君越168 发表于 2022-3-28 15:12:09

下模座4个导向孔,加工精度怎么保证,轴线平行度,位置度



尹志春 发表于 2022-3-28 15:50:44

小白才担心这事,只要按要求加工就行,以前没有CNC,直接铣床,都能做到精度,最早连铣床没有,在钻床上一样做到精度

君越168 发表于 2022-3-28 16:00:05

尹志春 发表于 2022-3-28 15:50
小白才担心这事,只要按要求加工就行,以前没有CNC,直接铣床,都能做到精度,最早连铣床没有,在钻床上一 ...

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AAAF5H0AkAAABkUI7hpq0mdE6f/N6zajr1Rs6POfbf/kT/+Oc3xW7bP5Pz5yT0BAAAXkXQCQAAADiUc7hp8w8Nas7+pzSx9/WcH9M77k36xl/eqUFf6lcA589JlycAAPAqgk4AAABUvXIMN/1Dg2lDSf/QoO78/m5d1HMi5+ca9I3RN66/Q6dqx2U9N7nLk8ATAAB4BUEnAAAAqlI5hptO1/zqkH50+bUpx287uFdv++2RvJ7rhfd9VMff/N/zegyBJwAA8BqCTgAAAFSNcg83nSb//r908thE/XrylNixW37095r66v/K63l+9s6r9bN3vnfE4yDwBAAAXkHQCQAAgIrmpXDTaeIbr+vy//xFLOic/m8v6qr/+Elez3H8zX+sF9730YKMh42LAABAuSPoBAAAQMXxarhp8w8NqunUG2o69YbGnT2ldxw7rOk//6e8nuNUbb2+duPstOt8jgYbFwEAgHJl/P61HsvtQQAAAACj5fVw0+minhNq/uYOSZGuzEmv/Savx5+zDN1+xtSPBo28X3sk711He6skAk8AAOAugk4AAAB4ViWFm3ZYKEk3+y3trhsa8XOtOGtqZ8gc9pytj++WDCkShUYDUUO6/95ZGR+T7T0m8AQAAG5i6joAAAA8pRLCTWeoaVv78HYZhiEZhvrXLxjxc//8bZfL94HbtEBG9Pkkw74uRS8NLVk4O/s4n/hqwu377v1E4u2k95+NiwAAgJvo6AQAAEDZ83K4mS7UXLG2XYZh6NF1S9M+5sC7L9XV//dw3q/124mT9NRH5mjQ74+Hm2mDTkmGEenjtC/j7Z2x21seW5XyGtue2BO5Ykn3L4h3f6b7XOjwBAAApUTQCQAAgLLjDDYlb4ebyx58VIYRCRrbHn0w4byPf+IumYYZud80ZESvLz/4DU1+40Rer3kuUKPHZ8xTb/2bouHlCILOhIt063ta2vLY6oQj23bsliVpyYJ4h2jy5+V8Pwg9AQBAsRB0AgAAoCx4uWtTSgzz7lv+sAzD0La2NQnn3DZzdiTMNE2ZRjTYNA1H2Bm5bP9Ot2oHzuf1+l+86dP6r4smx6a/R8JNSbHAMxJdji7olCxZ9hVJlrY6fsYtj39FsiwtXfSpjJ8hXZ4AAKBYCDoBAADgmkoKNxfev0aGYapza/zn+Mgtt8s0TRmGKdM0ogHn8EHnBYMhtX+nO69x7L/qRv3LlKtjnaN2uJlr0Bk9K3pcibeTJAedkQtLlmXF3o/27V+WJC1b/GlJTGsHAAClQdAJAACAkvJ6uCnFQ7p7Fq6QYRj6Quejsfs+dNNfOcJNMzHoNOzbRux4ctD51t7XtOzg3+Y8lt+96S36xvv/SifGX5RT0Jlpbc7UoNNxw2G4oNO+vn3LQ5Kkto5dkiW13D+HDk8AAFB0BJ0AAAAoukoIN6V4KPe5e5brizs3x45f+8GboqGmL3Jpd22aqcGmfTve3RkNQKMdnu87/mt96uf/OKLxHb1osn574ST962VXqbf+TUlBZzTMzBh0xq9Hrym/oDN6Kxp6hq2wdmxbL0natPVpPbjkLkmZP38CTwAAMFoEnQAAACiKSgk3pXgId9e8+/V09zZJ0jXvn54Ybsb+8SUEnXbHZnJnZ6bp67f9+ie68cjP8h7j6w0TdWjK1frlW6fqfKBWkSbOeHdnoYLOeLjpvJ4adFpWWOFw5PILnY9qY/tTsixLK5d/btjfBwJPAAAwUgSdAAAAKCg74PR6uCnFQ7fP3LVQzz79uCTpqve+Px5o+tIEnSndnHbgGe/gHG6dzvk/+57+7HdHcxrf2UCNfjn5T/XTS98Tm7qeMG3dufu6lH4Ke6GCTvvSGXRalqxwWOFwWF07NumRtm5ZlqXVD8zP+vvBTu0AACBffrcHAAAAgMpkB1VeDDztsc/+zD3a/exOPfv04/qzK/5cpulLPDGe+EUuLKXPBpXmvqTb9s0Jp4NZx/d/J/yRfvz2y/XLyVM15PdHgs3sP1aJGYq9N5Lmfb5Fq1rmaf2mnTk92vl7Y4fnBJ4AAGA4BJ0AAAAouEVL4t14Xgs8O9pbdcfsu2UapnY/u1NT/vTPZPriAWdsjcoMAWdCfpkSfFqSZXdNWrLsLYAc570l+EbacQVr6vTTP3mXfvy2y/XGuKbYxkPps9PotXyC1yJIjDqlz85fojUP3qOHHtmhh1YtyPl3wj6PwBMAAAyHoBMAAABFZYeeXgg8O9pb9fE758oKW/rqV7v1jinvcgSbUiSoTAzvYseVtWkzg/hZ488ENSY8mHDvr/7obfrFpHfoF//jHdFw0xxdPmlZiu5SVADJUWamc+LX53x2kR5atWBEr0bgCQAAhkPQCQAAgJIo98Czo71Vf/3xT+v5rz0jSXrHlHc57o2sO6mEI8ms1JsJXZ4p/ZYpj7/oVKSbs+eCBv3Ln7xLP538pwrWjkvq3Ez/6J2Pbxzux0tx37KH8zo/RULGOXzgGV8jVAUJWQk8AQBAOgSdAAAAKKlyDDw72lt161/P1jef/3JSwJmBZXdwWrGZ68N2c0a7KNNNLY/NZJfUV3OBnrjmr/QfF02WYRp67pkncv4Z7PfRuYlPpnMi563N6XmXPvBIzmNIZUhGpAU2Od9csaZdG9cvG9XnT+AJAACc2HUdAAAABXXZ2y9LWKMzm86tkbDKrcCzo71Vt9x6h/Z/++tpQ07DMGSaPvl8PsflMLuum6ZMw+fYed2I77weuzRitw3T0PNffTrt2O5btm7Y4DKdzy9aFdt13bkLuwxDnVseyvl5hgtOlzywIXLFiq5ZGrt07rru2H09uvP60NCghgYH9cxT2xNeo1DYqR0AgOpGRycAAABcldzhKZU+9MwUckpKMyM7+UDqlHXLsKJT1VOnmX9r71dSXiJToNnR3qpP37VQpr3xUDQkjf+TeDu5bTL51RcvfSg2jVz2dPjYtPh4a6khactjq9OOU5K2Jt13//L1Oa3WGXmN4u2AxE7tAABUNzo6AQAAUHD5dnUmK1WXZ0d7q2766Md04Lt/N+yUdZ8v3tFp+nzymY6uTtOU6fPJNOIdnYaju/OF73wz4bkyhZp3zLpbht39mRBqmsMEnYlhp929GevmNAwZsY5Oxa9LWYPOdOuAbnlsVcrPYr+PtsVLH4pM6Q+ndnSGh4Y0ODSoZ77YkfD4YrLHRuAJAEDlI+gEAABAwY026LQVO/C0Q7Bs63ImTlu3w87kaeu+WMj5T9/fH3tsumDz1r+eHQ9EowGmaQeW9rHotHY7yEw8lhp2OkPN4YLOlIAzj6AztgO9FfnX1rY1CT+n8z1duGRtNOx0BJ3hIQ0ORoLOUnftEngCAFD5mLoOAACAslXMjYs62lv1wQ99VD/4x++O4NFW0qV08AcvxK47w82O9lZ9+OaZCWt4xp8muktPbLp7umndzgnoSbsXOc+JHU/Z7j31eoHcv3y97B3pkz8j+/a9i1clvLDdzVlqbFwEAEDlI+gEAABA2StW4BkeGsrpPCvNspz2oX/55xdjY3KGm9ffeEuky9Mwkx+auPN6utdLc4/9eslZpj0+w0g4oyiGW4dz8dKHhg08mxc8GBubWxtPOV+bwBMAgMpD0AkAAADPKHTgORTOLei0WdEp2z/76b/EjtkBZ0d7qz5w3Q2xKeyRvYis1AbMaEhpZ5WpoabjnjTdm7HzHbPIR7W/z2i6PtMknwvvXyvLCmcMPN0MOZ2SA0+J0BMAAK9jjU4AAAAUXKHW6MzGXsNTGlmAlusanaZpyufz6Ve//HnCa9mPv+b90yNreKZZr9NMWsvTMEyZpmNdzgzrdEbW5UxcpzPTbuvp/kles9PeqCjT2pyxafOxbDX9NPpo1uu4bm86ZCVsQhQOhxW2wup6fGMsDC6XkDMT1vEEgMLznTiuoYsnuT0MVAk6OgEAAOBZzjC12B2Dv/rlz1MCzivfO00+05cQ/DlX74xHhZF7LMuKTjE3Ursnh1l+U0a+rZZpnqKI50uKrjXq6KEwosOWPBFySkxrB4BCMoL9qt+6QbX79ur89R9R72M73B4SqgBBJwAAACrCSKa1p9sRPdmvD/8q5dx3X36VfD5fyrRtW15BYRE2CRr+9axRznVPxzEJ34gsYGpI+kK0m9NrCDwBYHTGvPKympY2y+x5XeEL36JTn/2820NClSDoBAAAQEUZSeD568O/Sjt9/deHf5XQxfmOKe+Sz5dYQlv2v63UowlHHPli4vqcluL7rSd2ezrvSXo2ZU1Hs52Scv/oE1f7Z9rRsV5S+azHOVIEngCQHyMUUl13p+p27ZQ1tkbnP/BB9T32BVmBgNtDQ5VgjU4AAAAUXKnW6MyFvY7ncKFb8lqd6bo47ft8Pp98Pn9kTU6fT6bPlM/0xdfh9MXX44wdM5zrddrrdEbW34yv0+m4nbxOp+N2Lut0pqzP6bgtKXoZX7szYV3O2FKdw6zRGbkauWVFp+xblraX2YZDhcYangCQmf/YUTWuXCz/kcOyai9Q8L6VOjvzE24PC1WGoBMAAAAFV05Bpy2fwDO5i9MpEnT6ZJp++XzRMNPni4ad9u14qGkavoSQM1vQaRjxzYkSg87cNyXKtBFRfkFn/N9x6YPObZvXZn1vK4lzuQNCTwCQ6nZ1qa67U0bovMIXXqQ/PP11NiCCK5i6DgAAgKqQPKVdSg3mnB2c6UJOm+Xcddw+5tyGyN6VKM0GQ/EJ4o477Q2H0uxGFDs/n5nlJVj3c2vb6tj1agk4bc6fl2ntAKqZ2XNSjetaFDh0UPL7de4vP6y+tifcHhaqGEEnAAAAqkq2ndqzbVBkJaabCZfJU6XsNTgT7smwi3rmJTOHSy2zPc/wtzKtAJrJlseqN9zMhHU8AVSrmgP71bBpjYxgv6zAWAVXPaKzN3/M7WGhyjF1HQAAAKOSHPDYt23lNoU9nUzT2p2Bp93daZqmfD5/dPq6PY3dXpszzfqcGaetO9bujE5VzzR9PXY7h7U6h12f04gEm/YUdvt27DLN1PUtj62KvQeEm9mxjieASmcE+1W/dYNq9+2VZGjozW/RH77y9wqPn+D20ACCTgAAAOTPGWYmd0BmCgu9HHhK8Z9jytQ/y7wZkc8ZcKYGnXbImRp4jiboTAw75Qg5k4PPSI5ppAacjqDTOSU903uB7Ag8AVSiMa+8rKalzTJ7XpcMQ+dunKG+R7a5PSwghqATAAAAOUkON9OppsDTdtV73x/r7sy463o+O6/HQs9ogOnYhCjxWGrYmdzNmUvQ2RHdSMhGsFlYBJ4AKoERCqmuu1N1u3ZKkiz/GPVt6tT56Te6PDIgEUEnAAAAMsol3EynGgJPW7r1PK/7yw+nBJ0J3ZzRUNO0d1aP3u8MPWM7rpuJXZumYejpL3YU7Gck2CwNdmoH4FX+Y0fVuHKx/EcOS5LCF/039Tz7dwpPmOjyyIBUBJ0AAABIMNJwM5N0G/44j3sp8JRye0+G28zollvvcISedodmfNq6HXR+9bknMz5HLp2muTwG7qDLE4BX1O3qUl13p4zQeUmGzt34UfU92un2sICMCDoBAABQ8HAznUxdnl4KPKXcujyHky2QHCmCTO8h8ARQrsyek2pc16LAoYPRA371Pfa4zn2QqeoobwSdAAAAVaoU4WYm6bo8nQGgF0LP0QaegI3AE0A5qTmwXw2b1sgI9ksyFH7zW9Tz3LeZqg5PIOgEAACoIm6Gm8mqaR1PIBcEngDcZAT7Vb91g2r37bWP6NxNN6u/dbOsQMDVsQG5IugEAACocOUUbqZD4AkkYuMiAKU25pWX1bS0WWbP65EDpk/9qx7R2Vs/7u7AgDwRdAIAAFSgcg830yHwBFLR5QmgmIxQSHXdnarbtTN2LDzxzXqja7cGJ7/VxZEBI0PQCaBg/EcOa/DSKW4PAwCqlhfDzUyqcad2YDgEngAKzX/sqBpXLpb/yOHoEUPn/2K6+tZvlVXf4OrYgJEi6ARQEGNeeVnj59yuwUsuVd9jO/jrHwCUSCWFm+mwU6MzNmkAACAASURBVDuQiMATQCHU7epSXXenjNB5SYbkMxW8t0VnPn2320MDRoWgE0DBXPCVp1Xf+ZhkSKfuuV+n5zS7PSQAqEiVHm5mwk7tQByBJ4CRMHtOqnFdiwKHDkaPGLLqG/XG41/SwNTLXR0bUAgEnQAKyn/sqN7U/EmZJ1/T4Nvfqb6N2+nuBIACsQPOag7JWMcTSETgCSBXNQf2q2HTGhnBfkmGZFgaePd71Nu2U+EJE90eHlAQBJ0ACs4IhdS46n6N/cELsnx+nb7nfp2ZdZesQMDtoQGAp1329su0aEkraz+KwBNIxk7tADIxgv2q37pBtfv22kckWTo95x6dWrDMzaEBBUfQCaBoar7zLTVueFAaGNTgH09W/8PtTIcAgFGwg06nag/KCDyBVHR5ArCNeeVlNS1tltnzevSIIavuAvWt26Lz029wdWxAMRB0Aigq/7Gjavr8Z+R77YTsvxqenreI7k4AGKF0YadEUCaxUzuQjMATqF5GKKS67k7V7dqZcHzwbZepd1u3hi6e5NLIgOIi6ARQdEYopIaHlqvmH74jSRr8H3+i/nWb6e4EgBHIFHTaCDzZqR1IRuAJVBf/saNqXLlY/iOHo0ciU9XPzpip4IoNNJ2gohF0AiiZ2n17Vb9hlYyhAUmKdHd+Zp6s+gaXRwYA3pEt6LQRkkWwUzsQR+AJVL66XV2q6+6UETofOWBIlj+g4LI1OjtzlruDA0qAoBNASfmPHVXT4s/K97vfSJYUnnCh+lrbFJp2rdtDAwBPyDXotBGSsY4nkIzAE6g8Zs9JNa5rUeDQwegRQ5I0dNEfqXfrTg1eOsW9wQElRNAJoOSMUEgNrctU8/3vRo9Ep1EsWU13JwBkkW/QaWPtRwJPIBk7tQOVoebAfjVsWiMj2J9w/Pz0G9TX2sZ3LFQVgk4Arqndu0f17etlDAxIsujuBIAcjDTodKr2oKzSAk+pej9LFA5dnoD3GMF+1W/doNp9e+0j0UtLpxYs1+k5zW4NDXANQScAV/mPHFbjg4vk/81/yblI9qkFLQpPmOj28ACg7BQi6LRVe+ApVcZO7RKfJQqHwBPwhjGvvKympc0ye16PHol8l7LqG9Tb3qXQlVe7OTzANQSdAFxnBPvVsGmtag7sk/M/0MElq3V2xky3hwcAZaWQQaeNkIyd2oFkBJ5AeTJCIdV1d6pu186U+wamXqHeLV00jKCqEXQCKBu1e/eofssGGQPnJSsSeIamXae+1jb+Yw0AUcUIOm2EZBHs1A7EEXgC5cN/7KgaVy6W/8jh6JHIdyZJOjNrrk4taJEVCLg2PqAcEHQCKCtjXnlZjSsWy3fiuOjuBIBUxQw6bYRklbeOZzV/ligMAk/AXXW7ulTX3SkjdD7huFXfoP4H1+vcTbe4NDKgvBB0Aig7RrBfjetaNPaH3084Hpp2nfpXPKyhiye5NDIAcF8pgk4bm90QeALJ2KkdKC2z56Qa17UocOig42ikIWRw8iXqa+/S4OS3ujU8oOwQdAIoWxfseUbjdmyWEQpFj1iyAmN1et4idhAEULVKGXQ6VXtQVmmBp1S9nyUKhy5PoLhqDuxXw6Y1MoL9kQOGYkt8nbtphvoffFhWfYObQwTKDkEngLKWbiq7FFlou/+hNv56CaDquBV02qo98JTYqR1IRuAJFJYR7Ff91g2q3bfXeVR248epBct1ZtZct4YHlDWCTgBlzwj2q2nVfUnTNUR3J4Cq5XbYKRGSSezUDiQj8ARGb8wrL6tpabPMntejR4zopaXwhAvVu6VLA1Mvd2t4QNkj6ATgGXW7ujRux+boraTuzpUPa/DSKa6NDQBKqRyCThshWQQ7tQNxBJ5A/oxQSHXdnarbtTPt/aGrrlbv5i6mqgNZEHQC8JTEv3DG/7opSafn3KPT8xbJCgRcGx8AlEI5BZ021n6svHU8q/VzROEQeAK58R87qsaVi+U/cjjt/afn3KNTC5aVeFSANxF0AvCc1Kns8e7OwcmXqP+hNqZzAKho5Rh0OlV7UEbgCSRip3Ygs7pdXarr7pQROu84Gl2Ps75Bfa1tOj/9BreGB3gOQScAz0qcyp6I7k4Alazcg05btQdllRZ4StX7WaJw6PIEIsyek2pc15K0D4GjgePSKerdslNDF09yZXyAVxF0AvC0wL/9RI0rFyct1h3v7gyuWK/QlVe7Nj4AKAavBJ22ag88JXZqB5IReKKa1RzYr4ZNa2QE+x1H499jzs6creDS1TRtACNA0AnA88yek2pctUiBn/0keiReJEjS2RkzFVyymoW7AVQMrwWdNkKy7Du1S94IPfksUSgEnqgmRrBf9Vs3qHbfXudR2d9drMBYBVes19kZM10ZH1AJCDoBVIxx3dtV190ZvZW4UVF4woXqa21TaNq1rowNAArJq0GnjZCs8qa1V/NnicIg8ESlS9xU1RYPOYcunqTeLTs1eOkUV8YHVAqCTgAVJXUqeyK6OwFUAq8HnTbWfiTwBJIReKLSGKGQ6ro7VbdrZ/I9skPO89NvUF9rG99RgAIg6ARQccyek2pa2qwxr/wiciBxJrvCEy5U/4r17F4IwLMqJeh0qvagjMATSMRO7agE/mNH1bhysfxHDmc859SC5To9p7mEowIqG0EngIo1bke74y+niVPZJSk07Tr1tbYpPGFiyccGAKNRiUGnjaCsMjYuolsXhUSXJ7yobleX6ro7ZYTOO47GOzDCEy5U36Pb2TgVKDCCTgAVLXDoJTWtWuzY0TCxvdOqb1BwyWoW/AbgKZUcdNoIPCsj8JT4LFE4BJ7wArPnpBrXtShw6KDjaOJ3kIGpV6h3SxcNF0AREHQCqHgpU9klJRcbdHcC8JJqCDpthGTs1A4kI/BEuao5sF8Nm9Y4miyk5O8dZ2bN1akFLbICgZKPD6gGBJ0Aqkb91g26YM8zjiNpujsXLNfZmbNKPjYAyEc1BZ02QjLW8QSSEXiiXBjBftVv3aDafXudRyXDin3dsOob1P/gep276RZXxghUC4JOAFVl7A+/r8Z1LfG/shqSrNSpJP0PtWlw8ltdGSMA5KIaw06JtR8lAk8gGYEn3DTmlZfVtLRZZs/rjqOJ3y8GJ1+ivvYuvl8AJUDQCaDq+E4cV+OK+4adym4Fxur0vEXsgAigbFVr0OlU7UEZgSeQiJ3aUUpGKKS67k7H5qexe+T8XnHuphnqb21jqjpQIgSdAKqSEQpp3I62pKnsqejuBOCmy95+WU7neSHMKiaCssrYuIhuXRQSXZ4oJv+xo2pcuVj+I4cznmMFxurUguU6M2tuCUcGgKATQFVLmcouI3qZ2t15ZtZd/CUWQNE5w81MG894OcwqJgLP7BsXeeV3hM8ShULgiUKr29Wluu5OGaHzjqOJXZzhCReqd0uXBqZeXvLxAdWOoBNA1Uv/F9nEYkWKrK3T/1AbBQuAgssUbqZD4JkdIVlEui5PdmpHtSLwxGiZPSfVuK5FgUMHE+9I+toQuupq9W7uklXfUNLxAYgg6AQARaay12/ZoNq9u7Oee3rOPTo9bxHdnQBGJZ9wMx0Cz+wIySrn94TPEoVC4ImRqDmwXw2b1jhmgUnpZoKdnrdIp+YtLunYACQi6AQAh/RFTCq6OwGMxGjDzUwqYX3GYmLtRwJPIBkbFyEXRrBf9Vs3qHbf3mHPs+ob1PvIdoWmXVuikQHIhKATAJLksri47fSce3T6M/OYmgIgo2KFm+lkW59R8kaYVUzVHpQReAKp6PJEOmNeeVlNS5tl9rzuOJraxTl46RT1btmpoYsnlXR8ANIj6ASANPKZyh6ecKH6Wtv4Cy6AmFKGm+lUSphVTARlldEJTLcuConAE1Lke0Bdd6fqdu1MvkfJa/ifnTlbwaWrWdIKKCMEnQAwjNp9e1W/cU3SrorpnZ0xU8Elq+nuBKqU2+FmOgSe2RF4slM7kIzAs3rlOrPLCoxVcMV6nZ0xs0QjA5Argk4AyMJ/7KgalzXLf+zVrOfS3QlUl3IMN9Mh8MyOkCyCndqBOALP6lK3q0t13Z1ZGxwGJ1+ivkc7NHjplBKNDEA+CDoBIAdGKKT6jauzLkRuOztjpk4taFF4wsQijwxAqXkl3MykEqYrFxMhWeUE43yWKBQCz8pm9pxU47oWBQ4dzHru+ek3qK+1jRlcQBkj6ASAPOQzld2qb1BwyWqmtAAVwOvhZjoEnsNj7UcCTyAZO7VXnpoD+9WwaY2MYH/Wc08tWK7Tc5pLMCoAo0HQCQB58h85rMaV9+U0lV2SQtOuU19rG92dgMdUYriZDju1Z1ftQRmBJ5CKLk9vM4L9qt+6IafZWuEJF6rv0e0KXXl1CUYGYLQIOgFgBIxgvxo2rVXNgX05nU93J+AN1RJuplMpYVYxEZRVRicw3booJAJP7xnzystqWtoss+f1rOcOTL1CvVu6aFgAPISgEwBGoXbvHtVv2ZDTVHYp0t3Zv+JhDV08qcgjA5ALZ7ApEXpIBJ65IPBkp3YgGYFn+TNCIdV1d6pu186czj8za66CS1YXeVQACo2gEwBGKd+p7FZgrE7PW8QaP4BLqrlrMx8EntkRkkWwUzsQR+BZnvzHjqpx5WL5jxzOeq5V36D+B9fr3E23lGBkAAqNoBMACsAI9qtxXYvG/vD7OT9mYOoV6n+oTYOT31rEkQGQCDdHqxKmKxcTIVnlBON8ligUAs/yUberS3XdnTnNwBqcfIn62ruozwEPI+gEgAK6YM8zGrdjc85T2enuBIqHcLPwKmW6crGw9iOBJ5CMndrdY/acVOO6FgUOHczp/HM3zVB/a5usQKDIIwNQTASdAFBgY155WY0rFst34njOjxmYeoX6Vz6swUunFHFkQOUj3CydSpiuXEzVHpRVWuApVe9nicKhy7N0ag7sV8OmNTKC/VnPtQJjFVy6WmdnzirByAAUG0EnABTBSKayS9LpOffo9LxF/CUZyAPhpnsqJcwqpmoPPKXKWfqAzxKFQuBZPEawX/VbN6h2396czh+6eJL6Nm7XwNTLizwyAKVC0AkARXTBnmdUv3VDXo8ZnHyJ+h9q81TBlbxztUTxjuIi3CwvBJ7ZEZJVztIHfJYoFALPwhrzystqWtoss+f1nM4PXXW1ejd3yapvKPLIAJQSQScAFFm+RZet3Ls7swVNFO8oNMLN8kfgmR0hWUQlLH3AZ4lCoWYaHSMUUl13p+p27cz5MafnLdKpeYuLOCoAbiHoBIASMIL9alp1X86LodsGJ1+i4Ir1Cl15dZFGlp+RBE0swo/RINz0rkqZrlwshGSVE4zzWaJQCDzz5z92VI0rF8t/5HBO51v1Dep9ZLtC064t8sgAuIWgEwBKqG5Xl8bt2Jz3487OmKngktWuTK0pZNBEAY9cEG5WlkqZrlwsbHZD4Akk44/Euanb1aW67k4ZofM5nT8w9Qr1bezQ0MWTijwyAG4i6ASAEhvpVPbwhAvV19pWkr9AFztoIvBEMsLN6lAJ05WLqdqDskoLPKXq/SxRONRMqcyek2pc15LXTKmzM2cruHR12S4JBaBwCDoBwAVGsF9Ny5sV+NlP8n5sLt2dRiiUdyHnRtDkdvHu/Jn5AlF6hJvVqVLCrGKq9sBTqpylD/gsUShu10zloubAfjVsWiMj2J/T+VZgrIIr1uvsjJlFHhmAckHQCQAuGte9XXXdnXk/LjzhQvWvWK/z029I/7w72nPayKhcgqZSFu+Zfma+QJRGufzOwX0EntkRklXO0gd8liiUaq1XjGC/6rduUO2+vTk/ZnDyJep7tEODl04p4sgAlBuCTgBwWeDffqLGlYvznsouSaFp16mvtU3hCRMTjk+YNUNnb/lrnZk1N+Ux5Rw0Fat4z+dnrtYvEMVUzr9zcB+BZ3aEZBGVsPQBnyUKpZrqlZEs+3R++g3qa21zZX17AO4i6ASAMmD2nFTjqkUjmspu1TcouGR1bEqOEQrpzdPeqfCEC3Vy30uyAgHPBU2FWIR/tD9zNX2BKAav/c6hPFTKdOViYe3HygnGCTxRKJVcrxihkOq6O1W3a2dejwsuWZ32j/0AqgNBJwCUkZFOZZfi3Z2+E8c1fk4k9Fxx1tTOkOnpL1L5FPDFCNcq+QtEoRFuolAqZbpyMVV7UEbgCSSqtJ3a/ceOqnHlYvmPHM75MeEJF6rv0e0KXXl1EUcGoNwRdAJAmQkceklNqxbnvMi6U58l/euQqQ/5w5KkU7X16vjEMg36/IUeZsllChxLFa4ReKZHuIliq4TpysVU7UFZpQWeUvV+ligcr9csdbu6VNfdKSN0PufHDEy9Qr1bulKWcwJQfQg6AaAMmT0n1bS0WWNe+cWon+uFa27Wj981rQCjKg/OL7VS6b8QVlrHxEgQbqLUKiXMKqZqDzylyln6gM8SheK1wNPsOanGdS0KHDqY1+POzJqr4JLVRRoVAK8h6ASAMjZuR3ve6xIlq6SuTqdMX2jdGINXvkCMlDPYlPjyDfcQeGZHSJZ96QPJG78nfJYoFC/UKzUH9qth05q8ZjRZ9Q3qa23T+ek3FHFkALyGoBMAytxoprLbKq2r04nAszjo2kQ5I/DMjpCscn5P+CxRKOVYrxjBftVv3aDafXvzetzgpVPU9+h2DU5+a5FGBsCrCDoBoIzZYdMfm5a+e8kfadJrvxnR81RqV6fTcF9oSz2GcvoCkQ/CTXhRpUxXLhbWfiTwBJKVS70y5pWX1bS0WWbP63k97txNM9Tf2iYrECjSyAB4GUEnAJSZTGGTf2hQH/rXA7rmV4dG9LyV3NWZzO0uz3L5ApELwk1UCnZqz67agzICTyCRW+uOG6GQ6ro7816eyQqMVXDpap2dOatIIwNQCQg6AaAM5BM2vePYYd12cK9qQufyeo1q6OpMRuCZHuEmKh07tQ+PoKwyOoHp1kUhlapm8R87qsaVi+U/cjivxw1dPEl9G7drYOrlRRoZgEpB0AkALhjt5i5Np97Q7S/+bd5T2cuhqzN51/R0Cv2FrVwCT8m90JNwE9WmUrr3ionAszICT4nPspLkUielU6jPvpiBZ92uLtV1d8oInc/rcaFp16n3kQ5Z9Q0FHxOAykPQCQAlUuigqSZ0TnP2P6WLek7k/JhidHXmW5A/tvUZGYYkGTIiV2KXMgwZkpYu+lTOz5fPe+l24OkcQykCT8JNgMAzF4Rk7NSO4su1Xtq05UuK1EiK1kWGIv+XWDMl105LFn4yp+fP9XejkPWK2XNSjetaFDh0MO/Hnp63SKfmLR71GABUD4JOACiiYgRNE3tP6ppXDmnqq7/Me/q6NPKuzkwF+rpHvyDDMBLCy9UPzM/7+XO1bcceRWt9SdL996Zfp2m497uSA0/CTSA9As/sCMkq5/eEz9I9meulJ2TXSYZhaM2DzSUZz7Yn9kiKl073pambcqmZRlqv1BzYr4ZNa2QE+/N6nFXfoN5Htis07doRvS6A6kXQCQAFVqygqenUG7rqP/5VVx3+yYgCTlsuXZ3pivTV6zpixfnDaxYN+xqfnb80dm7yP3Z3QuSqIWfRL8lxjhTraIh1M0hb29ZkHvcTX5UU+c9aciGf7rOolJ3aCTeB/FTKdOViYe1HAk/kJm299NC2WC2zfm3mTsS75t2fWicpWgMl106xWkmx67FaKfkyqQN0a9vq9GMfYc2Ua71iBPtVv3WDavftzel8p4GpV6hvY4eGLp6U92MBgKATAAqg1EGTf2hQk177rZqCb6gp+IYu+sPvNe7MqZzX7Ezu6kwu1B9Y3RYrrjc+vCzl8bM/3SzDMGWYduFtJhXlybfzDDrlvE9yBp2OK/HbUVseW5Uwzm1P7LFreN2/IF7ED1fAeyXwJNzMLtdpgrx/1Yud2rOr9qCMwBNOKfXSqsdidc/G9an10qxPNSfUSqazJjJTayVnTZRaNyUHnYoHo1LGoDPXmkmKzpqRpfsXzI4dy/R7L2WuWca88rKaljbL7Hk97f3DOTtztoJLV8sKBPJ+LABIBJ0AMGLlGjQ1nXpDTcFeXXTyhMadi4SfTf29ajr1RuycU7X1etv/O6tz0f8CLH3gERmmofaNK1Oe7/Y750YLczvYNJNuZwo204edzq6EjF0KGlnQGWfJkrT1scQuhq2P75Zkxdax8lrgWa6/c+XGfg8XLlmr2poLNLamVmPH1mhMICC/b4xMnylJCg+FNTAQ0oNL7+L9BDu1Z0FQVhmdwHTr5s/5vwNLHtggwzC0ZVNqSDjzjjkJ9ZFp10GxQDMp6Eyqk9J1cg73B+LsQWf8evSa0tVMlv0XYSux+zOfmsmuWYxQSHXdnarbtTPn9zc2jsBY9be26dxNt+T9WABwIugEgDx4PWh6cdtavcWQrvJZGvepxep504Xatnlt7P4Zt90pwzQjxXmsSHdczyvoTH9cjmI9XcGePuhUSgEfvabhgs7o1cgtS9q2OT7tfUvnc7FNj8o58HTy4u9cqXW0t+pjH/+UxtU16LldT2Q9f92jT6h15b28t5BUOd17xUTgWRmBp8RnORzn/xYsXvqQDMNIOHbLrXfINJNrJDNL0Jk57MwUcqb8QdjR3SklLfczwqAzVjNZzutWrD7c0vmcLEnLstRMl/qkQ++5VP4jh/N+vwcnX6K+Rzs0eOmUvB8LAMkIOgEgC6+Hm87CfMF9q2UYph7f9nDs2Idv/utYsZ54aaQW8Y6CfSRdnSldCc6CPW3QqYwFfPSa8gk6I5eWLMvS9i0PSZI2dzyr5fd9RlJ5Bp7lMgav6Ghv1fU3ztCL/7BP773mAxo//kI1NDaprq5eNbUXKDC2Rj6fL6FzhfcVyQg8syMkY6f2SuP83O5dvEqGYWpHx/rYsZs++rHEOinNH4ZNM7cZMGYs3My81I/bQad96XxfMtVMf/HyS5r+83+Sf2gg7/f9/PQb1NfaJqu+Ie/HAkA6BJ0AkIbXw00pXrA3L3hAhmFq5+MbY/ddf8MtkQLd8U/moNOIF/Ppgk7DiBX0mQt1M30350iDzuhFrkGnZMmKXSb+Y4e+j217Rg/cP1cSgafXsTYnCoXAMztCssr5PanWz9L+jObf+4AMw1DXjk2x+/7yQzcn1kt256aZGGym1EsFWOon3UwYN4LO5JqpbdsuWZalB5bM1ep7l+u2g3v1tt8eGdF7H1yyWmdmzR3RYwEgE4JOAIiqhHBTihfsdzcv01Nd7bHjH5h+o0zDEWymCTmTC/fYNKxYuGkmhJpmzkFncldCYYLOyMUIg077etiSZYX1xPZHtGnLl2RZllYsuzvj70A57dTu5d9TwGsqZbpysbD2I4Gn18TqpflLZZiGvrgzUjP9xbUfitZEvox/FM4adCb/YThp+nquQWe8Tkpe1zyxVkpc7mc0Qadj9ouUEnRaVlg7OjZIkp6fO0/v3fsFNaZ7yizCEy5U75YuDUy9PP8HA0AWBJ0AqlqlhJtSvGCf+7n79MwXOyRJV7/vWpmmz1Gk+1JCzmGnYWVZb8p0FudZws7kkDNlOpacRf1og87ExfVTgk4pVrDbQWc4HNbOxzfq0c1PybLCWtUyL+vvhNuBo9uvD1SjSpmuXEzVEpRlQuBZ3uzPYM7di2UYRqxmumbadSk10/BBp3OJn/gfhr26gWP0atrlfpxBZ+DcWd38ry/oyv/zyxG9/6GrrlbfI50KT5g4oscDQDYEnQCqlh1yer2Atwv2T89doC8/s0OS9J6r3ifTZ8oXK9iHKdzTTcNydCQMt05nathZuKAz81SsEQadUrxgVyTolBVWOBZ0WgqHh/TkE49pw2NPyrIsrXmwOaffD7cDR7dfv5rwXsNWKWFWMVVqUJaPSugErqRu3Y72Vn1qzr0yTENffjpSM13559Mi9ZAvUiv5EuokX4Z6yci4TufINnDML+hMPwum+EHnpNd+o1kvfk31Z0+N6P3/8bum6cM/+qmk+E7tAFBoBJ0AqtZlb79Mi5a0evqLWEd7q2Z9ar4M09TuZ3fqXX92pXw+X7wwdxTt8Snrvpy6E4Zdb2q4HUTThJ1pQ87YdKzkoDMaXuYcdDpuOGQOOhOL93C0qzNyGdbQ0JC+uHOzHt64U2tX3JPX74XbIVg5TKuvJOnW+mzb9ox8Pr+WRneftfF+Vy8Cz+y8/N/ZQsnWCeyV3xGvfpb2+zzr083a8+UuSdK7L79Kps8Xr5F86f44bIeczvDTOV091w0cnUv95BZ2xuukNOtz5rPcT55B52X/9e/69eQpCbWSb3BA03/+A137v14a0ft/LlCjb103U7+eHN9V3f5MCDwBFBpBJ4CqZQedNi8V73ZxeMfsu/X13U9JkqZMvTwWcvp8dqHuk+lLV7T7UroTMhXuidOwHKFmLNBMCjqdXQt2YJmuS2HEQWf8evSaRhN0WgldnZGgc2hoUE93b1Prhse1bvXCvH8n3A48y2UMXtbR3qrPzl+qCy6oU03tBaqpqdX6tYsTztn2xB6Fh4YUCp0fdl1XVAcCz+y89N/ZYkr3v89eW/rAS59lR3ur/mbWZ2Uapr62+4t655R3RwLOjDVTmropoV4q5gaO8ePOTYhKFXS+4+i/6y09v9MPr/xQrFaa0Pu6Pv7i13XRH06M6P3//YSL9Y2/vFMnm9JPVSfwBFBoBJ0AqlZy0Gkr9+K9o71VM/9mjkzT0PNfe0bvmPIuSYp0btrdnLl0KGQo2jNuSDTM9PW0YaezMB826FTa4n20QWfGXURTdl9PDDrD4SENDQ5pYHBAX376cUkj/10oh7CxHMbgNR3trbp15myNG9eg3c/ujB2/63P3qab2AgUCY+Xz+bXlsVWSpLXrO/XwmkW8x4iphOnKxVTu/50thUoJxsv9s+xob9Xtd8zRN76+S5JiNZPP54/WTGZizZT8B2LnGua51ktp1ulM7eoszw0c/+bAc/p/4y/SD6/8kCRL7//FQU3/+T/JPzQwovf/5Uvfo/1/casGff6shCU7+wAAIABJREFU5xJ4AigUgk4AVStT0Gkrx+K9o71Vt93+SZmGqW8+/+VYwS4pVqDHOxQyFO1ZCvdsGxINt96UGS3ETcOUDENfenJLwd+DJS3rNaqg0750Bp2WJSvsCDqHhjQ4MKBnRxl02sphSjmBZ+462ls1/fqP6Icvfk/vveYDGj/hQjU0vEl14+pVU3OBAmPHyu/zybIsbW1bI4n3FekReA6vktZ+HCkCz+LpaG/Vx27/lP7uG88l1EuSkmqlpJopafZLrjuvj3QDx6e7txX1fVjSsiGndc0v6vmd5j3fqYNXXq+fTblGt/7web3tt0dG9JqDvjF64X0f1c/e+d68H+v8/wlCTwAjQdAJoGplCzpt5fJFrKO9VTNu+4RM09S3v7k7pWhPDjrjmxE5inafL23ImToNyzmN3VC6dTr3PPdk1jHft2xd2nUOR8J+74d7vqUPPOK4lWvQ6ezmtKevD2pwcFDPfqkz4bULwe3A0e3X94pcf295H5ELdmrPrhyDslIi8CysjvZW/dXHPqG//7uvptRLUmrQmbZmShd0DreBY7oNiQxDX/1K97BjLWStlPy89nuRiV03WbJ08z9/S1f++491/M1/rIm9r6kmdG5Er9s77k36xvV36Pib//uIHu9ElyeAkSDoBFC1cg06ndws4DvaW3XLrXdo/7e/nrZoN4zI1PXUoj17h0Km7gQ76Nz7t8+mvF6uhfnn7lme07SsbDuIbtu8ZtjXyTSeJS0bJDnW5ZQyBJ2RXddj63QODmhXEYJOm9uBo9uvD1SjSgmziqlcgjI3VUInsJt/JO5ob9XNf/U3+s7f/23aeklSpD5y1kyxKeyJNVO+Gzh+8/kvp7xWLvXS3c1Lh522nrZuknOTIqVc2jMO0kkOQd9iSr8cN6QaY3TRwD8OmvrZZ1fpXKBmVM+TjMATQD4IOgFUrZEEnbZSfxHraG/Vh2+eqRe+szdj0W4YRpoOhdSi3TR9WaZhGdr3ra8lPHemIn32Z+7Jsu5U5jWonGtNpazTqdSgM/36nPEpWPZ6ic4x2+9dwvHlD2cOOq2wwkNDCg8NaXBoQLueKl7QaXM7cCyHafVAtSHwzI7Ak53aR8p+fzLVS5KSpq2bsZop/a7r6TZwjNQ3+7/99YTnzVQvzfp0c2z9ztT6KHGd80xrm+cbdA63zE9yzfStD16r6T//p9zf5DQ2nTN1buH6UT1HNgSeAHJB0Amgao0m6LSVqnjPpWhPG3Sm6VAwkot4w9SB7/1d1jHcfufchPWmkgt2M+MC++nDzpSgM13xnjXojP87LtK1ufWx1QlHk4PPxUsfSrsh0dDQkMLhIQ0ODmrXU9tL/sXM7eUR3B5DJcvU0cP7Xb0IPLMj8Ixgp/bcdLS36oYP36rvv/DtLEGnmbFmSh92mjINn/7hhW8lPE+6YHPmHXMcmxIl1U1JGxTl8ofhbHVTpoDTcBRLw61n7hsa1GefXKO3mCOLBc6OGauP9w7qR4NGyWsmAk8A6RB0AqhahQg6bcUs3jvaW3X9jbfoxX/Ynz3ozDAVK13R/oN//G7sscmF+i233Rldy9M5hT39zqIp3QhmjkFnwrQsKX3QGQ888w06o1djU9a3bV4b+1nt99W24L41Clvh6IZEkc2InuraknB+qZRDhyWBZ+E4P8/WDY8rEBirMWMC8vn8Mn2mDEn33TtLEu93tauE6crFROBZOcF4sWsmafg/DEuJQeewu66bpn744vdij0sXbM647c40mzra9VBivRRf7zz3GTDFDjrf8+8/0c3/nP0P3un8ZuIf6bn33aLNX/mSa8s6SQSeABIRdAKoWoUMOm3FKN472lv1wes/qh+8+N3hg04ZCSFnbCpWrGg39S8vvRg7P7lYv+mjH4t3fUZDzeRNiuI7sScuuJ84fT1dsW4OW6w7g0+7ULeDTvvc3INOR9QZCzrjgWe6L4od7a26d/Eqx2ZEQ3qqq931L9RuB45uv77XdbS36rPzlqj2gjrVXnCBNj+6IuWcbTv2aGhoUOdD57Vq+ed4r1Ex05WLpVw2CHQTgWdm+QSdw+26fuhH8WncyfXSjR+5bZg1zof/w/BIlvpJVzulXdd8mKAzcpE+6Pzc8526qOd3eb/XP7n0Sn37PR/SF5505w/DTuzUDsCJoBNA1SpG0Gkr5BexXIt2SfL5/PFi3dGh8JP/+VJsLM5i8IMfujl1alZKV0JioZ68+/pIujpTujkTivd0QadSCvjoNeUbdDrX5nx828MpHZ7z731ATz7xWFl9gXY7cHT79b3I3vF33LgG7XnuSUnSHbPuVt24etXU1CoQGCufzx9bJ21V61Y9sm4J7zESVMJ05WKq9i7PSgs8pdLVTKZhJs6AiW7g+NMf/3NsHM73d/r1H0mZGZMQckbrI3vtzpSd2Eex1E/a9TmzbOCYbV1z22X/9Yr+5sBzeb3Hg74xmh8Ma++AoXmfb1H3F9rK6v8H6fIEQNAJoKoVM+y0jfaLWH5BZ7xof/nnP40ddxbs77/2ekexnroGVdruhOSgM3Y9Q9D5/9m79zi56sL+/+9zzszsNSRgYsFCLY1hAxok1GCiRq3RiECkgoiCCt6VQEiWcIcsCwQMSTbLQrBqvStq1a+1q1ZX134rtrFCDU2IMUn5UQsttCCGLwsJye6e3x8zZ/bMzJnL7p4z5/Z6PsTszm5mzs6ezJ7z2s/nfEqmZlUewE8crLtHIZQevFcEzimGTsmWXSV0jtvj2tp/a/E5cp7vKB2wu4UdHKMwrT4u3M/Vq5e8XkceNUdHHDFLHZ0z1NbWXgidlja7riXLcwovSYlZQUp78JSSc+mDZh0z5a9rPvHL4e3/+i/Fx3Xu4zWve1P1SwBVLExU5XjJrJzxUn0GTPMWcHS868dfVtcjuxp+fveOGXrvAUtnrInPMRPBE0gfQieAVGtG6HRM5+C90QN3y7K0a+eDJY/j/N1XL3m9x3U7GzxwN4zSEZ7u0Fl2Yf3S2ypjZ/lozmqjFJoROvOLEOX/+6u7Pznl70+zhR08o7INcVBtASIHzx8aRfCsj+CZnEsfTPV7ObnQaemhHduLj+P83UWvfl3pdTvLj5nKjpVKQ6fhmgnjPQOm+vT16rGzInR6Xte8Xuic+H9JOvr3/62PfOvOhp/bJ2fO1meXv1/PtLTp01s3FJ+3qCN4AulD6ASQas0MnY6pHLw3euD+29/srAicp75qseti+5XX7ax24F4+DavyOp3VL6xfLXaWHqhXmY6lsmtN+RQ68396h857Bm6b9PckCqIQG6OwDUCaEDzrI3jmJeHSB1M9ZmrkeMm5X+c5OeXU08oWKHL/Mrg0dtY9Xir5ZXCzFnCcXOg8477v6s93/bLh51WSDuZade/IIT1/4eV6atbsSf3dsBE8gfQgdAJItTBCp2OyB++1Dty9DthfcfKpZRfZn7gGVb2D9tIp7O4D9dIFifIH694riJrug3XTmBilWecAXpp+6CymzgZC5939t8b+ZDgKU8oJnkDzJWW6clAInskJ45P5Xtb75XD5L4VPesUpE5f+KY7krH7MZJS/X3a85PWL4fJfAIe9gGPn8yO67GufVGbs8FS+HZKkX5zyBj1w4iLt7zxyyvcRBoInkHyETgCpFmbodDR68F7twL38gH3+SQtUeu0py3OBooqL6nteZN99nSnv6015TV9v5KL61UZ5SlVCp8cqog2HTqli2npST4DDDo5hP36S1ZoGz/OdbkmZrhwUVmpPX/D0Omby+qXw/JMWFI+TvI6ZnGMly+MXwpNfwLH0F8MNL+BYPm3d9b536FTFsVPhreL/v+GBn+j1D/y07vM90jZDD46MaOeYoeNf/zY9MfsYPTVrjkbaOuv+3agp/xlK6ASSi9AJINWiEDodjZyIlR+4e0VOaeLaU/kD9szEqATXBfWdKVmVB+5WMXI2siBR6fT1ya0gWuu6U0GFzrSEuLC/zrAfPyncJ2bX3LBRLa2tyuValM3mZGUy+X+bklavvEASzzeSMV05SEn9JVejkhY8pcaOmaodL0nKh0wrM/HLYPe0dava9PVJLODocZ3O2qGz9PipkQUcJxM6M2Ojuuxrn1Tn888Wn4MnXvQSjXTM0H/NOVb7O4/UH46YpdVf/WLN5zcO3Pv7suUrim8PDw0SOoEEI3QCSLUgQqf74Huq913vRKz8RLb8oN0wjImDdY/p67UO2qseuDsjPD2uN1X9wvqTC53lB+wlwdMjdOb/aCx0brnjxprPaVKFHRyjMK0+rvo39ej8Cz6s9o5OtXd0amv/rVU/d2P/l/TCCwd1w9Uf43lGYmJWkNIePKXkXPqg1vey3vGS5ITO0mOlRo+ZGgqdNWbA1F3A0WvausdxU0XgrBE6Z+9/Ui//9wf12Itfquc6OvX4i47Jf0LhmKkv5sdL1eJmOWInkFyETgCpFlToPPucC/W9//M1SdM7UWjk4F3yvg6VM3Xd88L61VZdLz9on8yCRJ6hs37sLLk+p1forHtx/eqhs2/DDcVb4nrA7pewg2dUtiFO+jf16Myzz9cPvvdNSdIZK96pGUfMUkfHDLW2tiuXy8myMhq3x1Mb8qei1iUAqonr80rwrI/gmZxLHzRyzOR1vFSc6VJxzFRl1XWP46XSXww3voCj6T5W8oidknMMJe/jJjV2XXPneOiKq9dr84brdcXV64tfvy079sdLjcZNN0InkFyETgCpFuSIztcsfZPa2jo0PDQ47ceYysF78Rqdk5yK1eg0LM/p655TsKqHzvKRCiWjFDT10Ll5w/VVn6+0i0JsjMI2xIUz+mjmzCN11FFzNGNmPnS2tbUrl2uRZVnaXDhB5fn0Vh4233n+xcrmWpTNZJXJZpXJZAqvl/nXTPcoLEmybVt9d8T7OSZ41kfwzEvCpQ8me8xkGGblYkReq65brtjpzG6p+MWwUTITpl7odI6HSn9hXBk0q/6CWPVDZ98dN3he390tjvv9VOKmG6ETSC5CJ4BUCyp0rr32dm26/Vq9530f09e/8mnfHmMyB+/5g/ZM9cWIPEYoVB2dULJyqPf1pqYyfb0idHodvDcQOp2wWe25QaUoTCkneDam3ghEnr9K5SfAw0ODeusZ56ilpUXZXIty2Zwy2ZyyZaGz+Esgwyy+7ti2rfHxcfVvWle8zzg/50mZrhwUgmdywnijx0yG4dcCjt7HSxXHTVUWcDTLj48amQmj2gs4brnjxuJxYSaT0UM7thefgzju49ONm26ETiC5CJ0AUi2o0Nl721b1XLdSl6y6TvcM3BbodUCrnYRI0oJX/nn16esV15qqXJioYhpWyTWmJnNhfe/YWTpaQWo0dDrXj6r2HGBywg6OYT8+kqHWCXA+dL5DuVyrcrlcfkRnNqtMxvkvU/I6abpeo2zb1rg9rv6N64qv5UmIYUmZrhwUVmpPV/CUpFcuXFQIne7L/DjHTa5fCledxu4azVnlOp2lozqDXcBxy8YbK77eOO7LfsZNN0InkFyETgCpFlTo3ND3BV3d/QFdcc16mYapjbdfG9jJQKMH8JL06iVvmFiBvfwgveq1p0qnYVUsSOSahjXZ6esVK4mWHbAbhuE5mi2OB+pxEHZwDPvxET+TOQEeHhrUir98d3HV+mw2V5i6npVVCJ1W8ZdArtCpwohOV+h0JCWGJWG6cpCSELanI2nBU2rsmGnxa9449QUca/xiOJAFHA1DdyboeCmouOlG6ASSi9AJINWCCJ1S/mB6y9Z7tWblBcXbgj4JaOREzCsa/sWbz/Q4cLfKRnF6T8PKH6yXXm/qy5+/y9evK64H6XEWdnCMwrT6JGpkEZ44PN9TPQEeHhrUWWe/W7kWZ+p6Nh87y67R6bzuGYWgYMuWPT6uLR6h0y3uMSwpMStIcf8e+yEplz6Y6jGTJL35rW+vHzqN+gs4fvkLd/v6NcV9v2xG3HQjdALJRegEkHpBxs47tnxRV625uKkH/pM9EWt0BeJz3nVRyTSsb977156fV2sqfS1xP0BPorCDZ1S2Ie7cz2Fra5taWtuKoxozmYwM05QkjY+N64pV743kc+3HCXA+dJ6f/9pz+RGd2UxWVsZ9nc6ph05H3GMYwbO+uH+P/VDv0gdSPPaTqXwvGz2ukaR3vedD+puvf87zY6vX9k7qvtx/LwnKv/ZmxE03QieQXIROAKkXVOiU8gfQYR3o+30iNpWDcT8fH+GJQmyMwjbEUf+mHr3rPR9UR8cMtXd0auud66t+7h39X9TBA89r3bWXROJ59nt0z/DQoM4shM5c2dR15xqdznU6K0OnrS0bb5zU63ncYxjBs764f4/9kJT9JKjvJYvJlWr2qM1aCJ1AchE6AaRekKEzCjgRg1+iMKWc4Dk5/Zt69Laz3qm///63JUlnrDhPM46YpY6OTrW2tiuXy8myMhq3x7WlsMhXFIK25P9J8PDQoM58+7tKR3QWRrU6IzqdVZb9CJ2OJLwGJ2W6clCScq3W6SB4opooxU03QieQXIROAKmX9NDp4EQMfgo7OIb9+HHiPFevfs0bdNRRs3XEEUeqvaNTbW3tyuVaQg/YzToJzofO85TLtZZMXc9ks/lp65lMfjEiy5pYFdkJnbatLXdMLXQ6khBQWKm9viR8n6eD4AkpunHTjdAJJBehE0DqpSV0unEAD7+EHRzDfvw4qTaFMslx0214aFBnrDgvP3U916JsNqtMNueaup4pTl3PX6czHzolW+M+hE5HUn7pxErttfFzNhkjgZPy77UZ4hA33QidQHIROgGkXhpDp4MTMfgl7OAY9qhE1Bf2SXA+dL6zdERn8Rqd2cI1OjMTqyebZiCh0y3ur8FJGb0XpLh/j/2QhOAp8b30Evbr+nQQOoHkInQCSL00h04HB+/wS9jBMyrbgLwonQQPDw3qbWe9c2JEZ6506rqzIFFxRKeRv06nJNn2uPoCCJ2OuL8GEzzri/v32A9pXqk9SaL0uj4dhE4guQidAFKP0Dkh7Qfv8E8UYmMUtiGNonoSnA+d5yqXa1Uu56y6PjF1PZOZWIzIK3SOj4+rf1NPoD8v4v4aTPCsL+7fYz8kZT9J0/cyqq/r00XsBJKJ0Akg9QidldJ08I5gRWFKOcEzeHE4CR4eGtTpZ56rXEuLclln5XX31PVMYfq6V+i0NT4+FnjodCThNTgp05WDwrUfCZ5RF4fX9ekidALJROgEkHqEzuo4EYOfwg6OYT9+0sTtJDgfOs8pGdGZH9XpXowoP6rTNM38yushhU5HEl6DWam9vqSGskYRPKMjbq/r00XoBJKJ0Akg9QidjUnCATyiIezgGPbjx1mcT4KHhwb11jPOUUtLi7K5FuUKkTObycnKuK7R6Vyn0zAKodMohM5x9W9aF9rPiyS8BrNSe21J+B5PVxJGAsftFxRxfl2fLkInkEyETgCpR+icHE7E4Jewg2MUptXHQVJOgvOh8x2lixEVr9GZLVuMyJJpukKnCqFzY3ih0xH31+CkjN4LUty/x35IQvCUovu9TMrr+nQROoFkInQCSD1C59RE9eAd8RN28IzKNkSF+wRYStZJ8PDQoFb85buLIzorpq5nMsXFiPLX6ZwInfb4uLZEIHQ64v4aTPCsL+7fYz+wUrt/iJuVCJ1AMhE6AaQeoXN6onDwjmSIQmyMwjaEIS0nwMNDgzrr7PMLIzpblM1mlc1klclmi9foLC5GVAidRkRDpyPur8EEz/ri/j32Q1L2k2Z/L9Py2j5VhE4gmQidACBipx84EYNfojClPA3BM40nwKWh03vqumVlYhU6HUl4DU7KdOWgxO3aj0EgeNaXxtf2qSJ0AslE6AQAETr9xIkY/BR2cAz78f2W9hPg4aFBnfn2d01cp9M1dT2TyRYXI7JMyyN02tqy8cbI/6xIwmtwUqYrBykJYXs6CJ6l0v7aPlWETiCZCJ0AIEJnUNJ+Igb/hB0cw3786eAEeII7dDojOrPZbCFy5ldeN01LluUROm1bW+6Ifuh0i/trcFJiVpDi/j32QxJGAk/lFxS8tk8foRNIJkInAIjQGTROxOCXsINjFKbVN4ITYG/DQ4M6Y8V5yrW0KJfNx85MJn+dTivjukanZck0TBlmPnRKtsZjGDodcX8NJnjWF/fvsR/qjQSOyz5S63vJa7u/CJ1AMhE6AUCEzmbhRAx+CTt4RmUb3DgBrq8YOnMtyjnX6MzmXFPXJxYjMk0rMaHTEffXYIJnfXH/HvvF6/U5bpc+cI/ydPDa7i9CJ5BMhE4AEKGz2TgRg1+iEBvD3Abi5uQMDw3qbWe9Uy0tzqrrE1PXM8URnZlC6DRlGPnp6ypMXe+Leeh0JOE1OAnTlYOUhO/xdCUhjA/09fLaHiBCJ5BMhE4AEKEzLJyIwS9RmFLerOBJ3Jw6J3S6R3Q6CxI51+jMj+i0ykKnZNvjiQmdjiS8BhM8a0vC4lTTFefgSegMHrETSB5CJwCI0Bk2TsTgp7BHeQbx+MRNfwwPDer0M88tjujMFVddLyxIlMnIKixGVBk6bY2Pj6l/U0/ifl4k4TWYldrrS0LYno44Bk9CZ/AInUDyEDoBQITOKEn7iRj8E/fgSdz0Xz50nqNcrnVi5fVMthg7LcsqXqfTMM38gkQpCJ1ucX8NjmPMara4f4/9EKeRwMTOYBE6geQhdAKACJ1RxIkY/BKV4NnINhA3gzU8NKi3nnGOWlpa8qHTNXW95BqdzoJEKQydjri/BhM864v799gPcVipndAZLEInkDyETgAQoTPKOBGDX8IOnrW2gcDZHPnQ+Q7lWlqVyxZGdLqmrpdco9OyZBpGIXQa+dBpj6t/47pU/byI+2swwbO+uH+P/RLVldoJncEidALJQ+gEABE644ATMfglagsX9W/q0Smnnqa2tnZt+6f/ywltwIaHBrXiL989MXU9m/MOnaYl03SFTtkaH09f6HQk4TU4TtOVw5CE7/F0RTGMEzqDRegEkofQCQAidMYJJ2LwU9ijPJ3Hf+XCRWpr69Av/5nQGbThoUGdVQiduSpT153FiEzTlAxDRiF02uPj2pLS0OlIwmswwbO2JCxONV1RCp6EzmAROoHkIXQCgAidccSJGPwUleD5hjedrn/82Y84qQ3Q8NCgzjr7/JIRnVn3quuu0GmY+Wt0EjorJeE1mJXa60tC2J6OKARPQmewCJ1A8hA6AaAgqbHTOUlJ4tfmSPuJGPwTleApca3OoDihM1sxonNi6rplZaqETltbNt6Y6NfTqYj7a3AUYlbUxf177IewRgL7GTqHhwZL3ufnDKETSCJCJwAUJDF0DvT1av5JCyRJv/3NzsR9feU4EYNfwg6e7m3gRNRfw0ODOvPt78pPXc+15BcjyuaUyWTyozqt/EJElmkROicp7q/BBM/64v499kOzV2r3K3SWR84zVpynHw5+K/U/YwidQPJkwt4AAEDwMpmMFv75Yg309Sb6JM352qIQqRBvzr4T5r5Uvg1pPxkNgi1btiTZ+d/727bzvmRLMmxJhusvGOX3ALe4vwa7/82Vfw3l/x6T/LO0lrh/j/3gFTdXr+2t2Eek6Ownw0ODuvm2e3Tw4AE99/yI7tzUoxf/0UvC3iwACAQjOgGgIGkjOgf6enXqqxYXpmXm9E8//2nxY0n6Omth5An8EqWV2gme0zM8NKgzVpznGtFZPnU9UxzVaRqmDDM/olOyNW7b2nIHIzoblYTXYBYuqi0J3+PpCnoksB8jOoeHBrWx/0saGxvV4cOHdPDgQa2/aY0kfqYwohNIHkZ0AkCC/fqBXxbfdg5ky6cuJRkjT+CXaiN4wtgGgqcfCiM4i2M67eJtxT9t22NIJyYjCa/BXqP0vEbvpTV4ln+PpXh+n6cj6iOB3cd9+ctzZHTjNZ/QjTffqVvWXd707QGAoBE6ASDBvELIsuUrEj+FvRwnYvBT2NPaCZ7TZ9v5yFneNj1uKMxhl1S4UicmLwmvwXGcrtxM7q85zmF7OqIePJ999hm1trYpk8lKUvFPAEgapq4DQEESp65XCyDDQ4OJ+lqngul28EvYJ/Ws1D45w0ODettZ5yqXa1Uulyte3iObycrKZJTJZIqLEZmmKcPIL0gkSbY9rvHxcfVv6kn9a+h0xf01mIWL6ov799gPflz6wK+p6249t96l3hsu42dGAdPXgWQhdAJAQdJCp1T94JjQOYETMfgl7ODp3gZOXqsbHhrU6Weeq5aWFmUL1+jMFq/RmS1eo9OyvEKnrfHxMUKnj+L+GkzwrC/u32M/TGeldj9D58UfvlxHHvkibdm4jp8TLoROIFkInQBQQOhMN07E4BeCZ7TlQ+c5EyM6czllM86CRM5iRPnYaZhmfkEiQmfg4v4aTPCsL+7fY794/Yyod+kDP2KnNBE8+dlQitAJJAvX6AQAQMlYNAPRUG3xkjC3gZPaUrYtFa7SqeKlOt3rERU+WsibhVuMsj/ht49feo36N/XE8vW31oJlUbg+YxTwczZv9dreiut4TnaU51TxswBAGhA6AQBw4UQMfmGl9iiz87HTtivWX3c+Xgyf5V2Tzok6WKm9tiQsTjVdUV+4CADijNAJAIAHTsTgJ1Zqj45ly1foxz/8rlb85bvzN9h2yarrJe+Wl05DYuH14DiXCEgKVmqvjZXaJxc8AQCNIXQCAFADJ2LwU9SCp5Te6Gnb+WtuSioZyzkxl734niQmrjfDp+66PbGvr2FOV46DtM+mcPYPqTJspvU1GgCmisWIAMAlaQsS1bp4PQsSTR0LKsAvUTipT+Moz+GhQZ119vnK5VryixFlc8pmsrIy7gWJCquum/nFiAwZ+ent4+PasnEdr58+SttrKgsX1ZeWfcLrl07DQ4Opej2OAhYjApKFEZ0AAExS2keewD9hj/D02oa0nGDbduGqnIVrcZb+5t8uG+XpxphOPzghS0rfayjXZ6wvqT9nGxmtmZbXYAAICqETAICuwYQaAAAgAElEQVQpSuqJGJqPldpDYruXIcr/50xn51qc/ktz3PTCSu31JeF62VwqBACai9AJAMA0JeFEDNHASu3Nkw+arqGcTutU6U2Gaz0iQ5LNgM5JIW42hpXaa4vb9bKJmwAQHkInADSBc6KX1hOUtIjbiRiiLexp7WkInvnBm7Zk2+7O6SqdNjPVp4C4OXWs1F5fVGdTEDcBIBoInQAQsIG+Xp1+5rn60Q++o4G+3tSemKRNVE/EED9RC55SQk7iCyM6JwKnO3WWr8JulIzqRCXipv9Yqb22KPycTdzrIgAkAKETAJrgRz/4jl512mvV1t5B7EyZKJyIIRmiEjzd2xDnE3tbxdY5cYM0cY1Oz4t0GlVuTyfiZvBYuKi+Zv+cJW4CQLQROgGgSV7yxy9VS2tr2JuBkBA84Zewg6fXNsTyZL84ojM/df1Ln7+r7l+54ur1kiZG2qUxLBE3w0HwrC/In7PEzWRbtnyFuuZ1ac++PWFvCgAfEDoBoAnW3TKgm29cpY+tvKqpj7uqu0cDfb0clEcIwRN+YaX26fn7H3yn5P0PfGS1TNMs/mcY7j8NGYapzRuuD2lrw0XcjA5Waq/PrwUCiZsAEE+ETgBogvb2DklSR8cRWnvNbTp06IWQtwhhY6V2+IWV2hs3PDRYfPv8Cz8iy7RkWqYs03JWJpJUWIPI42Kcl19xkwzDkGEY2rJxXWIvReIOmxKvTVHFSu21TWWBwDTETffroCOpXyuAdDKe+N/fc6EhACjomtcVyAnBQF+vtmy9V2tWXiCpuScd1UZ0Dg8NpvbkJ6qcuEBUwHSFPWI4SsHTfVJ/9jkXyrIsWZYl07IKodOSaVqyTFOmaclwjep0RnQapiHTMIuR0zAMyTBkyFDfHTcU7z/Or6mM2kwGr3/7rNQ+wevnbBripsN5Pbz4Q6v0xc8NFG9P+tfdiOGhQaauAwlB6AQAlyBDpyTdseWLumrNxYRO1ETwhF+iEjyl5p5Iu+PmW04/WxkrIyuTKUTOTD5yloXOibg58bZhmjINwzWNvTJ05v+XH/7pTG2Py2srcTOZas0USPsoT4d732/ktWl4aDARMXB4aFA33/4pvXDwgJ57fkT9G9fpo5dcqc/cszERX990EDqB5GDqOgA0gXNC0ezIiXjiOp7wS9gLFzVzpXZ33HQew7nN/Vt92/WGXbyhyu/9bUmG5zuerrh6vWzZ6tuQH+UZxdd74mbysXBRfY1cw9z9mjL/pAWerzFxMjw0qE13flm2bSuXa1FrW7sk6YiZR4W8ZQDgL0InADRRWk8oMDUET/gl7ODptQ1+hIJ64WHZ8hX6yY++p9PPPFe2bRcWWrerds087w+6M2e95Nl91a2ybVtbNt4oKfzXfuJmOhE8p678Opa//c1OSdJrly5TLtcS2xGehw4dUiabUSaTH+UuSe2F4AkAScHUdQAoE9T09bDUGrHA9PV4YUo7/BKFRbCmEjzL40OjU05PP/McWVam8J/rGp3F63M6U9grr8/pdZ1OOVPYy6auS5JdGCqaD6vjGrfHNbA5/xw3+7IlDl4z4Kj2y440Bs9al/aRpMvWrNMLLxzUwYPP6/nnn9Nzz/4//f0PvqMVf/luDf7tN2IXOp2va93Nd6qltV3XX/UR3Xz7PVp37SWx+1qCwNR1IDkY0QkAQEywUjv8EqeV2n2ZLmpXvFH5rl36sYqV123JLrxfewK7Jj7Jzr9x6eobdXf/LcX4GFRMIm6inkZXapfSFT0dzuvNjTf36/Dhw8q1tKq1tU1tbR3q6Jihd13wIf3NvZ/Tey+6RF/90j1NC4RT+SVPNTevu1ySdF3PZo2PjU9ruwAgigidAFBmz7496prXVXw/jQf6iDb3Psm0dkxX2NPavYKn39fCs13/X/pW2fu260+j4k2PDzjvV5vMbsiQXfzQJauuk2GYJUFyuj9jiJuYimq/7PC6PW3HQbdv+muNjY0pk8kqmx3VaC7nCp75ad5t7R1N257yyPmW08/WT370vUm/Npa/tt7We0XxdgBIEkInAHhwT11xomfaDvQRD1zHE36JWvCU/DwBt4uX5rSdmmmXpk/bdaNtlK9BVAiZ9dcjmhjI6Xqn/K9cuvpGGWZ+6vtURnkSN+Gn1Wt7uY6nJoKilcnkL2lhWcpkshobKw2ekorBs1luvPlOHXj+OT377DP69NYN+sBHVusLn+2fUuwEgKQjdAJAHU70JHgiygie8EtUgqd7G3w7Obed/1xjOm274sN1p6Y39EluHp9cuI/Lr7hJhmHUjUnETQSJhYvyNt355fwblmSapsbHxwvX880UR3hKUksheAbNWSl9bHxMra1tau/olCTNmsVK6QBQDaETABrkDp5JPshHdExlpBfBE34JO3h6bYO/1+i0VTmJvfxzvD5cfvFODyXDOr3uv/Lvr77yZhmStmxcJyn/b5m4iWardf3eNATP8fHx/EJjhf8sy5Jpm7JNU5ZlaWw8f/qczbU0bZvGxsdkmZasFkvZbE6S1N4xo2mPDwBxQ+gEACCCBvp6dcaKd+qHg9/WQF/vpE8oCZ7wS7XFS8LchskGT9sjatqF/7Pd75R+tJAkbdkl66q7P7fxYZ0rL79eW+9cr5WXX9/Q5w/09Yb275YFzyBV/2VHkoPn4cOH8nHTtEqCp2FYMgxT11xxkXpuvUu2XecXIj56Zv8f1NbWrlyuRVd3f4CV0gOybPkKdc3rYuV1IAEInQCQcM6oIA6I4+eHg9/Wole/Tm3tHVOKnRIrtcM/cVqp3YvtGtXpmSgqbrQbG71Zfk3PwnBOY+LDdXto2P8+3Y8v5RdjyWSysqyMui+7sHg7rx3plKaV2g8ceF7ZbFaZTFamacm0TJmGWQyekmSaVunlLwJ2W2938e0bb+5vamQFgDgidAIAEGEv+eM/UUtL27Tvh5Xa4aewp7VPNXjahXZZXJnIub3udHW5Vlgvu7negxpG/q+WuWvLzcW3wx65+bGVV6utrV2tbe365C1X6tq1H574nK1fl22Pa3R0VFeuvojXjRSrdh3PJK3UfmvPal113SeVy7Uok80pk8kUR3g6oyklad11K5vyC2RnpfTz3v1BzXnxMbpl3eri7QAAb4ROAAAiqueWu9R742X62Mqrfb1fprXDL1ELnlKVAFDlGp35GetlCxMVZrk3MpizcYacJLr1zvWSovPv7p3nX6xPb91QfP/Ciz6h9vYOtbS2KZvNafXK94S4dYiipCxcVG3Gy5NPPqGOjhlqbWtXS65F2WxON91waX7K+ritnuubEzkdy5av0Le+8fni2wCA2gidAABEVFt7uySpI6BFBwie8EtUgqd7G9xBwOsanc5Hyt+qtvL6pBdaL7gz4peN+PY3v6j5Jy3QnBcfo1lHvki2bRdGvUqybV1x9Xpt3pC/rmgUtx/hSUrwdDijJ7/w2f6Kj11zw0aNjY1KZjinzwROAGic8cT//p6LfADAJMVt5fVq1+gcHhqM1deRNgN9vdqy9V6tWXmBpOBPFJ0VnokZmK4oxHP3KM+3nH62LCtTnIZqWRmZlpVfydiyZFqWTNPMX5Ov5E9ThmnKNAwZRuF91wIlMoz8MkWGSpYrcsKgFP1/T+XX5/QS9a8B0VHt335Ug6fX8dHw0KDOOvt8HXHELHV0zsgvBNTSqk23XyeJ6Jhkw0ODLEYEJAAjOgEAiKhV3T1as/IC3dH/RV21+uKmPJ4UjUiFeIvaSu0/+dH3dPqZ5+ZHK6owwrPwq/6KBdfLlQzlrD6uM05x0y1O24roS8JK7cuWr9D3v/dNz9sBANHHiE4AmKSueV2Son2QXq7WquuM6oy+qa647sfjOoghmK6wA7rz+G9/xwWFUZ3ukZ2FUZzWxEhOZ1SnYRiFP00ZplFcgbl8JCT/RoBK1X7ZEZWV2msdHyF9GNEJJAMjOgGgAU7clPIH6o1M9QP8EtZJICu1w09RuY6n+/X7XRd8SLJtjyt15t+2bTs/Rb3grr7wV0qPA6+fkTxf6ZSGldoBANFC6AQAD+6wKXGCBjCtHX6JSvB0b8OFF30if4PHPKdP3XW759/FhP5NPSW/BOy97R7lcjllMtn8qFnT0OqVF2jzwFd0xar38TymUNIWLgIARBehEwBq4GQMKEXwhF/CDp5e21Drc+Ctf1OP3nvxJXr++eeKsbPnuksqPq/v7q9p9PDhELYQUULwBAAEjdAJAFWs6q48CAeQR/CEX6K2cFEYjx93zz83oq9+8R5J0tnnXKDOGTPV3t6p1tZWZbI5mYap7ksvDHkrESVeI6sJngjD8NBg8W2uzwkkA6ETAGoojzkSJ8CAG8ETfqkVPpq9DezPk/N/vvVlzT9pgV784mPyK9sX/1PFQvU8pyhX7ZcdBE8EhbgJJBurrgOAh655XVUPqJ2VqON0wM2q62gWVmqHn8IOjmE/flw0skAfzyEmw+vfXhArtbPqenoQN4H0IHQCgIdaoTOOCJ0IgxM9CRyYrrCDI6P6gear9e/Or1GehM5kc8fNZctXaHhokMgJpAChEwA8JC10StUP5gmdCBrBE34JO3hGZRuANAkyeBI6k6c8bpZ/jNAJJB+hEwA8EDoB/xE846uRqclTMdV9IQqxMQrbkFS19jee7/QKIngSOpOhVtz0+lxiJ5BshE4A8EDoRNjc17qU4nVN2HoIntHSSMRcf8dnZBiGDMOQZCj/hyFDhvL/c/9p5Neecf4sedv5vLw1NVbibmT/iMKUcoKnP9zfy+t7+pRraVUul1Mmk5WVycg0DNm2tObSCyTxfKddtX93UwmexM54mkzcLP97hE4g2Vh1HQCAiBno69VrXvcmjY4e1uHDh3X48Asa6OtNTOxkpfbweEXNnlsG8iGy8F/PdSsrPuf6qz7ajM1T/9Z75WTQ1SvfU/Hx8n2FldqToX9Tjy58/8fV3jFD7e0dWt/bXfVzN/R9QVd3f6CJW4coYqX2dJpq3ASQLoROAAAiZKCvV29+69s1NjYqazSjX/3yvpKPJemkrTx4SkQiP3lFzet6NueDpgzdetMaSVLvjatKPueiD10mwzCL4bP0P7NiZGfx/cL95t/WxNtS8c/K0Z4TwzsNSatXXlD5dWy9V870ozVlH3fvL2EHx7AfP+6ee25EX/vyX0mSzj7nQnXOOELt7Z1qbW1VJpuTaZgaHT1M5ESJar/s8AqhSfr5mSbETQCTRegEACBiWlpaNTY2pn/46Xc0/6QFJR9LWuyUSk8+iUTT4z6pv/La24txcsP6qyRJt/VeUfz4uy/8iAxzIl6ahT9rK7/iUb3Pb4Cdvxtb0hVXr6/4cHn83HL3vZJs2ZK6C1Pfoxw8w9iGOPrb73xVJ550sub80TGybVuybUm284c233F98XN5PuFl9dpe9W/q8QyeEqM844S4CWA6uEYnAFSRtOt01roGFdfpjIaBvl6d+66LND4+ru9++ysVkdM0TVlWRjv/7V8T//3iOp6Ncwe17qtukWEY2rzhhpLPecc73yfDNGU6ozLNibBpmKWhM3+bUWNUpzOas9ptKr7tjNysOaKz5A/vcGo7gdWW+u6Y+Nr67vpqPpBe9t7ibdWu2cfCRdHHIkTwy2QWLuIandHQjLjpPAbX6ASSjdAJAFUQOtFsA329es/7Pip73NY3vvZZzT9pQTFu5v+zCv9ltO2f/iEV3zOCp7fy6ZiGYejOzTcVbzvz7e+SYZgyTaMQON1x0zt0VsZO/0Kn15+Fz1LhjdL3y7hDZ/E929aWjeuKn7Ppzi9LktZe/n5JBE8AjQVPiVGDYWlm3JQqR9wTPIFkYuo6ANSQxGnCiLZctiU/bVNSW1u7zELYtMx85DQtS5ZphbyVzcPCRRPcJ+WXrLpOhmFq6523FmPw8rf9ZSFumoXPcs0JNybeVelHq7PtYpBs4OZqd+L9KFUfvO5WlVi99uZ89rTtYuDc2P8l2batq9ZcXHNKu/u2Zgl7Wj2QNlFYsAylwoqbbs5tXfO6JBE8gaRhRCcA1OEcBMU9eDKiM/oG+nr14Y9fIdnSX396s5a87i9kmYW4aVkyzYk/TdPUDwe/lbrvmxP1pPScrDon5x+95EoZhqlPb91Q/Ngbl72tuD/kR23mQ6dZmHpumqbrT2Ni+rpze8XoTddtrmnuxfdllKzQ7rUQUemITk38HaliESKvBYm8Qme1EZ22rWLotG1b4/a47t5yiyRpQ9/ndXX3B2vuJ2GHj7AfP6lqTYF38JynQ619gVGczROFuFmLez8hegLxx4hOAKjDOeBJSvBEtGWzLXIWfGltbSuGTidm5UOnKTNFozrd0rRwkfP1ffCja2Qapj5zz0ZJ0muWvqm4P+QVFm2Rkwht2bZRNurSazin1+hJW3b5BHLXr8Rto954S4+/7wNnQGq9jxmSVl5+g2x7XFd3f1C3b/prXbv2w5Jqj+qJysJFSd2Xm8V5Hq+4er1aWlvV0tKmXC6nbDaXfx01TNm2rbGxUa29/P083wnFlPRoiHrcdHP/3a55XcROIOYInQDQIIInmiGbzRbfbmlpk2WZEyP2yv58z3s/murLKyR1Wrvz9Vz0octkGKY+/5ktkqTTFi+tHriL4bI0XlaZtV7x8eq3e701pTsKhlcBLdz28Uuv0bVrP6z1d3xGtm3rhqs/VnUfCTs4RmFafdz1b+rRe973MXV0dGrzhutrfu4nN3+uSVuFZiFuhs8dHaXox01HIyPAAcQLoRMAJqk8eEpET/gnk80Wx8O1tLQWwqY7crqmJxtmnXtLhyQFz/5NPbrwok/INEx96XN3SZIW/vliWZbre20X/88ZzFl9pGV56az2uR5B0qsfRl9p+fzoJVfp+qs+qls++VcN/e2oBM8wtyHOnht5Vl//yqf1xje9TTNnHaUZM2aqrb1Dra1tymSzMg1To6OHdc0VHwp7U+ED4mb4mjFqs/xx/I6bXtvNqE4g3gidADBF7gMgRnnCL9lMtrjSSy7X4gqdpYHTIHRWiHPwdLb5Pe/9qL72pU9Jkl5x8qmyrPwIzol0Vxo4Pdf5qVgsyP2JrrdL/n6Vz/F8v+zxVDbms9an+zLCs9ZE9sqPfuhj3brxmo/rpvVbddP1KxvaL8IOnlHZhrj5u+/eK0kat8dlF67bmr+Ug60td9xY/Dyey/giboYvqXETQHIQOgHAB3GY1r6qu6fmgkSIBiuTLUaqXC5XGTeLi8vkF4r5+KXXpHr6upe4Bc/+TT06790flGEa+vpXP6P5Jy3IL+QjJ9jZzv/KFD86mQxZdrvrmppBTjOf3FLt1ZVUzHpX7nSWNjJ08YdW6abrV0764aIwpZzg2Riv0bDVPo54IVCFj7gJIE4InQDgI6a1YzpWdffott5u9dxyl2669W7ddMOl+sBHVlfETcMwJlbRZlRnVeXBU4pe7Ojf1KNzznu/bHtc37r3i5p/0gLXR/Oribvfn0ibE7dUG7zpb7escW9VPxT0BTprK3ZVQ9OOrFGYUk7wbBzPTfwRqMJH3AQQV4ROAAiAV/AEGmVlrGLAzGaz+bhpmjINoxg3jeLb8bhyYpiiulJ7/6YenX3OhbJtW9/+Znnk9FA2a710rObExyZmo+dHUXpNLS+/Tmfxc1x38MW/vnOqX9qUXXH1rT7ci5FfmMljEOm16zbp9pvX+rI6L8ET8BeBKnzETQBJQOgEACBiLCtTDJiZTNYzbhI6pyYq09r7N/XorLPPl22P67vf/ppn5HQGc9rliw95Koz+NCozaK2l17/x1c9W3cbVa3ubthqt833YvOEGz49PNoBOTGrPT2F3vuzx8fEpbmGlsINjFKbVJ1Wj+z3P9/QRqMJH3ASQNIROAAAiZFV3j66/6qP65ObPa0PfF3R19we0qrunLHZKMgwZInROVRSC57g9ru9/95veIzntakXTuVinXXmze5RmRdS09d1vf7Xi3mrFzP5NPfrAhy+XYZZH9rIRxa59sWLfNIzCzPHCxhTeL/6p/Eb3VQmc1QJo91W3lPTbugqPv+HWq3z/XkcleIa5DUnSv6lHl6y6Tq1t7WptbVNLS5tyuRZls1lZVn60vW2Pa3R0VFeuvojnegoIVOEjbgJIMkInAAAR5FyDU3JGeKoybhrusWqYijCCZ/+mHr31jHfoh3/3rarT1SeuxVlYNdr7E6quvm5L+uHf/U3JbV5Rs39Tj9793o/krwFrGK6omX/fW9kDes17r/a5VXRffetE+HTZvOH6iq9Bkvq8VtB2Lxrv0qzfBYQdPKOyDXHm/Ht44YWDumfgtpqfe9vG6qOhUYlAFT7iJoC0IHQCALRs+QpW7o6QVd09umrNxdo88BX13fVVdV/2Xq29pnDSbZSmzYZGs6GuZgfPH//wu/WvySnXwE6vVddtu2J2+tDf/23xw+Vhs39Tj97xzvfJMA2Zxeu+mqUt0msxI89Wmb+x0eWGpros0RVXr5/IvLbUd8fEyE6vqduXda9z/W2j4q1mhL8oTCkneE6dczmHNy57m2bNOkqdM2aqvb1DLS1tymSzMg1To6OHdd2VHwl5S6OPQBU+4iaANCJ0AgAQUc7U3y1336s1l16gK6+9XZJrtJ8t2VWnOGMqor1Se+Wq65Ktfxj+YfE9d9zs39SjM1acJ9M0CyOETRX/emHOt23YxVHBpTHSHTI9Vi9yPqfkL3ks9+7zwuvdV91SvGbplo0TUbM87K283D0S1NDnP9vv30Y0KApTygmek+P+9/N/h/9eZ59zgWzblm3bumvLzRWfi0oEqvA1I266H0MibgKIFkInAAARtKq7R92XvVdb7r5XhiH1b71Xq1deoLXX3FY48R7X+Lit/k3r6t8ZJi2oldr7N/XoDW86Xf/4sx/V/Vx7YiCj3EM6bUn/dN9w8fPK4+Zb3np2PmyaZsl9GdWHZ9beDnmP7Jy4z2BVuw7n6rW9xQhV/j1y3v/4pdeUfH5Ywg6OYT9+nHgF6vLbUYpAFb5mx02//j2w7wAIgvHE//6eoSAAEJCueV2Rmg4+0Ndb9UByeGgwUtuKvIG+XvVvvTd/KUbbVvelF1Z8Dt+35hjoy5/YTecEr39Tj5a+4S267x9/UnfqumlasixLpmkW/rT0wK/+qbgN7hPEN/zF6cWRm/nIaZW+bzi3l05bL75fuD6n6Sw2ZJYvOuR8zLXIkMd/pQsTFa666VqUqHwRouKFGIoDRr3Kqe1af8l52y5Gzon/xnV3/62RGElZT9jbRcDDdBGowkfcDM7w0KD27NsT9mYAmCJCJwAEiNAJPwz09WrL3V/TuG1rfHxcY6OjOnz4kA4eeF7re7v5vjXZdIOnc5JXP3ROBM5/235/8TGdv7/4tW/Mf04xalrFkZwV7xumzEK8nLjNmAieroWITM/Q6fV+vdApqWz1df9Dp2RrXPZ4/v1xe1z33Lm+5LmKcsgLO3hGZRsQD3EIVElH3AyO++smcgLxxtR1AAAiblV3j9YURnLeseWLGh8f09jYKJEzJM1cuGjnv/26+Bj9m3rUv6lHf37aa2SZVslUdvd/pdfZtAtzzKuslF7j8psVf2eSSv52A3c1pUcrm9duSPrEZddqbGws8pFTisaU8ihsA6IrDoEq6YibwSFuAsnEiE4ACBAjOuE3ZzShxJT1qJjKCM/+TT01R3T+9jc7i/fpnCyefMqriiM8nSntZuF9s2wUp9e09ZIp7IZRfN89nb04otMwpjSqU+5p64URm55T2IsjOifezr81mRGd+fecaev5UZ3j2uoa0Rk3UZhSTvBEHAJV0hE3g0PcBJKP0AkAAYpa6JSqx05CJzA97ghd76Sx1vT13/5mZ8kou/knLZBlZWRZVjF0mpYlywmbljtwlobOjrFRHX/gGT0640U6kG31nrZedp3O6Uxfrxs6NTGl3a/QqcKU9bv6bm7ouY+DKMTGKGwDmsMdp6ToBqqkI24Go3yFeOImkHxMXQeAAO3ZtyeSsROA/yazUrszUvO3v9lZEju9ImdeYe1159fTtuv31CW/si69/flMTq9/4hG9/sFhHTYtPTxrjp5qm6GnWzv16MzZera1U48c9Ufe08YnOX29Ytq855z4aTCUv0/nazTym9e/+SZJ8Q9y5bGg/OS82ZjSnmxRj1NpQdwMBqM2gXQjdAIAAPisket4lsfO6pHT4b4Sp0ffdEdQV2f8dNdiGYahpY8/rPlPPyHpiYpt+X3bDP2+4wj918w5era1Q//xomP0h46Z+kPnTI9t8LNelmv8/vs3rpMU7wAX9VggVQZP922Ilzjsb0lX/guMuMTNOIz6ZeQmAAehEwAAICD1gqc7ItWMnPbEIE675GZbJbcWOqEtuyQXfrpriSRp6eMPe27niw48qxcdeFYnPPVfFR/7r1kv1rNtnfrPFx2jPS/5M/3n7GO9v9hio6xcEqnae1Ox5Y4bJcU3tsU1Nrmfb0Z5xkdc97ckacaozfLH8TtuRnXfqfbchj0iHkC4CJ0AAAABayR41rpup+fsdI/w6bxveHzksye+Ri999g/6k5GnJ7Xtf7z/f6X9/6u2Qwf1s5OWyCtWTiZf5j93Mn/DUN+G64vvxTGuxSEYTAbT2qMtaftbHBE3g9PIc7ts+Qp1zetiVCeQUoROAACAJqkVPMvjUWnwLI2W5ZPX8zPXbc8E2Tb6gt74P/+h0x/bo9kHR6a03U93zNRn33ieRi3LFVFdj1Q2mtOPUZybYxw34zDN0w8Ez+iIQ6BKOuJmcJr13AJIBkInAEBS/sBxoK+XhZOAJigPntLECavXNRFPesUrJdmuNYjcwznLx3TmzXnhOZ35+L/rDf/zH2ofPTTlbT2QbdE9bzxfB7ItVdZEbyxj1vu8vg03lLwft2gWh1gQBPfX7b4EA4KX1n0uSoibwSFuApgqQicAAEBIaq3U7nVNREk69VWL89fsdG4om9d+wsgfdNb/PKzXPvXotLfvsJXRp19/rp7umOkRKUZ92O4AACAASURBVIsXBK0smA3UT+dam444BrIgY8Gy5SsiGw6rfd1cFy94cQhUSUfcDA5xE4AfCJ0AAAAR0Mi0dvfHHa9dukyybS3e/4TOfeL/0wnPTe4anLXc+6q36j+OOkamexl3SZ+5Z+O07zuKAa8RcYgFQUjr1x0FPPfhI24Gh7gJwG+ETgAAYmKgL3/Sw+UFkq3RldolKTM2qqe33qzVLeP6E9N7CvtU9R60tGXox5J+XPExrxPw8gBb7/PjJA6xIAhp/bqjgOc+fMTN4BA3AQSJ0AkAQAwM9PXqTW85Uz/7yQ+4lmpK1AqenQdGtPihf9arfvMvam0b8/2xP3/I1JYXqs8994qacY+Z5eIQC4KQ1q87Cnjuw0fcDA5xE0CzEDoBAIiJn/3kBzr5lFdpx4MPhL0paCJ38Fxg2brr1FfqlL2/Duzx/v24E/Sfp1+k1YE9QnTFIRb4LS0rxEdVGve5qCFuBoe4CSAMhE4AAGLk2OP+VHNfdiKjOlNm3mP7tH3+cTr+8UekACPnEy86Rt9+0/mB3X8UxSEW+C2NX3OU8PyHrxkBrnxxLuImADQHoRMAgBiZPecY5XK5sDcDTZAZG9WCh3dq6Y77NPuZJ32//1Erq5G2Ts0a+YMkaX/nkfrG8gt1MNfq+2NFTRxigd/S+DVHCc9/+JodN/26nEcc9h3iJoAoIXQCQMqs6u7RQF8vB6IxdNvGz+q6Kz+i1WtvDntTEKDOAyNatPtXWvTbB9R54Fnf7/+pWXP0y1e8Rg/NPVmnb/uBTtn7Bx3Mteobyy/U/s4jfX+8qIhDLPBbGr/mKOH5Dx9xMzjETQBRRegEgIDt2bdHXfO6mGaMacu15Efa9W9aF/KWIAizn3lKS3f8XAsefkiZscO+3veoldVDcxfogRNP02MvPq54+9G/f1yS9O03vVtPvOgYXx8zCuIQC/yWxq85Snj+w0fcDA5xE0AcEDoBAIiBVd09Wrvqfdqy9V4dPnRIV625OOxNgk+Of+IRLX5om0783W7f79s9erN8SnpmbFRH//5xff91Z+vfj5vn+2OHJQ6xYDKcr6dWTEna1xw3PP/hI24Gh7gJIG4InQAAxMSq7h6tWXlB8W3E28K927Vk1zYd/fTjvt7vwVyrds49WdtevkTrPrdV+t0PtHrtaRWfd/TvH9cvTnmDHjix8mNxE4dYMB2runsqgmfSv+ao4/kPH3EzOMRNAHFG6AQAIEYInPHWeuigFu2+X0t2bfP9+puPzjlOD8xfpJ1zF2jUyh/iOfuL+8TaOVkfae/UTxct93UbmikOscAPq9f2lnytzttJ/pqjyP09kHj+w0LcDEb5CvFR3MbJWrZ8hbrmdWnPvj1hbwqAJiN0AgAABGzWyH4t3XGfFu7d7uv1N92jN5+aObvq57kDeSNToaMq6rEgKOWjOKP6tS9bvkL9m3piuW95Sev+FjXEzWAwahNAUhE6AQBFy5av0EBfL6MGAZ8c9+RjWrxrmxY8vMPX+9137Al66PhXlIzebFT5KM+oR6mox4IgOeHQ/T6CxfMdvmaNLvQ7bsZh1C9xE0AaEDoBAAB8tuDhnVq8a5uOe/JR3+5zpG2Gtp+wUPfPX6T9nbOmfX9RDp7Epglp//qbgf0tfM0KcEHGzajuO8RNAGlD6AQAAPBB66GDWrj311qya5tmjez37X73HXuCHnzZKdo5d4Fv9+kWleAZh2DQCKJCPCRlf4sz4mZweB0CkGaETgAAgGmYNbJfS3Zt08K9v1broYO+3KffozcbUWvhoiDEYZrnZJRPt33zW9+un/7472L/dSVJHAJV0hE3g0PcBIA8QicAAMAUHP3044XAud23+9w592Q9+LJTtO/Yeb7d50Bf/iS/0WvvBrlwURxiwXSsu/lOPX/geY08+4z+6u5P6gMfWa0vfLY/kV9rXCR9n4sD4mZwiJsAUInQCQAAMAkn/m63Fu/apuMff8SX+9vfOUv3zz9N209YqJG2Tl/u0zHQ16s3v3WFfvrjwSktNObHtPY4xILpGh4a1KY7v6zx8TG1tLapoyP/fZw166iQtyyd0rDPRR1xMzjETQCojdAJAABQR2ZsVAv3btfSHT/37fqbQYze9PLTHw/qlQsX6d+23z/l+5hs8IxDLPDb2NiYLMtSS4ulbDYnSeromBHyVqVHGve5qCFuBoe4CQCNI3QCQAqt6u7RQF8vB8tAHZ0HRrRk1zYt2v0rX66/+dTMObp//qu0c+7Jvo/erOWPj/1TzX3ZiVMa1elWK3jGIRYE6Zn9T6utvUO5XE5Xd39QN99+j9Zde0kqn4tmSfs+FwXEzeAQNwFgagidANAEe/btUde8rmkFBgDNM/uZp7R0x8+14OGHlBk7PK37GrWy2jn3FXpg/ml6dM6xPm3h5MyZc7SyuZxv9+e1cFHaT8Rvu/mK4ts39PbLtu0Qtya52OfCR9wMDnETAKaP0AkAAFAw77F9Wrzrl5r32N5p39feMUN/dcjUdw7beub+nVq19BwftnDybtv417ruyg9r9ZU3+37fjA7PW7Z8hYaHBnXu+RfrxS8+Rrf2rC7ejumLQ6BKOuJmcIibAOAvQicAAEi1zNioFjy8U0t33KfZzzw5rfs6mGvV7j89UQ/MP01XfuVzmn/SAr3EMPSnuZZpTxufilXdPbruyg9ry933as2lFzT1sdNm2fIV+s43v1h8G9MTh0CVdM0IcO7HkIibAIDpI3QCAIBUaj10UEse+mct+u0D6jzw7LTu69E5x+mB+Yu0c+4CjVoZDfT16pULFymbzSmbzWnbP/2DJIUSOyVJhrSx/0u6cvVFzX/sFCFYTE8cAlXSNTtu+hE2pXjsO8RNAGgOQicAAEiVWSP7tXTHfVq4d/u0rr95MNeqnXNP1raXL9FTM2dXfNy9yrlzUls+eqkZVnX3aM3KC4pvA0Hr39TTcMCKQ6BKOuJmcIib4Vq2fIW65nVpz749YW8KgCYidAIASixbviK8UWdAgI5/4hEtfmibTvzd7mndT/nozWqidFLLv2c0i3O9UidCeUWtOASqpCNuBoe4CQDhInQCAIBEW7h3u5bs2qajn358yvcx0jZD209YqO3zFnqO3mwUv0hA2rjDlIP4Ew7iZnCImwAQHYROAACQOK2HDmrh3l9r6Y5fTOv6m/uOPUEPvuwU7Zy7wMetA5LPiVxxiFRJRtwMDnETAKKJ0AkAABJj1sh+Ldm1TQv3/lqthw5O6T6c0Zv3z1+k/Z2zpnQfq7p7NNDXm4qT3zR9rZicOMSqJCJuBqP8GstR3EYAAKETAAAkwHFPPqbFu7ZpwcM7pnwfu196oh46fgGjNxE5TmCJU1jp39QTq+2NO+JmMBi1CQDxQ+gEAACxteDhnVq8a5uOe/LRKf39/Z2zdP/807T9hIUaaev0eeuA6XNCyytOPlXDQ4OxiC1x2Ma4a9boQr/jZvk1W6O4rxA3ASDeCJ0AACBWMmOjWrh3u5bu+Llmjeyf0n3snHuyHnzZKdp37Dyftw7wz/DQoFav7dX/+3/79fnPbNG577pI3/mbLxFfUqpZAS7IuBnVfZe4CQDJQegEAACx0HlgREt2bdOi3b+a0vU3Gb2JOBkeGtQnN39ehw8fUueMI9R91a3qu+OGsDcLTUbcDA5xEwCSidAJACnFAiKIi6OffrywwND2Sf/dUSurnXNfoQfnLdQjRx8fwNYBwclkMrIyGeVyObW2toe9OWgS4mZwiJsAkHyETgBokj379qhrXpdWdffU/2QAOvF3u7V41zYd//gjk/67T82co20vX6KdcxfoYK41gK2bumXLV2igr5fXAtR16NALymSysqyMru7+oG5af7duuv7SsDcLASBuBoe4CQDpQugEAACRkRkb1YKHd+ovtv+syvU3jcKfdsVHnNGbD8w/TY/OOTbQ7QSa4YknHtMRRxyp1tY2SZJpmiFvEfxE3AwOcRMA0ovQCQAAQtd5YESLdv9Ki377gDoPPFvjMysD5xNHHaP75y+K5OhNpJNfK2IPbJ6IUtfftEXrrr2EaBNzxM3gEDcBABKhEwAAhGj2M09p6Y6fa8HDDykzdrjso9VHbx7MtWrn3JO17eVL9NTM2YFvJ9AoJ7ac954P6ltf/7ze/o736O+++/VJh5dly1eUhJv1N60h3sQUcTM4xE3UUv5LJwDpQOgEgCbiOp1A3rzH9mnxrl9q3mN7PT5aPXA+Ouc4PVAYvTlqcRiDaBkeGtT6Oz6jF144qAMHntcnLrtWn7rr9infH+EmvoibwSFuopbyuLln356QtgRAWDhDAABUYLEUBGXh3u1asmubjn768RqfVRo4Gb2JOGlpaVU2m1Nra5s62jvD3hw0EXEzOMRN1FJt/2BEJ5BOhE4AABCo1kMHtWj3/Vqya5vH9TcNybC9Bm9q37En6MGXnaKdcxc0ZTsBP4yNjcmyLOVyLbruyo+o55YB9d64KuzNQkCIm8EhbqIW9g8A1RA6AQBAIGaN7NfSHfdp4d7tZdffdE9NL42cI20ztP2Ehbp//iLt75zVxK3136ruHg309abiBCxNX2s9+//wlNraO5XLtUiSrAyH20nTjMBSPhKNuAlMfv9YtnyFuuZ1MX0dSBmOvAAAgK+Of+IRLX5om0783e6yjxgqxs0yjN5EUtx+y5XFt9fdfCcrpSdEs+OmH2FTIm4i/tg/AEwWoRMAmowFiZBUCx7eqcW7tum4Jx8t+4gzPb00cO7vnKXt8xZq+wmnxn70JiBNrJT+3os+oa9+6VO6ed3lnJjHGHEzOMQr1ML+AWA6CJ0AAGDKWg8d1MK9v9aSXds0a2S/6yPVp6fvnHuyHnzZKdp37LwmbinQHMuWr9BXv/QpTs5jirgZHOIVamH/AOAXQicAAJi0WSP7tWTXNi3c+2u1Hjro+og7cE7Y3zlL988/TdtPWKiRNlaiRrJxkh4vxM3gEK9QC/sHgCAQOgEAQMOOfvpxLd3xCy14eIfHR51rcE5g9CaAKCJuBqN8EaUobiPCRdwEEDRCJwCkGCslo1En/m63Fu/apuMff8R1a3nYzL/91Mw52vbyJdo5d4EO5lqbuZmxsWz5Cg309XKtXqCJiJvBIFyhHvYRAM1E6AQAAJ4yY6NauHe7lu74eY3rb+aNWlntnPsKPTD/ND0659imbicAeGnW6EK/46Y7bErRDEOEK9TDPgIgLIROAABQovPAiJbs2qZFu39Vdv1NqXwUJ6M3AURJs+JKkHEzqlGIcIV62EcARAGhEwAASJJmP/OUlu74uRbu3V72EXfctHUw15q/9ua8hYzeBBA64mZwCFeoh30EQNQQOgEASLl5j+3T4l2/1LzH9pZ9xAmc+cj56Jzj9MD8Rdo5d4FGLQ4hAISHuBkcwhXqYR8BEGWcpQAAkEKZsVEteHinlu64T7OfedL1Eff1NydGb257+RI9NXN2CFsKAHnEzeAQrlBLs653CwB+IHQCADyxKnQydR4Y0aLdv9Ki3z6gzgPPuj7C6E0A0UPcDA5xE7WwfwCIK85cAABIgVkj+/UX23+mBQ8/pMzYYddHJgLnSNsMbT9hoe6fv0j7O2eFtKUA0o64GRziFWph/wCQBIROAAAS7PgnHtHih7bpxN/tdt1aurjQvmNP0IMvO0U75y4IYQuTbVV3jwb6elNxwpimrxX+I24Gh3iFWpK+fyxbvkJd87q0Z9+esDcFQJMQOgEASKCFe7drya5tOvrpx123Tlx/k9GbAMJG3AxO0uMVpof9A0CSEToBIAR79u1R17wurn8JX7UeOqhFu+/Xkl3byq6/KTmjOHfOPVkPHf8K7X7piWFsIoCUI24Gh3iFWtg/AKQFoRMAgJibNbJfS3Zt06Ld97uuvzkxPf2Zzln61fzTtP2EhRpp6wxtOwGkE3EzOMQr1ML+ASCNCJ0AAMTUcU8+psW7tmnBwztct05MT98592Q9+LJTtO/YeWFsHoAUa0ZgcT+GRNwEJPYPACB0AkDKsYBI/Cx4eKcW79qm45581HVrPnA+fcSL9K8nnMroTQBN1+y46UfYlIibiD/2DwCYQOgEACAGWg8d1MK9v9aSXds0a2R//kZDkm1o3DS1c+4C/erEV+vROceGup1o3LLlKzTQ18u1ehFrxM3gEK9QC/sHAHgjdAIAEGGdB0YK19/8lVoPHXR9xNAzHTP185Nfr51zF+hgrjW0bQSQLsTN4BCvUAv7BwDUR+gEACCCjn76cS3ZtU0L92533Zofvbn7pfP1zwtex+hNAE1D3AwO8Qq1sH8AwOQQOgEAiJATf7dbi3dt0/GPP5K/oTA9/ekZR+oXJ79eD/3Zyxm9CaApiJvBKF9EKYrbiHARNwFg6gidAACELDM2qoV7t2vpjp9PXH9T0phpad9x8zS06K16aubsELcQQFoQN4NBuEI97CMA4A9CJwCgKhZLCVbngREt2v0rLfrtA+o88KzywzcNPdvWqX9e8Fr9y0mv1qjFj2oAwWnW6EK/46Y7bErRDEOEK9TDPgIA/uPsCQCAJpv9zFNauuPnWvDwQ8qMHZZkaNyw9OgfHafvLzlL/3PUH4W9iQASrFlxJci4GdUoRLhCPewjABAsQicAAE0y77F9Wrzrl5r32N7ibSNtndr+slP1k9PeEuKWIU0YpZ1OxM3gEK5QD/sIADQPoRMAgIDlr795n2Y/86QkQ7Zh6r9nH6O/f/UZ+s8/+pOwNw8BW9Xdo4G+3kic3A709ep1b3hzYLEzSl8riJtBIlyhHvaR6Fi2fIW65nVpz749YW8KgCYgdAJASPbs26OueV2MrEqo1kMHtWj3/Vqya1vx+puHrax2zj1Z33/NWVx7E6H5xT/+VPNPWsDIzoQibgaHcIVamnW9WwBAbZxlAQDgo1kj+7V0x31auHe7MmOHNW6Y+v3M2frHV75BD847JezNQ4oN9PXqE5ddp0/ddZuO+5M/07wTXk7sTAjiZnCIm6iF/QMAoofQCQDwVD4yAbUd/8QjWvzQNp34u92SDB3KZLX3uC59/zVnaX/nrLA3DyhOK5ekF7/4JcrlciFvEaaDuBkc4hVqYf8AgGgjdAIAitwH72esOE+ZTEZ/992vh7hF0Xf004/rnH/8ro5++nEdzmR1INem+175ej0w/1U6mGsNe/OACuvv+Iyuv+qjWnUFIznjhrgZHOIVamH/AID4IHQCAIojvfJxM6tMJiPLysjK8GOinieOOka50Rf033P+WMOnLtO+Y+eFvUlATS0t+QDfQoiPBeJmcIhXqIX9AwDiiTNYAEBRR+cMWVZGGcuSaWVkWVbYmxQL/eetCXsTEFPLlq9o6nUyV3X3aO3l79eWrfdqzcoLmvKYmDziZnCIV6iF/QMA4o/QCQAoam/rkGlZsixLpmkROoEEWtXdQ+SMIOJmcIhXqIX9AwCShdAJAChqbWuTaVqF/0yZpilJrMwMJAz/nqOhGYGlfGE54ibA/gEASUboBABImrhO5+VX3CTDNGUahgzDLH4MADB9zY6bfoRNibiJ+GP/AIB0IHQCAEpkMlkZhiEZhoywNwYAEoC4GRziFWph/wCA9CF0AgCKVnX3aPOG67X22tsl29aYPR72JgFALBE3g0O8Qi3sHwCQboROAECJVd092nT7tSXvAwDqI24Gh3iFWtg/AAAO44n//b0d9kYAQFp1zesiJAIpMdDX63kCPjw0mLjXgWpfaxIRN4NRvohSFLcR4SJuYrKGhwa1Z9+esDcDQMAY0QkAAABMAnEzGIQr1MM+AgCoh9AJACHas28PozoBIAaIm8EgXKEe9hEAwGQQOgEAAIAyzZo67XfcdIdNKZphiHCFethHAABTRegEAAAA1Ly4EmTcjGoUIlyhHvYRAIAfCJ0AAABILeJmcAhXqMe9j7zpLWfpwIHntO0X/6DhoUH2GQDAlBA6AQAAQrRs+QoN9PVyrd4mIm4Gh7iJWsovCXHxh1bp8OhhHT58SIcPHVJbW7vevHyFDhx4ntgJAJgSQicAAAASj7gZHOImanHvH84vdAb68v82WtvalRkdVTab02jusHKHW9TS0qrWtna95fSz9ZMffY99CgAwKYROAAAAJBJxMzjETdTiFTfdyoPnJy67VqNO8MweVq4lHzwBAJgsQicAAAASg7gZHOImaqkXN71UBs/rNJY9rOxoPni+570f1de/+hn2NwBAwwidAIAKzgkH1wwEEAfEzeAQN1FL+f4xPDQ4pWOH8uB5yarrNJrJKpPN6f0fvEz/9dh/+LPBAIDEI3QCAEoM9PVq/kkLim8TOwFEEXEzOMRN1BLk/lEePIN6HABAchE6AQBFA329esXJC5XNtiiby+m1r38zsRNAZBA3g0PcRC3N3j/cxx0Dfb2swA4AaBihEwBQ4sgjZyuTzSmbySqTzert77iA2AkgNM0ILO7HkIibgBSd/WNVd0/FCE8AAKohdAIAShwx80hlMhllMllZmYwyVjbsTQISwTlZT0NQmu7X2uy46UfYlIibiD/2DyTZsuUr1DWvS3v27Ql7UwAEiNAJAChy4sQF7/+4MlZGViYjy7LC3iwAEeT3SG/iZnCIV6iF/QMAkCSETgAI2Z59e9Q1rytSU8Pb2ztkWRmZliXLtIoBNErbCCB8znTSqb42EDeDQ7xCLewfAICkInQCACq0trbLNE2ZliXTMGWaZtibBCCCnEAymeBJ3AwO8Qq1sH8AANKA0AkAKOGM3lx7zW0yDKP4HwBUUy94EjeDQ7xCLewfAIC0IXQCADy5r825Yf3VTFsHUFd58HQiC3HTP+UrxEdxGxEu4iYAIM0InQCACqu6e7Rh/dVhb0YgnADjIOAiCpYtX5Go6+AGGVfSHjejuH0IHwEcAIA8QicAwFNSgovDCZzzT1rgeXvSvl4gSfyOm+6wKUUzChE3UY97H3H/DCv/hV4zJe2XNgCA+CF0AgASb6CvtyJwOpzbOTEDoiXIuBnVcEjcRD3V4iYAAMgjdAIAoHzwJHYC4SJuRnMbES7iJgAAjSN0AgASrdZoTodpmjJNSyef8ipiJ9BkxM1obiPCU369TX4mAQDQOEInACCVnLiZ/9OUYZoyDVOLXv06YicQMOJmNLcR4WHUJgAA/iB0AgASq3w0pztsuuNm+fuvff2biZ2Az4ib0dxGhCeouLmqu0cDfb2J2ueS+DUBAIJB6AQAJFp53CwPnM7b+T+N/J+mGfZmA4lA3IzmNiI8jNwEwrVs+Qp1zevSnn17wt4U/P/t3W1vZOd52PHrnDPDfZBsIwHyEYgxDPhN0xZI+qYAUSJBzNpBhaho4Yc4sVsnDi0xWim7K5lmFXm1kkzJRFy3cNG4CfqiRYE+bIMCiy76IQoUHfALGC4cFEGdxrZmJi+GhzvkDh+GnDnn3Of8fsBC3OWKPNwlOXP/977PBSsidALQamtra+fHzZnAmWV55HkWWZbH5q98xq5Olq4Lu5LEzWZeI/URNwGgOkInQAMMD4cxWB9YAK1Av39W6Hw2buZ5HlmWHf/ar/393xA74RLEzWZeI/URNwGgHkInAK3WX1ubOZqeR5Znxz/PsuxU3DwZOrMsq/vyobHK3akR4iZEiJsA0ARCJwCt1u+tnRE3Z3d1Zid2dk5/Pn3dCy9+wa5OOEMZOz94b/dKsVPcJHXiJgA0i9AJQKv1+v25x9TLkJlnsz/PngbQmV8HzlbGnTJaXhQ8xU1SJ24CQHMJnQC0Wq/XPxE3Z4+nnxc3s1zohEWcDp4RT6Nn1+Lm7NtaxtujfuImAKRB6ASg1Xq93ty4mWenfu1U3Jz98bkvftXxdVZuY3OrFZ9ns9dfBs6mhr5l79w8HTgjIv7G3/yl419v6p8D84mbAJAeoROAVuv1+qeOqZ/etTk/bp7+NeBqmhb3VnUsvXy7X/zyy/FX//8v48c//n/xF3/xf+N//Pc/i81f/Uz0+2vxZ//l3zfuz4OTxM3ra8s/2gCQJqETgNYqB6W88OIX5h5Jvyhu/vH3Pjjx9izcIE2rvudm+fZfvf8wfvbTn8StW7fj9u3n4/mPfDR+/YXPxn/8D38av/GPfmvp75flEDcBoD2ETgBar+j1LrVr83TcnBdEDvan9xy0GIbmqvIemeX7evPt78aHH34Ya/21WLtxM27cuBU3b92K27efi4iI5577yMqugcWJmwDQTkInAK1XFL1zjqhfHDdnla8XPKFZ6pyU/s7734/xeBxF0YtRbxS9UT/6/bVYW7sRN27cioiI27efi9/92v34zrffcny9JuImALSf0AlA6/WKXsQ14uY8p4NnhIUz7dP02zXUGTdnlQPP8jyPvCiiGPWi1xvFqNeP/tpaRETcuHkrYlLbJXZWV+NmeesWUR2ArhE6AWi1crH3m1966dpxc57Zt2OXJ23UtM/rpsTNiJPXcvwPKZFHno9jMs6jOIqeERE31m7GZKJ0VqGrcbPtxFsALkPoBKAT/vh7H6x8ceRYO5eR2mL9OruXl/WxNiluzjMafRhZnk9vjxERWZZHFHnk+STyvIiIiF6/H29+/WuNvP42EDeBy9rY3IrB+iCGh8O6LwVYAaETgE6oMi4InrRR1buXmx43Z/30pz+JouhFXhSRZ3lkeRZZTHd4FsU0dJb/ZTlOD5zyfRYAiBA6ARpjeDiMwfrAYq1FBE/aalWf2ynFzVl/+eMfR39tLXq9fhS9XhR5cXzfzjsvfT7+2YN/7v6cS2DXJgBwEaETAFZM8KStlvG5nWrcjJhe75PHj+LP//z/xK3bz8XNGzejv3Yj+kfB8/6rX469b34nYhLx9Xu/k9zH1wTiJgCwCKETACpiUjtttWjwTDluzvMvv/MwIiK+9JVX4vbt5+Pb3/pGRES8/o33Yzwax94bv9eKj7Mq4iYAcFVCJwBUzKR2UrHoMKHzgmfb4map3NW5+aufie99972IiPjqS2/EjZs348PRh/GH33i5UhhKFgAAFetJREFUVR/vqoibAMAyCJ0AUCPH2pm1sbkVB/t7yX8enP68fvL4Uatj38bmVjz+b/8pIiI+98Wvxocf/iz+6O03j1/HfOImALBsQicANIDgSRt1KfKVH+uf/Os/OvFzThI3u6Et/2gDQHqETgBab9Hjt3USPCFtKXyfqdrp2xY8efzI9zYAYCWETgBoIMETSFlb78kKADSb0AkADWZSO5CKy8RNuzkBgFUSOgEgASa1A020yM5NkRMAWDWhEwAS41g7UCfH0tOQ0v2pL6uNHxMAyyV0AkCiBE+gKuImAJACoRMAEid4pseuJFKwzLjp2DrQJBubWzFYH8TwcFj3pQBLJnQCNMjwcBiD9YHFIFcieALXZecmAJAyoRMAWsakdmAR4iYA0BZCJwC0lEntwFnETQCgjYROAOiI8r6Q5ctAt4ibAEDbCZ0A0CFl7BQ8uSyDk9ImbgIAXSJ0AkAHGVzUXBubW3Gwv+fvhCuZDZsR4iYA0C1CJwB0mOAJ6bNrkybyjzYA1EHoBKATHL89n0ntkBZxEwDgWUInAHDMpHZoLnETAOB8QicAMJdj7VC/tsRNx5gBgCoInQDAuQRPqFZb4iYAQNWETgDogGXsphI8YXXETVahjfenbuPHBMDyCJ0AwEKqCJ5diKkW64ibAPXZ2NyKwfoghofDui8FWCKhEwC4klVMai/f1sc/8ckTP29z8KRbxE0AgNUROgEaZng4jMH6QNghGcua1H6wv3ccOEuCJ20gbgIAVEPoBACW5qrH2udFzlmzwVPsJAXiJjy9P3SEf6gCoBpCJwB0TBX3hlwkeF4UOSMi/vf/+p8nfr8FM00kbsJJTx4/ijv3HsRoNIr9h69HhOAJwGoJnQDAylxncNFs3DwdjcROmkLchPP1+2tRFOO4c+/tGI9G8a2H9yNC8ARgNYROAGDlLju46Ly4efrttTl2Nu3jMyH+JHETLq/fX4vxaBRFXsSoGMWr996O0XgU33pb8ARg+YROAKAy8wYXRTwNnKIRTSVuwtUURS/yPI/xeBz5uIhxMYpiNI5X7z+M8WgU77197/j3ip4AXJfQCUBn2JXWLMv4e2jSrkfaR9yEq3vy+FE8eO9fxWQymUbOfBzj8STG4zzG+dPo+dr9hzEaj2I0GsX777wREYInAFcndAIAySrjtUUxyyJuwvLkeRGTySSyLIvJJI8sGx/v7pxMxjEeFzHOR1GMxzEqRnHn7tHgoncMLgLgaoROAAA6TdyE1cjzPCaTSUwm2VHwzGMyeRo783wc42eOtY9MagfgyoROACBpdnWyqNmwGSFuVqVpQ7ZYnSePH8V73/6T459Pd3ROpj8ii8n46S7Pp0fax0fH2ovIx+MoysFFJrUDsAChEwCA1rNrk66q+v7U8yLn9IWI7Ghn56SYRBy9PD5xpD2PyXgc48lM9Jwzqb18P76WAThN6ASAjrCbiq4RN6FaTx4/inc/+P7xfTlnZZFFZBGRZZFNJjHJJpFNJkcvzxxtz8eRjY/CZz5/UvtoNIr3332jng8SgEYTOgGA5KV6fL3qnVZdIG5CPcqvvfF4PD2WHtlR3MxiNnlmERFZdvTSJCKbRDaJo9A5jskkO3kPz6NJ7ZP85H08YRk2NrdisD6I4eGw7ksBlkToBAAgaeImVTrY34sI94uc9eTxo3jz7X8ReZ7HaDSKLM8jz7KYZEex85zgmUUWkyjv2fn0Xp7Hk9rzceTjo/A5M6kdAOYROgEaaHg4jMH6wCIK4AziJnU42N+Lj3/ik8cvd/1xuvw6fH3v/fjZz34aRV5EnueR5XlM8jyyLI8syyLLs8gm09g5PcF+6lj7zDH3p4OLjo6zT/KYZCcntX/9jW1f9wDMJXQCAK2Q6vF1Lk/cpAmyyKK/tha/+Ld+uZPfc2a/Dks/+clfRVH0jn5MY2eel//NI5tkT6PnUeyMiGfv4zkveMZM9Dza5QkAZxE6AaCD2nBvSMOVukHcpCkO9vfiF//2L0e/vxb9Xj96/bX4e7/y6U58H5r9Onzplb1nXv/uN+9GRMSduw+i6E1jZ5EXkc9Ez3Ky+jR25s9EzVnPTGqP6fCiOIqfAHAWoRMAgAtVGcfFzXZL+R6XH/3oz00jZ68XxdF/X/iHv9nK2HlR3JxVvv7dB3ePf+2119+Z2eE5jiLPY3y0wzPPJyeC56QcXXTJSe0AcBahEwCggbq2Y1Xc7I5yuvFgfRAR6QTPMvb/+gufjaLXi95RxCuK9iypFomb88z+Pw//8NWIiHjt/sMoer0YH+/wnDnSnk0iz8vj7Jeb1H7npc/5HgHAmdrzqAwAQFLEzW5LNXjevv38UeCchruiKOq+pCs7fb/Nq8TNs5Rv6+Fbr0VExKv3Hx6H4emx9umR9slk5jj7UfR8OrhoTvAEgHMInQB0ShvuTcnZDCRqPnGT01ILnjdv3To6jv10d2JKrrtrc1Hl+3inDJ733p7ex3P07A7PfJKfGFpU7vQsJ7W/8jW7OQE4n9AJAMBKiZtcRirB88aNW0/DXD4Ncykovw6riJvzHAfPb/5BRETcuffg/Ent2clJ7Xde/rzvHwBcSOgEAGDpxE2u6nTwjGhO9Cx3jb/86psndx02UDn0KaK+uDnP8eCio0ntr9x9ML3faW+6u7OYM6n97iu/7fsIAJcidAIANNDpe+elQNzkIhubWzFYHxzHzPPM/p4m7fLc3tmN9995I+7cfRAREZNozhTwpsbNecrre+/MSe2jKPIi7t/7Hd9PALg0oRMAOqRrk7xTMxsKP/XpF+O//ud/V+PVXI64SRWadqx9e2c33n1wN3ZefTNGo1Gt15JS3JznrEnt5RAj31cAWITQCQC0RqoRt4yFn/r0i9Hr9aPo9aJXNOtp2mxMETepS5OC5/bObuy/80Yt15F63LzIw7de872Fyiyy0xxovmY9gwYA6Jjynn//4MUvHN2nbnpss2hY6Cw9efxIgKB2TQmeVb7ftsbND957+mfoewsA19XMZ9AAxPBwGIP1QZK704DF3b793My96aYDOZpGhKBpmhI8V0XcBIDFCJ0AAA1w8+btE9OG8zyv+5IgGU2e1L4ocRMArk7oBACoWXl8fXtnN/I8jyzLI8uzui8LktPUSe0XETcBYDmETgDoqDKupbz4bNsU+V6/H1mWTX+E0AnX0fRj7eImACyf0AkA0ADbO7ux//D1uHP3QUxiEuPJuO5LglZoUvAUNwFgtYROAICG2N7ZjXcf3D3xc2A56gqe4iYAVEfoBKBz2nBkm/YSN2G1qgie4iYA1EPoBAAAOmfZk9rFTQCon9AJAMCF7ISmra4zqV3cBIBmEToBAIDKbGxuxWB9cCIwNsVljrW3MW7Ohs0IcROAdAmdAAAAM+Yday+1MW4KmwC0hdAJAB2zsbkVB/t7rRx6Ux6vbuPHBlRnNnC2JWxGiJsAtJ/QCQAAdJ64Cd3V5FtqAIsROgEAgE4SNwGgXYROgAYbHg5jsD5wDBcAlkTcBID2EjoBAIBWEzcBoBuETgDosHJ4jwVycxzsTyOMndxwPeImAHSP0AkAJK1NU+QP9vfi45/45PHLbfiYoEriJgB0m9AJANAAZeRcW7sRa2s34pf+zt8VO+ESxE0AoCR0AgA0xM///C9Ev78WvX4/+v1+fOrTL4qdMIe4CSzDk8ePjl8eHg5rvBJgWYROgAQIHcvn3pQ00cc+9nPR6/ej1+tH0etFr+epGpTETWAZxE1oN8+eARqufAJWLvAET2iv5z/ysePAWRS9KIqi7kuCWombwDKIm9AdQidAIgRPaLdyl/EXv7wTRVEc//i9l7/emF3ddkJTBXETWAZxE7pJ6ARIjOAJ7Xbr1q3I8yLyoog8zyPP8rovCZZuY3MrBuuDZx7TIsRN4OrETUDoBEiU4AnzlbsOU/yaKK/99197K7I8jyzLIsuyui8LVqZ8DBM3gasSN4FZQidA4ubthkkx8FCtjc2tZGNgFxS9XpR58+Fbr/l7orXaEjjFTaiWuAmcRegEaInZJ3l2eUK6tnd24523Xos79x7EeDSq+3KAM4ibUC1xE7gMoROghRxrpwtOL3ja9Pm+vbMb737z7vHLQP1mw2aEuAlVEDeBRQmdAC0meNI25y145t3GIWW+XqF+dm1C9cRN4DqEToAOEDxJ2aILntndnQCLEjeheuImsCxCJ0CHGFzEPOWk7yYt6C14gCqJm1A9j/XAKgidAB1kcBFNZMEDVEnchOp5rAdWTegE6DjH2qmTBQ9QJXETquexHqiS0AlARAieVMeCB4iYhsYP3tuNl17ZW+n7ETeheh7rgboInQCc0KXg2cR7U7aVBQ9QJXETquexHmgCoROAuboUPFkNC5528g8ELNtslLzO7k5xE6o1+zgf4bEeaAahE4BzmdTOIsRNYBEbm1vx5PGj+NJXXon+2o3jWHnZ4CluQrU8zgNNJ3QCcCkmtXMWix7gOjY2t+J7330vPvuF343f/qe/H2sXBE9xE6rlcR5IidAJwMIca2+Hjc2tONjfu9LfX9MXPcPDYQzWBz43IREbm1vxp9//TkRE/OPPfyV+65/snAiep38vsFpNf5wHOIvQCcCVCZ7dYtEDrFIZMP/tv/numa8DVsfjPNAGQicA1yZ4tpdFD1A1UROq43EeaBuhE4ClETzTMbuwOdjfO/N1Fj0A0C4e54E2EzoBWDqT2pvpvIXNYH1w/HqLHgBoF3ET6AqhE4CVMam9fpdd2Fj0AEC7iJtAFwmdAFTCsfbqWNgAQDd5DgB0ndAJQKUEz9WwsAGAbvIcAOApoROAWgie12dhAwDd5DkAwHxCJwC1qjt4bu/sxsH+XmxsblX6fq/KwgYAuslzAICLCZ0ANIJJ7WezsAGAbvIcAGAxQicAjWJS+5SFDU2W2k5ogJR4DgBwdUInAI1V97H2qlnYAEA3eQ4AsBxCJwCN1+bgaWEDAN3kOQDA8gmdACSjLcHTwqYaw8NhDNYHyX6eANA+ngMArJbQCUByUgues4uaCAsbAOgScROgOkInAMlq8qR2ixoA6Cb/wAlQH6ETgOQ1ZVK7uAkA3eQ5AEAzCJ0AtErVx9otbACgmzwHAGgeoROAVlpl8LSwAYBu8hwAoNmETgBabVnB08IGALrJcwCAdAidAHTCVYKnhQ0AdJPnAABpEjoB6JR5k9pnWdgAQDd5DgCQPqETgE46Pam9XNxY2ABAd4ibAO0idALQeRY2sLjtnd042N+Ljc2tui8FYCHiJkB7CZ0AAAC0mrgJ0A1CJwAAAK0jbgJ0j9AJALTW8HAYg/VBbO/s1n0pAFRA3AToNqETAACAZImbAJSETgAAAJIibgIwj9AJAABA44mbAFxE6AQAAKCRxE0AFiF0AgAA0BjiJgBXJXQCAABQK3ETgGUQOgEAAKjUbNiMEDcBWA6hEwAAgJWzaxOAVRM6AQAAWAlxE4AqCZ0AAAAsjbgJQF2ETgAArmR7ZzcO9vdiY3Or7ksBaiZuAtAEQicAAAALEzcBaBqhEwAAgEsRNwFoMqETAGi14eEwBuuD2N7ZrftSAJIkbgKQCqETAACAE8RNAFIkdAIAACBuApA8oRMAAKCjxE0A2kToBAAA6BBxE4C2EjoBAABaTtwEoAuETgAAgBYSNwHoGqETAACgJcRNALpM6AQAAEiYuAkAU0InAABAYsRNAHiW0AkAAJAAcRMAzid0AgBwZds7u3Gwvxcbm1t1Xwq0zmzYjBA3AeAiQicAAEBD2LUJAFcndAIArTc8HMZgfRDbO7t1XwrAM8RNAFgOoRMAAKBi4iYALJ/QCQAAUAFxEwBWS+gEAABYEXETAKojdAIAACyRuAkA9RA6AQAArkncBID6CZ0AAABXIG4CQLMInQAAAJckbgJAcwmdAAAA5xA3ASANQicAAMAp4iYApEfoBAAACHETAFIndAIAcC3bO7txsL8XG5tbdV8KLEzcBID2EDoBAIBOETcBoJ2ETgAAoPXETQBoP6ETAOiE4eEwBuuD2N7ZrftSgIqImwDQLUInAADQGuImAHSX0AkAACRrNmxGiJsA0GVCJwAAkBS7NgGAeYROAACg8cRNAOAiQicAANBI4iYAsAihEwAAaAxxEwC4KqETAAColbgJACyD0AkAAFRO3AQAlk3oBAAAKiFuAgCrJHQCAAArI24CAFUROgEAuLbtnd042N+Ljc2tui+FBhA3AYA6CJ0AQGcMD4cxWB9ExDTMAcsjbgIAdRM6AYBOKQOM4AnXJ24CAE0idAIAnSR4wtWImwBAUwmdAECnCZ5wMXETAEiB0AkAEIInnCZuAgCpEToBAGYInnSZuAkApEzoBACY43TwjBA9aSdxEwBoC6ETAOAcs+HHLk/aQtwEANpI6AQAuCTH2knVbNiMEDcBgHYSOgEAFiR4kgK7NgGArhE6AQCuSPCkacRNAKDLhE4AgGsSPKmTuAkAMJX94Ic/mtR9EQAAbdLlSe0H+3uxsblV92W0nrgJAPAsOzoBAJbMpHZWQdwEADif0AkAsEKOtXMd4iYAwOUJnQAAFRA8uSxxEwDgaoROAIAKCZ7MI24CAFyf0AkAUAPBE3ETAGC5hE4AgBqdDp4RomebiZsAAKsjdAIANIBJ7e0lbgIAVEPoBABoGMfa0yduAgBUT+gEAGgowTMt4iYAQL2ETgCAhhM8m0vcBABoDqETACARgmcziJsAAM0kdAIAJMak9uqJmwAAzSd0AgAkyqT21RI3AQDSkv3ghz+a1H0RAAAsRxOC58H+XmxsbtX2/q9qNmxGiJsAAKmxoxMAoEXcx3Mxdm0CALSH0AkA0EKC59nETQCAdhI6AQBaTPCcEjcBANpP6AQA6IAuTmoXNwEAukXoBADokLZPahc3AQC6S+gEAOiothxrFzcBAIgQOgEAOi/F4CluAgBwmtAJAEBEND94ipsAAJxH6AQA4IQmDS4SNwEAuCyhEwCAueoaXCRuAgBwFUInAAAXWvWxdnETAIDrEjoBALi0ZQZPcRMAgGUSOgEAWNhVg6e4CQDAqmQ/+OGPJnVfBAAAaTsdPA/292JjcysixE0AAKohdAIAsDSzk9pL4iYAAFUQOgEAAACA5OV1XwAAAAAAwHUJnQAAAABA8oROAAAAACB5QicAAAAAkDyhEwAAAABIntAJAAAAACRP6AQAAAAAkid0AgAAAADJEzoBAAAAgOQJnQAAAABA8oROAAAAACB5QicAAAAAkDyhEwAAAABIntAJAAAAACRP6AQAAAAAkid0AgAAAADJEzoBAAAAgOQJnQAAAABA8oROAAAAACB5QicAAAAAkDyhEwAAAABIntAJAAAAACRP6AQAAAAAkid0AgAAAADJEzoBAAAAgOQJnQAAAABA8oROAAAAACB5QicAAAAAkDyhEwAAAABIntAJAAAAACRP6AQAAAAAkid0AgAAAADJEzoBAAAAgOQJnQAAAABA8oROAAAAACB5QicAAAAAkDyhEwAAAABI3l8Dn2uC0Ij5ScUAAAAASUVORK5CYII=

君越168 发表于 2022-3-28 16:01:28

尹志春 发表于 2022-3-28 15:50
小白才担心这事,只要按要求加工就行,以前没有CNC,直接铣床,都能做到精度,最早连铣床没有,在钻床上一 ...

可能我没有上传好图片,靠CNC可能不行

君越168 发表于 2022-3-28 16:07:31

尹志春 发表于 2022-3-28 15:50
小白才担心这事,只要按要求加工就行,以前没有CNC,直接铣床,都能做到精度,最早连铣床没有,在钻床上一 ...

目前,我们用三坐标检测,4孔平行形不好,同一轴线的上下孔位置度也不好

丹枫911 发表于 2022-3-28 16:21:02

君越168 发表于 2022-3-28 16:07
目前,我们用三坐标检测,4孔平行形不好,同一轴线的上下孔位置度也不好

那就去找供应商,你的图纸没问题就和你关系不大,是加工和工艺的问题。你这个件这么厚实,只要精度标准合理,应该没问题

君越168 发表于 2022-3-28 16:34:28

丹枫911 发表于 2022-3-28 16:21
那就去找供应商,你的图纸没问题就和你关系不大,是加工和工艺的问题。你这个件这么厚实,只要精度标准合 ...

这个是塑封压机的部件,更换了加工厂。熟悉的人也离职了,对这种加工设备、工艺,大侠能否介绍下

丹枫911 发表于 2022-3-28 17:01:17

君越168 发表于 2022-3-28 16:34
这个是塑封压机的部件,更换了加工厂。熟悉的人也离职了,对这种加工设备、工艺,大侠能否介绍下

没什么好介绍了,找个好的加工中心干就完事了

longyucanghai 发表于 2022-3-28 17:12:08

加工不好是床子和加工工艺问题

韩寒11 发表于 2022-3-28 20:37:36

好点的加工中心定位精度在几个缪,再加上合理的安排工艺,一般的位置度都是可以保证的
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查看完整版本: 下模座4个导向孔,加工精度怎么保证,轴线平行度,位置度