW7RMc4plY3IH5ohkUEHzq5t3uwABwb6optkHaINkzeg0e9H37943OTmvzhucotbjZ+/1e3VvkQaZCLQ6YZrfzR2brvafIApOPTTj2Xg019j8CMHgYMJR2gC4dM2Epj+6onubEn4/Lsf+1H2kNTCS23Ph2jKb8jBrp4b7OzgBxzA4p9iC4zvD7GIFtx+j5PFToAYULP0WwTPnfoyB9GdmhOTFwfjwVkE44cEDI0nuOnuxc8IeO07ePvKPCuI0Wdp15L/kDPs+Zuj+BV8fITNfg9YdWzNBzciuxc2v5GPMvT7gBG1Xdyn4oWr5B1Y5QMd//WHOWGumBeeGsCHNn8Emjg0HwG6E7e94LrfcidHSBPhBOhDdpKDdZBd9LXuC5S2i1+wThs/aY7lg8XCZs+feEMB2vFRijf7OMg8rCd4pVOrbBwBw8FhzrRGnQcYqDHmQaVxmg5cIxRgsx8Ll/4eUt2fGbBe9C1aO1+DWjqDY5lsjPKz6ki0v+THxCNowrNfoxs4lIDGFLtcEZzYbB1zqGQITtDaFkHbhh/BI8nbJs9B/Edc8OQDOnyFjtbVOs9fy8uaiw75NHr4W5LGo0PkGrpqFVpfNA+UhvltPXsEIJegW2yDCv36bozNq22zD5CtJnY6l+rKGjNLdIKWOFBHxw0K2M/i04WDOYCt3hh1ZcNc4gNUFTP2bcW6ceQv/vSon6ppLeNPDsQAPkcmvMmpzPm0TpDviuRxABB/aPmUO0/K/ARD9nu9Wn/enovttNGFjSxzVfkQWfhYstziomJZxWO1//wUgahJ7N3Ub5CCwMYkRRDihbngLEP42gntvB5DCHx4f41NDcBpTKLfNNY4wQ4Od7ZS0zji5JcnwT0JpmzCmVwMZGMBEDlNouhwLPaAw59DW99/t1ay6OdvMqIHJwz0uuqKS8ctf+F2Dnr48MGPI2/682P7dVeaFw680c3/69h8WL6rh+K+6xAuOvZJ2QtXVx7zwteTLBwSBP20ScBsWD5ZSReSffjlC8QkEkPZ1HYl8eUURpCxcDmoeLGrHwLG/TF9+dN3iPaBdKuEgmwCSgLtG3/CrnyCDdBNdxzteMBm6Zf6OmjYaBqPuTIUDagTGCd+oKBjdc5tFa6QwduHB+kD7N27f/C3b9n4wekYNC6+YBGrn0WObU6W6o8qC3pJKceUF0Ps8HAr67bGQRaCbdQc278q+JP/6wgdcphfDmgsXnyB3KwB0ZStZlsFJdA/qsRj0bETQGjdA57K4qk9lAHoaZMQoO2El9N11pj19sYOL42hj1gw36ZvGaUzPusnGPS1Pl0HQgOPrK0JhGM9zC+8wne2ycIF3W9QV3QWreXN+PAC4NU69XgOP7qWXkD7HmjbAHBanruKD+B1g+91dRKVFk7m7oJH/Iofs9bTth7SoQ/q4Dr+1CZOyJmIoj/y0Ys5i9zJDvoRFxXc31CYUy048b9qeVlnwcTDg7lWQW/nDuJUfjSPmiuU7PXG/FGiV0lXfTq42w/Y3nem2ANO48av9ME7eFnHxBy+yfoMnudUMZRNULylY78dRi6EP/0+ZEsE88O+YR4lj/Xpr+EJ3/5Q/kI2OQxa8mNyYNYygC94goo8eADIxCZanmeVBvjQntci6mT+jHXZJReOJz3h8ZNhOABlQX/96/5u/Ou//ouVZgc/5dRTxuWXXzZ27do5vnneN8bDTzgBFjbQyoj4qU958rj6yivGb9zr18eXTv+s7tiuHpde+E3/gWjudoDXvfY14+offnf84LKL/bdq7QwcKhZxVE4dnmy9GHdCkyMwhL4knSxmxjKeACGY2Rwb0pek16cp+jwm52Qsp5w+kWE/OPZL9WEftHyNp3nYV3ImsnPnkclw4Akfvq0ryT6PqvPxbMbBRxrBk40wk5YTOe0EGPh990Odx7CA6YXH4QI8y0JnlfaNA8aLI/3Ijc55nM0YtPTHcLOewAlLckzrweYVdIMrU2uC9pFBBLGpMfVbTeste2ngN+YAPBJE+7LpFoGFyXewfNdu/TIPk4zyTevgWKJfpZOI3VH+jd8zX8Y1L7MwsMFwR5r5zLi8YJm0eR/f71vD1xQQ64KvaBWjjLnHNWTRho95kTTUNn7To6gAvR0naVp/cPCVF39dfdhET417TSkOp7gXEUmHeLffWFcwKjnmuQCtt3EnHJCCOLenHvkoB0ESIPMED/w7+QB82+mG2+jpuwP3MZxNvXnTGX2jh5EEYdk4qs1V4030ES1MtasffaJTrQFdPV7AWB4ZZgPCHtagn/woFrymORCrQAXPPJViHpHDJT6e7BUgY5Ktn9BGnvsEuRBnwkZ2213jsQt6aGr+6VG7bWH9gIcN5ETiu/nTz4EBHApK9B8AIMb4yg1KoT/jxGn0zRV6OJlP2WtddaXux5K2NLZyQDdUHR2JScDrXHfnPP1xflywF7nwW5HrKe0PlazJ3MHmLTDGMxeeD/gERRB9oHe+V514PcC4DSJu2wYTGCcX6Y1DvvDFL47jjz/OSFGWxJXdnP7Pn366FT3xxEeOF73wheMFL3zRuOOd7jI+8MEPjg984H3juOOOs2PC1Bf/w90XvfAF44lPOWnc6GY/N054xKPHtm35c2InP+vPx8Me8uDxqMc+cfzGbz5g3P3ux4xf+IX/aiPtCOHs2rFt7F7aboZxu141eVjVTqKP4PVdlhwOvQOEJKFJSfAkMXP7nuDpT4lGZ36zIS0t7fK/TCNoGjyZGitUL2w2XwDHcvfMe3EAuOaLD9FVk4dODjDZhiCCEc3BpdDyQtSBAhz0RxiTM4EIeD+WifX7EcLxJitZxjdKApFHKz5w0IdcySQQczdK0kw/yuA7ag4e9PHCFgE4YSoZLJAkvz5QmJ4fXcNrBlunPuarof3c+LTnPs2RCrr1ApIw+6oPOqD23GJzDgjZAEhGeWyf/6vXPKjDF0BD9LJcGFt0rvRhWzpZoHRKjnXNIvQjIxoaQw8SZPTQXNOLvtINfzJGIgUdnGzI4YwW4B/st6kNHrpAUMNJviClC56UCUwDd5JcfAgNuPFPYgqa/DWjesohOcgyf7SzDhCluG6IbnOJPAumgAc/zYPlggOZh/llDgfxYG5M6Nd8RS7jrpo37UXIHAqqOyJif9oaL7kepC29YudENoHp9GMN5A985TUl0kXZ4SE5xZv1Qn5EFvFBDgKn48Y6qITFrFMOPczfAm+VlpW6qwXxV/QLD2BCKeS2wwxoq59ie3h60nHT44W/yJO617ltY70nR80oqogGnojNWlMurrs9Ssvx+it5+A2bWc8cjqHl64c+tJU8P65V3TpXXOZtMDY/9NANgw8jzDVsE9eLcWz9HYdRmHbPW4+5SJ4P6Qv6wgt7scl3pLzKcHSy0l3XmDfO00//wjhemx/Afzn40Afe7395xXuAd7nLncfpnz/djJ/+9KeND3/478ff//0/+P87vuIVrxpnfvWr40+f+YwVzFXxZvLnf/GsceaZXx07dmz35nzhhRfbeSc95Yn+Tyj//tGPj/O/fcF4+jP/PAZ4AuYNzUC9m3X1piJZTC4lTonhIBEUbHacnHAAgAPZQJgkHh2w6ZHUAH9nR+O7+Mv6SsJtBpuGE6F4oXcDuEwiidN/9aLkY0MHDwmKSUjgeRrMlz5PTtnJBsgVXR04JQPevUGDywZtXLWRQZIEH6bcQYOLPTmpCUv9bKTI5P9OYge69HfP8BFyAScM9JQNDR042MWBRg3rhmzPtUl19Q8jabqErYCRHis6waIcj6sf+TmgsBB5LFN3RgLmoZOaOarbiwWd1MhiLDnQq+6Td3XFBtnXinU//lNf/9cRutHNixgazTF64bc+sWbxZYP0ozkVkoDv7AR9gENIb+6pV+Jyi7nhrpY4Tk90S4LpQ5H1kUxsLbTww0bJA2/2kfDtJ8YiB73RFQAPPtjhOJO4UMZm8EQqsIddr6YB+l4vQfSogbXUchrsvypAeCamoHe/rrD3PKjgQjzhDwY5aYJvhJLZUjPvMT09MArrtBmjjm72p2LEOBqzHpVMQ5fND52YMw7W0DQgBl9C7VhTLfGZ74mbXn6ljV6eC12ZD19hYkDBXMF1DV1UwCvlqt8Xg8dScz00NNMfstiEL5tf8+71wfpyfBLL6MCr4pZx5yTxoM77jQjB7hJDU4X55C22HNCxNb7JOoW2Dc6axa/hwbok1qDhL/04bjTPQPsMXo1Dmrct5gUu66rjCbBCLra7Xg5u9eUpimK91oXzIpRFYz3km6zFzLf1F/BWDHkSCu8V6qZYD/QD7Qtf/MK4/e1vNw477NDxh//9D8bv/d7vjt/4jXuNu9/tGCPyn01gdOtb33r6zwftoHPOPmccddujpiChExoSy1e/dpaFGdE6HxhHHnHkuPGNbzy+8c1veXPlqxVXXnX1+MlPrvVmwwbAY9ANmw8d6zZuEd/s/gS2g1NsfItfVzqQG8mBDpAVC1f60cfksXHhRDZJAMdwN4Uj+TqK3xAH0Flc6e+NE0c7UMqB2MnXQkiwtJGB/UCcnH7X3c5Yb2pdR2f08cZakxg2c9JdJ19505Ut6Itc7ODA4fdoFWkd6PBErn1G4AgP3egPD+QnEcZ70ZdXfJm+LEQFHz4WDWD7WnlVY5GAOmNWvBdu2S5dkgjFv+xhLiCaxwnIHAoY4fGr/1JT+1tXP4aRHb4LhBdyRQcPDkAcntA1i5bFVOoIE/84Rt0OQIctvTnjP8faXvHS1Ruu+mECrvEF8LYvSR5KAnQzlljJH+PvrxoB9p+LbFucX7PDjuDZX+LdAM/Qle7lL07jTgTCd7cA/0DbehJvoc/Yrl31D6vtF/CQA458pfG2VT3uNyDC1WiYOoBOajOnpS90He/WVSV8aw3WC56eG2TBkPGq4394dIxSz6M02EEdhWKj2UbWpBcJOvEVf4Feg1yoT/RzHXw+cc9B2LJZG2UD420DTPjLVqxVbKefmCVnyeFexx2bk04ahxVd4Mf20lsQPVytvuqffjOeq1+qZ+6Cb5+6EcrFPtdVLEOAnQB6oocP4GxeGvdBjDwOXtHFbjZKckxyIOvXPiHerFp4c7FtxIReAPPJYT5rqeJMpQglC9/Hf7z11DnBSmi845Fu2+2Yh3f6sMcbNpxqDP7O0QLTOSY7LtGf/Jn3WLlBAeBB3nWOUqHfG6pwUAWVEGtJ6lN8rBrnnfdNP0blrvMB97//eOWrXj0e8ID7j3vc4x7ja9r8uFMDGcABTlwSbEXV3wbFgZQxbrjhBvXVwlAxvaptUHBzCgJY0AYUxRiuVTDGp2R4NKge3lTnfvr67mAR2PiYeBbFzp1L/pdfS1oAAOTc8THGxt0BwoAf62oR5W42Dgaww4tEV/NWgZ7JwT8OoNIBnOiKjzKJM8g3spc+HhFjCxshNGwcTJz/tqwm1b7APvH2I0ThIKf1wEfwidz6SyeaOx9E/BH6BAZJF9uyiNp3dUVNrhqfRqirwBd57uOX7YmNTd/6dz0fouEkm4TR/bygdQw5dtSPbOEk8YBX7bITCbhflFWn4Q7XqUIXPwjfiyELiwHmMCfcxGMnkX3Et17g+pQKnuinxSYcEof1Fg48kOcPh8BAys9XvpvLXT3flZOmorffVOx3yabtjQ986ZYnKDCARXxMoT5D6JCNP5jzvjPWgPppKzlhuwrO0E/xo9RdM/4uXhTE+kAhu9A3isRObBFWdxlAsR8ovNyWfxofnupwQir16ecnjaoID8CPmZ/4ivey4cHc5D3+6EXfxHACtfnxpcbhbxHw7c1XvsRPhpIPWlVhAB5yyEP+p87yF/xAgTdrmzXeuvCkgRH+Ni2+5c6TuzR86Siw3mwwRhNIH9HaF24h37/d9iEHSvV5I2DMfcFzKR9DY5bUagz9vdn3OIILiZjpeCI2FsdMVwfAzGGA3MFNQecT32HKB5DCz+MqbGzYaf+JboozIbZe9EdmCvHLtcf5pDN9WR+xaQL0NBm/+KmOAlDjg/SDZ9yuO7f87CtrLzmRnFP7UsWJ15nWk3mjo2laP3xtJ+8fX/ryl8f97veb46Y3vel4wxvfNO57n/uM444/bpx++ukmYjIuueSSccwxR9ckmIP/GfHFF18yMXZ/weyAKItzrr7mGpdfutUvehKZEP7x7U10F2pz4aNiGWo7CQjQMw4Kz+DgfKuxAhgD/AlebYQAstmI2DD5ikPePA5vxggaFgYT2f3MOPXegAAeI/nQUHqB7xMq9AQWehc9aqBLknqCBKbwxC5salnQ5m4qn7iFGBp4c2VTBZcE7sATbNmyZXp/1XdnCnQCgsD1d1j18t2o/CCG1oWTsumlW5IWCxwH4jOuKsjuHgVJ7oCzGMGnMNYFAN/X0tk+gf+0qIIRWfE5wWl69TU9svEfaE6+jKivi/lziHCyNallpCE51Y+uWSQr5wJ20SF4gLAyVq1cogc64MMijXy1+3tfnh+9us6VufXdr+zzwUH9zZ7LFNPofZDYCYqg/WVQV+yCnmvinz78ST+LnX7o0avJ4ZYqY64E1AlOoRlSF60TC0liohQUwVSt+FEJH66d2DNf9Eds/Gz7scOlY4AuaqExnuzh2u0SWMgQpUqXh2lWHVnoz5x4XTNPi7HRBAJ0wH+sPx8+arNwgmT91JMw+hhnY8Mv6rCO9rl48PSM+W4foBs4EZKL+/wrutg/1IXneC1Em8k1F3cYj59c3HafADGzRbTju5TkJPh7zVXcREfWU3KfNwjRMj+U3AzUXabwZp9xTT1dqUOfR57CxRbJtJ7IKV2sLVf18fIG5XwUns4XrAsB4/gf8ogQna7WwwUb207km3tAHbQyV81A86fc2DnXOooe8KHEgmInNyfOUfZbywgPeK/OafSA3+d88pOeOD75yU/q7vOGceVVV44H6q7z9C980QxJ7Pwj4oc//AT/c+KjjrrNeN5zTxm/cuyx402nneZAioNwlHWxAEqcmJMIQfaWt75jPPHxjx23uNnNFJBrx3NPfrYDPPgh3bN0gwt97WQbNV0LGFOxc1quYIWhAm9+ko3j6Av+gXHIETcbP/7R5daNYAFn2zVX+Osn6M33LPsUDLCobCZ6iQd1Lx4Vv6eqfiYbGbZXxbhqZ5KzYaJqJiqbL4+JaPL4FRros3HUB1RKB+5kAP4HJX/UIIk7eqnTunBi5qPaAIHJprvEYYH/2mB9EgiA500lTXwdvWijpTeDWlQ+dZKE2Lgap2yQdRCkzoAK17Zf6hrXAdqIAmw0L7dCQ5tkZVnQlAxVYOvrXEQvHR3+brJ55X0LwI/HvTgSOdBTnBxqQeAD9KfPurce6ndCkYz0K84kE3xO2/iVeGEEAIVDVb//uW792rFpc/4TjYW3vhQv5kB4Mxxb53bIgNZrhrSdCK23iuxRJXbatkoKinN4LVK3T2Fb4grwQ3iv0KeQ0mbUGMUTXj03oCYOS4TbFGPpl+/esZ85WNAbSBKvuwBivl5mjD6a28ieSBaA+cG/sEZeaPirUIkHtQF0Ea3HzQQ7Eyuta8snX/mqOObQyfz7+9/MqYBYAFhvrFPbBVv3AmmnryqClmPbCxyP5EobV2QoBlinHHjTN8cJ84wfG78TPfWitj60891G7IVe+U42gdO5JockeIQeQAz250mVuwrQv3KjeIEIH+bXY3Qbj/lmXkRM0QA0zDPrC31zM0LssS6x1RpHz3AzJ43499wTlayqOlpnyJHptdd8rBAF3Ly1Q2EMn9Dd9OAav6S4jur6RY+9RefntXEeeuih46Mf+7gMXzM+8pGP+o6GDZWg4CP473jHO8fLX/HK8dKX/OX41nnnjhMf+cjxmMc+fpxxxlemAPJitSxJKSXomJRW/VWv+Zvxqc98dnzli58dZ33lC2Pn0tK4/PLvxrk1qQ1MvY3oNg7QlYkFYhyGZwNJm8W5Zuzaft3Yue0nbu9f3u5C4IDHXZ2lCH/tpsPGth//cPzkR98dS9df7bbfC9IYfPbsvFa88ocU+CtEyzuut3k8k+eECR4TzubJ4kN908qe3PHmjoCFYT8hWAVaf2XG9Nz15o4V3bAvm7xQRQNeJliJRZsnmzl3v4u+WlyEDZ3I+cqG/z4kOJKHTp0g4UmZfO1+yVUSQlHayOnkgx1c6Wv55gSt9M4fwyi+jVN8Jx3VZZkaw97mCSfQiQPG0zXPaX8nzP8ebfMh9osTDryFDCZJLbQQw6J4NZROTpTpcNs1dCq51l+8EA9u49P2R+a1LrLAISTxyW5BdMmcs7GGt3QrnvngSckrXRosoZrNxwLdrnH3uUc/zGc2H/DDT13qg01K2Q968aLPuHrRcrd+ZZirimwLT3yXOxNiAF7BCw/+P2bz6UNVdChZ1W6gDXQsZjw+D0309aENvQGzRwq4OdBxTQynr+XRxk+sSfzf6zLjwWEcH8W+6L14SEM35pPY8pU1KXw2UpItGwa6xRd5kkNMABMPF/0usTaBAcNKPaY29baj+PSYobra1r7STd1tNdDB5MXDv1P1+iEvec0JH1wfUlS3v80j/rR/Ree3h5Q/eq0mR6F32Dr/cbgAR/3MU/yjefJhInPlv5ktXMZ6E7ccaISTJ1Tk8p4LapFh2+rqepoGH0ZViM9ev74K4B0fg2dO7vP6XLBpHqcEolPrEkD0qlVr1k/ijbQgzIoJ38FRgugED2d4YdEuQX3FqE5ANhI880ni04AnjzanGPhy58lk5vt4eWyCwixW/6Ff8eZui0RGwuqJRiJftUA2p3wAGd6wNO5AX+iHj+2At5MiG1QWAe8DIhd9GYc23weNXpbpD1Vk4vpuBD/ZVfhFCrkfeboyYf4SvxYbMkia8CeI/Ik84aGfN1nJ8SNZ+4P/LICv059TWB4HkQx27tg5tmzdOjZv2qSDx47YhL26slEiC/+hZ88pdQm3TPyAn8Gh9J1oAihxgGxw0ZUARyf4W5Yh/k+sgIm+9OQE60UnDPxM3eIlIzjIyJVFiW60iDP6+5EXtjJgPwvQi/egs0gUP7KBD2tAT5uFw0kWf+NLdMI+EZh23br4jzk3P+tSHik8dDA/6cD8Mz/oiEx48NUgUP2hB/EhiQLMGzywBI7E6oZ6KsAdv23UODKNV4tZFfuQhELdh0d4qG4cMctaCjoQH7be9faC+pCliseJP3iam9p+G6Bsg9oMzccNc+suz73qzAXJrGMR+zsG/GlV46GnqS0n9YoLAX3RtzQGXz7rwrrcqDjm7ZDdy1pzijP8jkw2I+IUn/BhK+KIA6DHddj02lYf/kE3RCOXOjDpADdsZ66E5MeBFX+2y4cZ4Yu+9Q9kvvicADx37VryJmlLbFewIPF7svYP75kbwzJTs6T06UXdvqKN/oyXzu4049C1LcRgIEIzR3m/HXD8CBZ5oRc6TP5RH74jP+I75penFgD6ZG3kWwTgOL7LX9Q9FxLgHFn6Efd09jyjF/KIRVF6DtDT8SjefE0PHT0u3rDynEseeY4+r/vibyOUd5FPV68b7HFctUzmUTzRhzlIDkl+zZzWvKvXPESXjT2+Mq+WrSuo5DFILRs5ehGDivw1Lw6SEpJ362wYdhbP90kedkACzwKssHmnjXo00NIdGOJeXw+oQsuGlpIAMuCjmtvGVR8vdOj3kTCEMYz0HQAUJTzJjT8kzKRKZ+FTmKw+STiBGz38vZjQT4W7NvBJxl6EAgKGPpxFnQ21J9/8VBjHpg4SzIgeSUwZH15kFq0+5LkT0NUnYQJRTSc4jUPv98bK9xDDH1v4s3P4BL1aV+bIdz32B/OYg4G/uGzi6OIxCZr8Jj9aH3DaJwypqzcaz0ThR2//Cqgf2eAap/Aaw80izaYZ+/BXAP6gFJ3HkAttfOXY07w42NXGLnix8KnzaJw5gAPt5gM98YNvActRXzbVdd40Wfhmi0B4lK6TheKD3+i3fz0QnRyXsj2nVc23XswXG6oXlet8Ajqb/2LcoA325E42/gWn/T/5wcDYwcB48ADoq+JL8zJfeMGhmDTvicbjDYwlZql3fBuz8Wmrbt6KM/IFPPABCbh1gtb21pwn/hZ0FYDptiqsa64+HNIHmvgBbQtx5kOBh+Nj6ycaj0uGN1bmVnSx0+pZFrTomP/7WuvfElQVLXMFHTFj+6CTPziEtT15XAl/MIu3aXNYse6MEi8GJFBHFsjuTBcAA9NkKMONJFioAjNZclz8Lf8mkKN3UDImAmIPuqz3zEOLBb/XCPxoYx+0XSb/11oHvOkUeNMEmgYN9INOrY3p1Z7+vyVrEz+qP/MSvVib+LMPruBOGzQXQesFhK5kiAYdAokJ/fI1vAKmNR59qfslXuanduMnt8GGeKh5Nq1icfXadS+mAkMHVgnqicFJOLMDBgGtHhCxVFJbNAzxUQIFQYFnkgYbEsHadxssQq5skiwg5LFhu86jPwE6QYsscDkN+D/v68p7TkhtxzDO3QiL14uLV/xhHrynyAnHC5CFK+pM7kYnPfhwAo6e+bNrJAgmHHl80rUnHQf7jkRckIkg+BJ03uBKcCeX2T/xM/3eRB1MBAAmxFau+IIDwibdvRAgeV8rdzzU/X0j0fluWf1JKuGfBZN5YEPmarmeCyP1L49V1TjMp3WWjt0PSRIEOtLSkHTygClyNb1kuCUe6N+bBYLji4zTnhKUxuFBMnWgCvbJNi9go8Z/iZt8j46BTlbMNwmuDyTRp+iqBW+wo0vaGcp4+vFPbWi6dn8nkrzvPH9QhD5eAHbS5+8jCj8baJKMFyhzUvzAU031xE8kFaBHQ9ld1dSR2Tge4heFvnkM39gf9nf1N7/iCfTa7vEkP/Djo7azZVF3osUHnquec+YnCVhdAeQt8qeAr9/4iEOI/8h+4cKP+fehxUyKURikx1c2W8U8uqmP+OFwg+x8vYJEnFjAx8hCLetPnwrrFxvwU/SmT7qaNnOeNTevJ+bdnzcQA3QwS0HrBN/ImSFzHRygh1eg0ciwqmocxMO91q3XWAjg6ap+wZ5+CvpjS+YnAHvWrOdO9Y5Bv/UjvgC8bbf9pT7sUp0rfWAEsWM4QG84ULci9hX/2Jv54EkQ62YBw0TMG29VsUED6NG2Acxd24hfQpm1F4ndU3XhGnyd6dovRhP4Qp/40D1B2eV8q+JDfG3sCEK9CBcRjrQzmZiJSytJLX3dbphaGp4UEziIqjQStFOfAEzz1Q+PYHk0wxgT7ffxVMBsmsVC8uSxpD/x6j6zND/q4DRgYyc57hj46DjOOGTL1nHE4Yf730ht0ImIT6nmjpNkCp9sSPZTTyo26tobpySXgzsQ9VuiG8cNQfwSntatcAgSP+Ypv/GbJJtHDOGb/3KCj+aEzRh17EAP5k6UlmkfSadwRAa6lz906WTARkPQTr5qAnRTvWOhi/mKJu3gzEQtYSGRuEe+Ex+Pll6A50S6sqD68dF0FyMZ/gRzHRLggl39FII6GxIHLU6wk25llwEdiXCU0Zg3ZdPyXi1acReTJOuW5aJxtDc/Rmq8+ZOImRPa9oNk4E/mC31IDruWdhkHXblmLkVfxSIWimWoIC84FSMMg1NA3d3mQSP4amSOYTO9GEv8EBtc0dP4KmajYkRB5Kqn+Ka/BgU9DkriPXMTSZAhvw+RRcdFJTKpp58qdScsz1HWZ8Y7Xqgb0+A70p7b5ldyqLJmXNcY/syfmUz8Wm/RU+fDQvZ3AXb0B1+87lWxd0Tjg7euq9fUExBvxuiL7iJoFd2Ozh6Df1+jaHC5eGjGC84MbtNV3e1zIPjqky3dmXErYVHoTit91e35ys0P/djV9PgtuSORH94emtQITTgvqot/DdXnMZXWifjLHASvc1XLRpB1EWAbhxjnJOkLHuscP6+YR16oOPEQFO2i7PZVVCq/eQzbI8+dAmxmr0FuetKH3D5oYwP5wnqN1WtfbEzrUILKSN8BMeAfI4QpOPVqsBLT1QiButoIJ7ucImn7zkiy2rnG08t/uUPtvkOydF3Aoe0EKPoEvIyFXm0MZc4NkpuvUURzJswJ03Lz+A9+JGLuhqDlfUzu6sBx8tu15A3Nk1f8+7ExAC36+65SUtzviZEe0o33JpEDDdA2ZvJas4D7aOvH/hcr/EQ/8tEfnv4kp2xGL4A+/OgNpPqTLAnG0Fv3COTHbffBgD7j2mz3TwPSw/PjDgWR6vY9uLIl8zfz5hdjZqQadNjc34tlg6MfiA65Yh8Ab/DRnYK/kZPNKncSPuWLhjqHCX+tSHYTLwC8nIAN6GXFfOHgw9z34cx+9d16cOCbWMx8owuFcV7Ept+jFioyravwGfeGz0gcwK/EX6lCEkdeRMVO81XBD5BmQZcudZ3no+oGdaieVgax2bbXfMEfXaNAbGmwHIHpJ570o0vWpfmLVw5oGYOCPpPoFzztK+E4ZidIMoQEeuukBqU3R8+peTYwp/KRCnGHDY4DaKQPmMQAumeOi6dHMu/G0a/e1P0Uh6I8Yp3BFgLVUElv8fGGZ7ViTyB6dtUXcHWdnw5JR3JUhg2Q4MOpqA+d7Nfi3e3UF6kFplmgV4mdDBG/2E4cMVfozjqTn4XXPkFo3puzoIqJADo0TyA+7oMwOTX+EdFMp37WG9B8vEkBdXGleADNv8GbtmRpwHnK7zWXndAZvfzP0wfe4krO65u52T6jUoxPnxqCHscmt63LSj3oAt9xKfzon7XjqiFxAiL6GK9G0QNc+Vcb58EAcwlHJAJ4oW5PzgyzUjCcnObf9C3gMu5LLZAKALBxDHcbAP3UvSFKBy9cdNGEssExji7THVp5jQsaExg4PPxzegEPWVzZjK2DZJiX6LCLgOF/6jHGRui7ByVY2p4sdBAv8MxbtpGY0LMfPYDDIvd3KKWaadWXjTPJTBfTwFPqhSdtBoBVsQFIolC/9UN27hrU6U1ZCOI9fwkePPxCGzrkU8/8maPRAMY8t7pm1tQHVo3T0tAKIIkFYktvVvENY1l05gkxP76mDm/rozb0XKHyPMlW3wEXr1lU5v3Qww51XOxc4ms1sZnHavYlNM13xWYeJvaF5c2HMeR7mCLdaFs38JgYdfrxMv3FB9Bo8CVn69atuiau0M3zsy9+R5bl6nrYoYeNrYceal15vA4wx21rZqDmGtA19R5RTXwcw9bNKhiE6XpkqjCnas930rEVH8MXHYDeLFwX7/AIH+KOQa8L9BMt8T7hM4afwFUMmr/XEtoIorDxITEPta2b+GRjBqXip2w1T89fCtAJmt+uWkBoJn8JoA3M/b6CNxG5s1vlg+ikhvuTExoDXqAkWSLDLJi3iUvG3S9k6t0HBCtzbHrkL+BZlqqMG9TvOj/w1bAPOqrbzyqLfvPcVJ9WkGOKNvgtZ9apNxp0IGcUbwnDz2DZrpLN15ha/1ywg0u1BcwtrZIgmgkbJhkwTm46pnxVw7E/upqt6nmqEL2J13iXofQlL2auvKGLz/QkogCxjnnBor6Ac4R9Br+uN//yrdcAtKxR8npuoHyTJX54uNSame9bXjITknA+MDRPVC92/QoFv6rE+JRAX2MIFCSuPn3gRJIg+JwwfEcCrUq/14AeptYPCw5HyTwHzPKO60BwMHisHDnrm00jgeQu8+uCLnxil0eC6IJO/HEE9OBOhMcysTd3thQv+tKPu7/cbQLYLVzhZ8IIFP66Bv83M/29ETrYFgpgCtU9kdJtGlNdlclXfXpms23dCMgOxgSabJaetlt1JLTNvVnCu+kDrU8Fdbos21XGkGGVsvh8R6y+RT4mMa/ZXveojs8mjOYrWu4AndCtl/oYkgLoyt/o5WtSfDUKGv7KD/L86FPXQ3jE7g/ikPDqcanvKPFTLw58mE2bQptNHxs5WNGHfPgTP/5TearjV/raX/DAtsTCfv9TgPb90tKS7eBAgz5gEkexb4+/Gw1O69AfLJrnEaPjl9QB6rgiNmCG54WRFXhpT3ZU28TVb1mqwwcb/cixkgRJMxtD323BOwcT6oBjlmQCD2JIL+suvp674k0f4LdD1ssPyLDSGuclv8MRWU5EVQAOnBTPnXvMViU6EM/IRia69Lz44Klr8/KhVld/9Uw4/TIf28+hOXmCJxj+O9BqZ17iv+gUGvMVrwZ42ih4s9Z1RTdyZR/QF8FtFXnQvCGFL/XWL/2hKyzhUFhz8R3zRF/Hi22VXNCNJwgLcdA4Y8GZ59WxoNI+4gqN9VA9G6h8bDwzdiGWEz8r81P0L8Cuqk6d0AvSDE360p9YzAE1Jb5k03YsSw81JpmAqlObu3/T8XSl8KKHbC18oPUFpkNC9dlW1gf5SnX6bBexBo5wfZMgInQiv6ymE1lhKUX27Bqr1210iwEzR3khwKKFebh/mb44cAHXdDMuOElVB8a3zj177Lj+mrHjuqvHa//6lQ58JzxNjhOKguD8c88ayzuvH7u1Ob7hda81C5IVjopeY2zceuTYt+uGFZtET2QeFeEAd6efBe+FF3m5Q8jmyXdJwXdCLbuBxU3eAcckWZYA/qn4iixwgGgRuVECwB+Mx0n2kesBJjQJrToA44Rf9+MHvpfJna51lUwHGbhCtkxdY8NsixdJ6dUB8rNh7qfWeOabHreRn0Q94wfws/ykeYGmZXLN4p8XMLTRPcmW95hNJ3wWPP7fvv2GcfXVV/nx+aZN/JeYbHz4Cjv8/dSab7d9jYyoFvnUqdkM9OKKYPBV4stsmNaNxCFgvrlD5Go8vbjD9MGI99jZINXPhsmma5spwsc2/vwkX0dhYXb/InRy1M/PBHxku8q2sqZArZanYj7GTTwAxDg65lE5KO2b2AJPrwUVeGMnvEwPe166+r1o2c2YdYGHdMvGVQeS2mR8gDWvfIjGb49oDPDTBdGylnOQLsNZn+LBywI9eSoeTpyjM9DzDVYnX9O2DsgyG9HxKjrayKbt99V5u4X5EC6PiZHNHHJwxl7G+qDoTRWZhV8cXQHHMgXgdEk7fe2vCWoccG6yzW6ZX9oqunbVdptPchM8erOBdViGVxfHr/1RcxoUvOKXWWuMmwKuUzxKDm0OQHwGpP+N4cQDqDp4hmmMdnzQc9UA7oQvHAD9vJ4L35uYrqBZP15qeG2bRG3PDf2dj+k2puu9ZizbdCqTTimLgKzOHfi09US+9x2h28+qkMcmBmyaGzZtye4qQGi/YQqERSAUcxsIn1JGFwzDIV6I6bXA29/hLmOzNr1Pf+Zz7oujElQsQhb47e909FizYcv41Kc/E2eokIQovusTLvXVwtm9XXeepR14VGixKFGJer96QUELkKT5J8XQ8nUPwCdtEeI8kjLvoyGvfWUZujrA1C+0gPq7zy+EGy80nmiVFYnJZGLAj/uVbGuSGqcD2HQIUx/647OmBW/eePPYMTbOgQPw2zx1xR9zHx3wkkz38RtA/8w/voMGXGRZNtCoDUKoEcviMIQN+JMB6BiPbSFG7/63bwCy+LQwC4jvae7W3V3USyyhZd6H3mncPrWCxLgFVc0KU1BUV/zSf2MU22Jr5og249ZR+pqU+WBcbfqJP/sChYo3m+ZhujPGxv7OL8PEl0H93I3GhwKRMR4esAgfxuhqaFz9TDgB6ebkAk1eQI/at4VrW+Q3/LOYTHo+8AP6mkavJKeKOdG1f1t35t60AvuG+BANeiPDcsyDdtZ/SurJL0I2zqyjk5GAvmzkjCXueZrkMfeFBnr7r3hhl4v04QqaddKv+KDwZGvj+pCkPAEQbzZQQO6gsfi2Cb7oOGOtuh9+xFDxgz9y6UecZVqsbLXu1SegZfvV9sGiZE3jCzyMW/PNCwzq2WDCt8G+9pzxgbt8P5Ji/uY9+8qSqm8FlNzMSfDJS9gqgSkGxs1lZqFr9QgK1/jJUb2O0DtPGfKk0TdGupuD1nLhAz4v08xxBFLqiTXLbqHQhnwG+gT4kFh3jhXE1whCZvYV5wR19XxaT+WwPqjAV7gohQLF2L8XYKX0yRAgLA6CUppix4t3Oykl/TYWevocUD0eJbsNI1gCSeD0FWi89QbMxYtGPCoZeKIbhMoCjLOzaHjPCTn0SRE7i0Uw3XWgUznZk45e1e9HRvBXfwIqQib/CCeboAZMywV74pcg5cIoi5K2+erVuH36Cl5tKr6zYRMBp4JHEH9Ti/9Swq+DPnoYY8KhHftMPOk1XydFiz9d6et29KWSMQdeyeh5sCxdOy6MritzxR/fp4RvvmOL7s2XpwR8YCsbHvx1lYy0xV84xIN5F393TiXQtcipNvWSC33rB9/4n5FQsrH0HxMA4MPi565y9678AQ/1mpYPQahm+3g7IptSSts/gRrgRqsArdgPLtFXahaW5ww96cmAgTr69RwIZeqnyDrTQej1V6Shy6GS3AD03NHPQRqYfAROMW9afMH66SdB0WG+o+n3i+iLPibPtevOCa7ltwbhRbvXXxNwuOXraLR73qgHBx+xWeM9uuWLwrFeE02eDtDXBz3rqrEutM1T4CdTrgXoj50BcL0+ufIC2QRF5fGFQn+NIwt+LYtx7Oh5MK4giT43AXnEHVzbqKuf3IgXEE7RcwLXi7d09+ZAzNJfaNJi8Cc8/adAeURp/XKANj2yQNZPX/2reHR8Avkt0NhizMXniRvkta8zP8HpDY+29yykiQ/51f1iDl2QQ9TypmvpwqhtVN35Aj+qiWzbpdIx5rxSgD79YcTVVlQM9u5eGmvWb3LA9yOJMJ8FvuPtbx3/8fGPjr973d+OH17x/XHVlT8cL3vZSz3W8I63vXV89CP/ZgUQjlFnfPkL4xUvf9mkSEr4UyAPixhsuYKpDzVKBA7MotJC5NGRNpsNWw4fu7ZfuzDpTYPeCXrTWlaC0k5gsQm4y2n+ODJj8/eN0NeTCR/xpR/8KcCFb3L36VfxwgcTnSAnaAAERtEvyOCRTJDlBYL+BEiNQ4temEbgYjfvqUDTTwg8dwpuB5KgbeLqOrrCwKAOVa2T+ixHpWkA26YrenYb3KmuUU6yPMppX1hvYwTgS3wxhl74CrAtKiRR7tag9/vcFXv4oB+PG8Rjeh9c0PTg9mP+Cbc09m9+0jBgkeMPRV2PPbG/riug5rBsCP5BdOiwvHts377dj9A9VrjeKC1L87OwriKuZRWvXH4Kwi91U1hkI9NDvdruZx7nkm7pogOZ++jQNbrEZ9bS/iMf1Eahl+8yys8U2NGXv8scfvQzL/F/9Om5QS3Wa/ByJ9d3ePSxXpqH8as/SoqWfvFK7GhcY4zXsHiVj4WDfGKN9aAe6ZR44fCSuKp1OslJHLGeKf4woPo72a86oJZF0hsd/d1c8Qp98MBvsL68uFYpJrpS6AttywGHgz5rsTf1Lisgak8AXbiGhxnT777YxlMZfxJftoHDvGZuQy8sU1CPH6kzd10iQxV+G2gvzpsF1tW4BwF9LQ+dKOYrevKX84PkohftjEcvoOl8LZ1ErL7oDdaiv9wXddKuK+O2v/CMJM3sD3UlToMHV7B8SFjIw45rvVaD3InWCqksKtBt96nc+973Ht/61rfGf7nlz4+HnfDwceopp4xf//X/ZvwVsCAIzWm5x8oyqUkiQP/9WMY4PTowS+4Mqgs9t9hxJG36eyFiS28wbZM5iI/dqx8ex+TDG3k8yDj4yGKz5D0rJi3OLPnSxQvTC0yLULoDBE9kFn69DNAw+br2yRCgDkYmXApJBrQ8VgHYBHpyAE80csQrmwOyM4Z+TKxLHQg4EbHBILcBvJQkFF6Y5oBQAayPi5uFr6vraQMMWz8h8niJ9yVz8IgMLwTrlEVQHPwycenZCwG8/A9E8cAPpml9cncNND4yHFNmFrzpCo3nI0mIl8dUYoe1CBRd2wV/CgnUvFBXF/RxIpb/GW9AbwBdrJMIWpcIrAVJUzjQ4yv+RKK/K6z5bp3BB4fE1TDXSmNdon9ssN4eipXMLb7qfsumvgKMqTEdvIybg+AiVlTK/PQ6dILXmO3XuBNP4YUgd2n+V1uO+Yz1WvFMmGetG90Jsebz6LrWPv3SuRMyfS2zC+P9gR/f2Yo/15g5y3ByZf7RTf2hxxaYRppxRc+a99MDbC0e4VN1eokpjYdn4hBAj6ztzH33G1RtvekuqRMOPuwYAtyvAk8w7IPSNUCv6M0vcbioy+RE4YQuhZjy41DZT3xw4M7NgzDhJRz73eusfG+9RK+68wov68addta28epVGgTcb019XQGtKnwr93hOed/crkCpIE0yEMpVuH7PWXV0yXrMnCY/hu+Ez7V1m8bgqQJvxjSfjiEOc2LAXAGLfAw6QJmb2tHO+slhheAkYEPyxrgV0hBOCMKBceml3xlvfdvbLfSTn/z0uOiii8fxxx2vwTBNidNmBdRwO4UTIHcT6WQzJFktBIEAIyCLynGkq8Lh9MR7VBiNzosQFPFRWfFBhtpc2XjZnDrhe6GxWXdg8XiDwGRShNuPeBhn40LXTGp4oXG51XIYaJ3RIwsnsr0JaLyt9CTqlc3hgN9rtd3mMdN3EGETC9indmw0DrzZgCITHIKMhY8gaD3HqkPTuvG7KKIT4yQGN8vX6IFcQfvULfr4kRwOGvyDZHiDw19/CZ0WHPyqnwIvW6yr75g1P9jHJ5kdD8L3Xy/RiwVKHJqGWGTR1HUdfy1KPpsWuCEyW18Mjs6oEzy3wafbumFzJTeNtJ+bhxdnzZ3xiQkh+r0Y9GxZ6vOByLS6OmZ4JdGsXa31xDx4HPxs0FzF1Qx4MZYC3ryeVkCLxKdUCpfkQxzZBr2so0roy3bj5sBIxXdjxWfRR7EV/NknQJJ9iteJ+lh/2L4GHNHmqUHes8I+mKMPfPEz/fh1r9dTcPFxJKALMSS9Qmj56IqOtqHAmz/xIF3giQzksc6ZG4DDqP+bCszhESHm2z72Xb70YohNmQOF40H6YRI80ZE6spoF1nd8T7xU3OYlvZmP+FUAA8ZVtS/QVaUt8qPfBR70ZzNLjAK2HwUKDxn8c4jkz4whz0+gVPfBhRxJPy/RADnMqE+Hlsxz5QiB+yF2gzmrHIu+uvaHN51/hMbj94PniKHJMAHWZB0pT61JvrNfhAg/P/4Xfh+EiDN4YD+6c9DqXA4kxhHJho9/8QX25VAOULeP9GqdegwIq+RT7Arn5B/wbBPUzRNe5hdg1IoaahAAOYmWbv3WD2Ivu/yySgCU4X+AfeSRR5gmlAEH34KiUKc9OxEwfzOvdvEFwOeVPqtqvgAT3XgTlDi6ScwsBJxvXDmiN036+MtB4CMW/gmybKCu68rgtDiKL7jWCkLGXWZ70SmTSCVXv9cgWsYbD/3mpMT7eZItuS2jNyKGk6yCi2x0pI6O/LWl4NmLxu8ruK2/Ax2o8alv6hc9SYhB0Rm40AUzgXXXy3qIDp2tt/QIG3M2nv1XtPQ2D+gsS4VHzST8DOQCbSjA9cVjptMP+Pw7NfwXXiAEv6FEBSxL154TC7JnTE8LmGOaOFM/CYVx6ZM5S9wxBhf3qZBoOYTl8NMy8A/j4ZGEy6PmZb8PyvtF/Ri6Fy6KNC2QWurRkd/wcyMw1TMf+Nx66ZXklMMcusCpY8hJQfiLiRug3wnUegAlHz+omEb6sjky7/RZ50YXN5q9wTp5EVMC22pdKm6KB31NztjkD9iK1ocBinRDV9YmwKEKv3f8WA39sk0qWTOZD2j5pK+ToHHT34T2i6rZILjDzlDnA3DhadnlsNajebW/4WcU8dEPzeDw0jUHrNhKfJSo8k3krwSQg4/+fUCj208N9LL+6gPHA65Hf/q8Eenl+DAf0YgWPIr5GXQt8fT0fMDM8a0rc4btkSW9fc28Nxeg6ww3rkFVaCj0coUfc81BCNxlDlTEhWzl8AO5D4HFhsMRY55/jTtuV2Xjn20RsuqQTH8pqsYyF/isfCno2ERxNKPeY1wmvwvwO+/cu2FQPwwc0FZu0ake9rg5GXKdcXRt6wTtsOmTaRT1dT9A1Umm+lM00CwF6YuzEIU8n6qE1DQGjREctNmsvGAkO7gBb1ii5zt13C3Br8dp5zuF2cTEeea9CO6Sb0SHLvjEk696FmECF7AOmjgEwc9tn5TzxXoCxnWSLMpAK36p5Rd0NWTZyPM8VJf9UQvXd6PwCrVp+Wmwv6qOkt0Kdn7P0JgL/WaX/vCijsW+uLVoe1OiWyoal37EGP7G1+CRAH0HoXEe4fFIk+SIX52kxJQkxsFneTdfAeGQUS/xpmSuSh+SZmVAusGz8IX21CNadAjIorCYeDqhTaDBSnAZy3iSnq7En0qPo3OejmSjbFzmWBizXwTWnyKITa4WpAGN8QQ9TtsJTT5BBptfP9ZqfiGPPMerdaQ7seWNptZMdIousattSdw5IetqHKDGq2V+bZd15bYuTV/t+cKZ8BhyO/NgftAKwCBxkbCcwIXdCRya9JUsFfCJsdx5Hpj+s4kHDJELz8w785w1nMNHbKXNNfNVfvIhOHHR+kfLg0C4sUFVCIEJEXqtYw8yXrgaaZsbonfocxhgkxA9cwGNSuuBgEI1TttH6X4R+kKbLtPpB+mWrbrv4iaC4LDRku9qSaGofvCNruSbSe3wiIDS64A7VOLrxvVMaQze/otganvDVM1PPZEp+vCPnaV++Aosv3TJoSvM7Rdd+3A+8QLXOqqu8Wl+iw9sw9ko1U9DpXCAyQ8AAaHRYhDHW0HhmkBV4xQxQyYxpO/a664bh27dmjEB9Le85c95FB4Y1mQ7duzw9/II0MhMcBjCzh+44A+v07YqwnMiVYdlqJ1FzGOD+h6QXjiExQWQbHFqFsnIHy5Q0gYHJhaFfGsFNcCkBx/Q8IwnGn8lRujTZFQ/naEPUE+ShFS/oVVio8oVmdPJlpdZZIHAj5cDx90IhGfa/X4Pxfjlu9wBEoDMIX3Rjz4LDrnl+GWeAsYK5loAGfRRzBd5dXUyKX3hYf10xb99smze0TB1bypOgHVYqXm0vxZ0AdxWwWd+zM5c099jBV0ty2qsdIrwGarNxboDlhM/TQcu1Sfb0JE2/HTlcWfeI0usgTeLmRdkYjS6UNK/sg9+1LgaWifBVKuhQMsKL3h6PlTy1kTdKQh8EOYlAvu81obBojNf3vQnIa0HVY1LhnHoxk4VNKbZ9OCQ/HpesZuNnEMRunQCC5O+FK/iQbxT2Pj8aNAysafyg3DpY137/XxBVMQP4cs4myD9Fsca0o9lu0+x64NCfAKYHtklywQCx6f9Ah98kPqUH4LmQ/lknyRnLlKPlwKtA4C6KcQUrNLhOvqoeMMUTfTLPFOwnSs5NX1maVznAF6eM+krHMdsQexUX+UM2qhl1YxGO74hJvJYX35xR8kTDXUDdBmCFMkLY5lf5wzou3goB5/4TvmMl3ErbpEhVD819Bh1bjTywScO0CAgKocetUsuv3MImFXhMk1vgQ8E4BVYxwlC6LcAyvfWxw5urkKy0r1hNj1V2kZr3JUAC/iceeZXx93udrdxhzvcwRP+Z3/6zHHEEUeEVcnJnePqccZXvjIe+MAHjGOOOWbc4ha38JdsEeYkUEp++Qxw7i+co8ctbn5z3YmAUzqUTJ/cBJHBtYJMxX8UXbw41WArmybYmSzucILbxNSxtc3n6hFw4Kk6E8cAznS/EepS7QRkPQJGvhcRk88Ea9Kllxeu9Mhz9Sx2qH1XrH6QkZjEoRHrJX0VTPQxHr75W7UcDua7a4Kv8NWCnmLbarFYqCFtW9ddNcaI+YgvdehpR5+0/SqWVLxZq/QcAtNv8NHRzHK3Dw+SIAV8vge5/YZt/v5mHs1u9NV0cBGON2R8UPwB64JsATiTbC4THrpxlS/cAk96ihf+mw5xjNlP+HpejEDLcVIyLTzoZ7CK+Vrw3GZhw1+ywMVPHmowA+HxW7RNn96MZBTU+JxW60MBSHL+SoXoraexVEpYkml06Lmw/SpTcmhQ1fEmGtetF5lnAQeAF/yNH39Sgif6Wiv4MjkHEr3wsQnxZ/hkQyMugpONIO+vWTd0ULv1DTN4UEU/7KaRNcXXKbg2LaXxwLF0EbT/IhP6yPH86jrHh9F0Dc8im3QAoj++Bw9Z6W9oWdZBYFzjzYjtv0Vc20u92h6DrvppU5x32Ox0NbJ+xQ41LCOHLHKNZfvFEDLYjLLuAUnxKK30AMJGludv6qmrXmrkjjjDfffr3B+06Or4i5/g5Scl6kMP8iLzZv3U7jvstpscyXvtHR/w7nwOD3Do95ja5HxvyKjsNp/lqbfzRDtZoHHLEV1kEUeZe3j6L0S5V4MTBb/VRzd8IATMKF3N/iDIyD//8z+P97z3feNzn/30uPiiC71pnvP1rxsDxySZg3lgvPGNp43PfvZz4zOf+o/x/e9+ZzzqxEfYSMsUDiq86bS3jM997vPjU5/46Pje5ZeMRz/qkZNOSeBJAACGeYEL+q4OtfwGtpHi1E7WTEyfWqWVX34c5NMOk8kkiQXqoA/OVmHDLZHmA38/DjAdQYKNcS1XT5iuffdFiY+zEYAIXwcWL7XNw1LQI/gz37wnyoncJ1yNk1Toj86R4qBpA+BBMd+fhvDOiNG7zi/VOxFMEBEuHVQ9L+DZF7panunal4Xj3yyuJKTJMzUObNywwX9SD1xsYZjHuzu2b9dpkzuNzGfLiJyCqnYfbKkRM4kFeMZH8PAGWGWiYazjUcLp9Yh+Wd9WNeiWMW2iemUxqq980wnYdexe4B2AARe4U6eR+bdunfTcX7BQpR+e3CF5vlSYF3Co206Noy7jLmq0TZg9+bAu0VP6i859PQye+LnfOqnTV1dMhzyjg2f9dQepefMhD55FZ1sF6NNrBRrarEc+xEeC741rEVCjE6rbk+LU2x/Rv0Ysrfs97+m2jhntnpjbfkmdtZC4YxPz+lIf/LgDav3AMyfmjDZ1134GWPcFPLWjV+yCN8Xj6FEFMKVwbL9Kr+OMClSZYx68zAvgXFyYLQuCqc9N0Sq/TfLcGfrwW1nA94srNMY3ZnD0muZLP/ab8i9vnfmmxiwiz3o7Tnm6BH7oFueTNmI28Antih/eF/VX9cQn/KSLA710Kv36LpMDBvHIGsk4EFnhD55o9Bt9qKxas24jvI2wf8+uoXaEWE+P1NVI+gWVfyagu3Eidx6l3eStlJ1Q0E4CkWv4xGE4B8fS37QOKAVjvgJR/xVkeefYsPkwfzoLmnYecvb6EZXu4rSxIZnEmwW5NidY4QM4HfwOPPiCz0kZHRxk5VgWMWribKEY2Djd58WXgHCwSzhvYHtBiTb/7Fj9wkVeJwN0RLbpNO4JEoDD+5YkEOjRN5+WPGC+2OrHnOLBCaq/MtO6wqd914t6BaC08SS7bGUOikTXBCNmeoPTGG34gwveZCv4Ki1zUV6SEhD/UnquTUSVi6/Iz5/64j/l8Mf38ynsKMX8I8N6EQ9FA7/wFCbzRa+a3ec5LLm2Ezz3sxjwLV4Nb5NoUJZkrGgyEAAXJA3zO3Kq7jUEzqJvQCwIlxJiuvBp9o2ZZsaqZtwmdZ/aNJFPIdEkHvPEBbsgKfQpxumY567k6wqdD7lOPOG5qDtgmUU7j5W2jJkfJYkPvE7a9regeTdMc6oXsZjNPgdfeHWCW6SLDBXV3aNf0JtQwBiwiA/QokbbIxonoXeffqmL+XaH+03hStZpx02v20UZ2AH0o0b4Zw24YdwJ378FsLfPaTAHsnsBD1lVmenRjVIjPJ1Bdj6AlhyWHMu8k+My52KeMWTopZmkKZvIA7nTmzfbkhVxlpe+tAH64r/og5wMNYIKBL7MuicWzHTmoau/rqXXqlXKNRrO91Dl44ojy/EaEw/ZO905Mybb0D+P2IMLr0kpXbNpMm+1CeMHxhi2jNJV84cu0NHlQ4RwE8GCorEAkMGCEcpQZgjDg2ESetDwYruVWcnCJnnMC0eLzHJ5lWw7BCz1J1izCSQwAsaRwQi007zACJZ8VN9y1MbBAPxMo05d0ie60ObqOBcwbD30Ap87VU8KG42QmGzwgzNvMOhKsDKxPBKYEz3S4wRoAPOg36WCW0AbbXuMJOQ7XtGhAxtKNhI21vCxQVxK39DhN/zYPI1efGUDm7ENnv0RYOPm7la+Vr+TGS/LsZgVQNs+nDbN8Afsn+Id+vluPYGMnuBE7z17+bDWniROC9M4/pQOHJx4r5ODCP4Av+0yLFSROcmtAj93IYs+6IvIc888+aq+KmGhevEyF9Hjey88ivTrOTWoHrvpsyQXpE786opG3tTcWoS0mo/pCqntnvSsMRKC58B9GQte1kbeD8JG+sDgZXWjq0noCbTs5rE4NoG6/PWOKuYtGT5ghmHxBzlgWVxJgvDnJTqvh6L14Zg1BQ9By26dAHqoO35oq8PjnpPGy1wvgttC7v7Yp5aKP9Nk2uBZtxpHDsB8eW1BU9A4XouiCeZKSB9jTZdrZJd/HX+tw8zFY4b0M+Jco8KYH9GKR1N4DrS+834xfnRvaIhX+wzsHNLZ7MlV/cfvO6Zbh5bvFvrxsh4tsQB8uiii8U2PXpZH0Xj07mvkMP+OUefR8kWzriv9fcXefAc/f+qSfDXRqZA/+pPvvVZhhDz2A78tJoA2a99N2wY4xzs/EpPwlL8Za52429y/Z7dqmOdLoK8NYnBw10pgdC79CujaAgXdC8RR6vFP7VoCO0n9zIOdq1dvktxtbjzksOAUb3A66a3f0P85Q7fzqvM+qh0gWQAT5SAhecupOMY6CAgy4/Vk6ZXgIcCSlJhkrgRcHI8O2RC8ySBLuqBTEkFOctMEixssg9cbbi1GA7xymrIi+vFGXDYhj03HGw+0wjMuPM09vDkMOJjKL4wWO1fBdbd6eNWIwZurXr2AkIkdwZrxouMMllM8XVyfgV7rzpyKtu2a2AjfSZNNewHwD3awWBhPsIc5fELf9gAlH7BOKmoad7EP/KnwC4BPdwLxT2jzaqCO/1HAc81i0/U/A1NDwi+JaCkHA3jGMUEuzIl/Wv/qp3SsMVYkM4DOHJIkGRdC7GBe4ROb26dzLArcz8XSRSg6kwS3ge6G1sFzrYFeux0vfeCAkXWqceMYIzygc5ygD+MFrSdgVaZafOE+/UJj86kyKdl6+PeM1y1+GOtxhZ/jNLGaJ1A80UocF5IAHpkD6tUJs+l3gM2z46mBdmNytc6em8xH/FAU0JZgnqjtVsGPDPa8UowRZuZnUGfXDxyQTNWti2SQD3vuXZe9lMyVAFpd4i860gKQtVgMHs44OpuSTUk+mg7nls+lNvaylcNx3iIrbgv0inbX4dGfleivewHo67woXsxVzxtXf9dX4z2fkYkCEYGUvgP3xi+9qC+sCAHKrt0w9rF5qg7SilJoB4NtcIVfPwPLDkvV0O2DUCMjL098Qffzowa/3Ldvz9LYsGlrBScOj5O7+JQhR/AIl483s3G2w1QRXU7C0OKUBpw8bUACT1bpS0+bC4DjTUudmax8QId+OxzdrTOq52P0gBPsZA+y6NUvVRKYkcJE50/S5a6qE4vf+9EYTLy5a2zSt66MdfCBEx/Ndh3cnsgMpRf0pY/xqYGoeutPP+OAx7Gf4EtXZOha6BMP6PI+cz7hHHT45UphMeCzyGATz0mUPr46BK0PMQtg/coY6A4u/0+wYqkCXRWV6FJf5B0ovkpqvlYvQMvtRfQVkIF5WNgl6GASes2NigaD9bNhWg/Cgs9P2a3O2JH67Cv/dt3jC1ImHurPWMC1uSmKoq9iaNqZnfmYp6pTshLkgAduFcEir9aDGGu9Pep62ujXOrZI8xTE7oyvwGu5AvWC0uwEzSVdMy9+J0bp80ZGkib+Nbgih+gKGXimLx6LAGoKGixA0WilWzf7akIIL4/LBjYfH/hrQ8pdXssXB/WZRuBx46iNTPSX7txpsqFkg8njXYCbAfIQsh1dPeBrNwKLNkw5cMEoqlDQ7/m3ftJV+jBm31ErIb4zVl/LoQotfdB3fzZickSusZFPZydH5oYlubDtj2/gyQaqO1BsNC+4Rve+K6dunUGIQi1aDtLmOQHUB4PwQ7EIP6tvAQ4aRKEZUrezi3cbvAg+lchoOwsjuUMWnpPWwkmZPgSCu7Rrl/lBw4eAeBM69HJCneDA54M27vckCFTvNk7j2htunpu76mBC43yMX33gawC3eTPGyerrgk75/uK+OsHl0Sc/LIgsPrMqr8w8gfTpBKYTbh5RJjCB3rCNqb7qNn98SX+CvwQUtHxgcQQf+RNk4gtMOti/IVl5MNAv4YBvOs3RxBG9qriv5FlPz5/mW/4i4Bn0IWjRbny5oKehWAMzb7NciVdAf6m6AKWPinm4T7DAr3ml2UxSUsWDtRClv/2j/ub80zKBBd4Tj58G8yhdQoGvhNlM1Wkcl+Ah38UIC+MYMHWCK/96ZO5uSG8lipLX89zQPF2muSoacMPEQNtJvHi01LR1LQ3CM5Uk/zyuo91x2NDyLN9X+tCjYocCIVilH2N+PKd2dEKHxLPBPF1ZiN/qm3RNzkjuqa/eqORQXDjCRZ4P1W6XDA/PtjaA77gBROf2QSVAnKlezc5h0DrfMNC4ukZGYjP9NVZX/MPX2viuK9+l5M9Bbtm61W+BMIqssOMtr3wfNrqk2F0q7tOP5wF0ADu4oofqPV8N5Je+02PMuALbK7n2a21y+eaB+Eh+kHJBH+gPjg0jgCMaPyFjXapOG7A8Vck37pdebJptY3DonfX1fCp3gq9rKubSZQHcKgZmArcFYDyCG1aOA1FghhUYYeAqCrcD4elJ84TTYRT3hz7OJSBbJcYmVVblg0Dwo+A4f1BCCL5bUR3wSYaXeISexRDeraeDUw1vau5IICDLkyIdoW2gFj0jm4klAJBLG58nyfadVE6rPWHdx9V3ZMvROzLRLYvWi6HwXNSacGAk8F2vbCdheOOXTuERmhgEnX+7bulm5qav6Gz7daUA9lUlhIlShNQnDZrHAvRYD3W77bAMb+7FA2hkXRFvGmS3PqVTIHx+Gug7uL/ai+QHAUMrh2ce6ZcOvNRI/MQnQPRs/Oa0wK11X9AfXsFZ6C/frLCL+mJbqJ1IsmlALm61roLj3vz0mD9cX/0qZutaXgZwq459nnf19eP1xcQ1yTK+PRAQ4z5otR1gsDY6sflkb1kCcPjxNXFBHGYoY+iAhPDTmH7SDg4vfqBjDdg/2iiw2+vWtoQPfYnzHC6hRZz1caXkAvAWbfNgeFq/Kmz4efyYOxzjQWOdQEp95bX7gyvGvrouwCtUw4u3f6IXdR8w1I8iwRaU3n23ZvtUXNdrqtOvDd6fGeCfjx/or4dx94oeYiWc/pyGHUGZDhZWewLrLF3iG4jBRZc5zjIXuaMFDx/1e8rQ0GYu2MjQqe920REcH8LEiXjK51nyvmxssggX4gnavBW3Mkb563H5/Et8ASATPv2XpvCLY0X64AjGfPBK4MTq/ft4Np5/s9Vlglbm/wmF+zNwGJk4UVmBg5yqqdKBWB25GqpetK1bToVzgAPWXc63kSodtH26oPBJqTjNFOrTb+SabTaynojw680q9IAXlyYQ4pZNfdGn6Eu9dQCLSeGUl820vsBdcrLIoE2SQMYkN5gOBvOEn3DgGXmlR/XN/XVnrH7b0aesGovuxnZ7gmqajop+Ebh8co8++NBnaZDrF3h95xj2Hvgp1kDjoout44d66TbpKUBG9Awu9SQCZMdXAfAbdyUwEm6QZDzs0xvZ1dbP3j38Vwm+91svBid9LFbAnKJP+hqmuvFDA5L1Ltk/C3qE64wW2S5qHUxe3A3gMNf+G8uWVf01NoPG7D+tH+PRXmBsWcK3IumawO25E67eEH8KnxEaGetWK2U/6KfHFsG4CzqxMXgNuQWk3x0qXHKHOsfThCs+1OHnBEwCr7Z1qDow0Qhw16LLgqMC/45bFWSad61hxp2XVKU/d7gtxxwmWJQX1tAHrzGpe0PwXM1j5IQ+aISP6vxW2yjwEizmMogtQ2DdK3+xXvk6CE/kdi7t9MZpPPPKJ5r5m9Q8bbMuLcO/pssKiBzWhy+Gpu2OzrlwY2P0h0MLh7tecjT+850gG5nzvbCr3m3AbFuRkmc9VZgjgMfQ/d+YoI0u0Qs5OdiJvHTnCgp46MeTtHXr143/C/HXXV1oovmyAAAAAElFTkSuQmCC
为啥end不是指向aaa而是NULL呢?
c99标准
图不见了o.o
代码在这
1 #include <stdio.h>
2 #include <stdlib.h>
3 int main(void)
4 {
5 char word1[] = "***";
6 char word2[] = "101aaa";
7 char word3[] = "***";
8 char * end;
9 printf("word: %d\n%s\n", strtol(word2, &end, 10), end);
10
11 return 0;
12 }
~
运行结果:
word: 101
(null)
在使用 strtol() 函数将字符串转换为长整型时,函数会返回转换后的长整型值,并且将指向字符串中第一个无法转换的字符的指针存储在 end 指针中。
在你的代码中, word2 字符串中第一个无法转换为数字的字符是 a,因此 end 指针应该指向该字符。然而,你的代码的输出结果显示 end 指针为 NULL。
这可能是因为 strtol() 函数在遇到字符串中第一个无法转换的字符时,会停止转换并将 end 指针设置为 NULL。在这种情况下,你可以通过检查 errno 变量是否被设置为 EINVAL 来确定转换是否成功,如果转换失败,errno 将被设置为 EINVAL。
因此,你可以修改你的代码以检查 errno 变量来确定转换是否成功,如下所示:
#include <stdio.h>
#include <stdlib.h>
#include <errno.h>
int main(void)
{
char word1[] = "***";
char word2[] = "101aaa";
char word3[] = "***";
char *end;
long int val;
errno = 0; // 初始化 errno 变量
val = strtol(word2, &end, 10); // 调用 strtol() 函数
if (errno == EINVAL) { // 如果转换失败,输出错误信息
printf("Error: Invalid argument\n");
} else { // 否则输出转换后的值和 end 指针指向的字符
printf("word: %ld\n", val);
if (end != NULL) {
printf("%s\n", end);
} else {
printf("(null)\n");
}
}
return 0;
}
这样,如果转换成功,输出结果将为:
word: 101
a
如果转换失败,输出结果将为:
Error: Invalid argument
万分感谢!修改代码后转换成功并输出
word: 101
a
那么导致出现【strtol()上一次转换时把end指针设置NULL,而这一次把end指针指向‘a'】这种差异的因素是什么呢? isdkz 发表于 2023-4-2 22:22
在使用 strtol() 函数将字符串转换为长整型时,函数会返回转换后的长整型值,并且将指向字符串中第一个无法 ...
万分感谢!修改代码后转换成功并输出
word: 101
aaa
那么导致出现【strtol()上一次转换时把end指针设置NULL,而这一次把end指针指向‘a'】这种差异的因素是什么呢
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