<div dir="ltr">Hi again,<br>I finally could mesh my 2D airfoil with boundary layer. I was trying to mesh it selecting only the surfaces to apply the BL field. After selecting also all the edges and points in surfaces boundaries it meshes is ok. I attach the files because it could be usefull for other users (whitcomb2). <br>This is the result in 2D mesh.<br><img style="" src="data:image/png;base64,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" alt="" height="167" width="400"><br><br>If anyone can answer general questions about BL field I asked in my previous message I would be really thankful because I don't understand very well the field working. <br><br>Now, I am trying to mesh a 3D wing with a winglet but I have problems since gmsh is not able to mesh the surfaces. I attach the files ("ala.stp" and "ala.geo") and a image of the weird mesh.<br>As seen in the first picture the BL seems ok, at least in 2D.<br><img style="" src="data:image/png;base64,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" alt="" height="270" width="400"><br><br>However the rest of the mesh is not good:<br><img style="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7kAAAI+CAIAAAD2B1pDAAAgAElEQVR4nOy9Xc9tyXEeVjOcAUcjiqQmIIMBCAYgQJPxQIIAX/kigm5jHJDMrX/Nmwsjjhw5kk06thSZkmwrChA7iRPHEr9gRQH8L4Lk2l+xx7nevlhn9+ndH9XVVc9Ta71n3sbGi73X7n7qo7uqn9On1tpyuwnwJaJ9xIJDep4uLtMo7HT0yEfj4VPRtkSUBpHOcFoQUx+ufJsTC5HhpOQAX6LDBVaunJVajZ2BaY2x2JqBT09PEZwarWnAeYFnCSBgPKMyFLPMMlZzNxRva+4FNbKqvfsmr/6iiMirv7j3appxiI42++rT2/jVfKV/HF4p1+uvyvuEhJu/7CBC4ZtHcDjEjdSAhOwNaZoP84XRxogy7BgBYioIs6+S4843kKckaR7rJVc2NrgUbGcgoGMd7kp0c+V6ghgJ0JemIG6H4PhEYDe7p3tL0NyNQ92ai4heSp1YXnNlH12eUWc7XTYOsRBly5VhB30UdjKoiwCe0FFj4zYuEbDpA/6ibhgMzXc3IZRdMxC2gQnanrtE7QN50Urd8C4SX8aewBTK8HYzNnKuTJqRmY1n7ac+EJ8IYITqM+tYdSRDqKlDwS/Xj1VsOvdFHTmXj/1XW1zZd1FW1DmfK+cvu6BQx0C2gahAIu2ydbwxBJHyiEVb+F6YMMtYNONufe4S3RoVVDVtBmcisAtyS3Oqn7e2D94kbk1EgWLnKKDmWKglSPJ++vT0ZB9OjeXMpKQjWyJL5CYy4bLA17BtDbeXUuglFiLtlTSuzN5CckIuYat24LDx3WgN4GPsXVTtHna4IQH1N9pytV1Qcc6lNM/cjPWBvA2v4CuLNsHtW0JR88JYb0GEJtHBp2PXIac4wYiQE56l0AK4RCP+2R1L2mvsBiZx5Z777va3EGL9q8KPj6Z3qz8CJ4a6FK68iSZTk2Q3DkHsu9rpG5vdkNJ44nIspa4Z/WOy8pkBmzZ9Cni/XNN8nrP9LxMgKoO5B870yQyEc52wO/yslRMcElkkyXPhAOyW8U3qGowEunyAH83BlWWH5jo6kLgyexfJCZ7M2LCjUcGxCLOvgps6j4I0jSRly5Ar7II64Ox9ppeCCpBGUZeQTM4vIUuXYRoqnTLWW4+zLFme+ZkXDjpawqQDh9s7W3r2t+sx1mcmHwCuHGNCGGWSXLpcIxulCIgrl/bClR0DIxoyqMlsa4wjx7Xygbs3dRIFKY0B7jYEog/DqILZv8n3UlAB0mbGW0tLn1MTbH7Y1mMZ662HgtwEhl0AjElhTBC2v95z+EQL3vokJQrsXNQgRpxhtzFX5tFl2S/5EDFRYaXD0eo3V+PKwdXA3hSpO00EFo7sjmTUFDuMwu6RpdUfsU4OGnLuLriErf8+Uy+RVmCCTxQRkZWsDzxl+6+DFO7bHq0wsKfHtvRq8y02WbE9nDnQHUTuf8bE9UnbqpJz/rDzlCsz6PIQcClFROPBS64s3bG0DiVdeXTOJJ21jBghgR2uwJYGxHToAAcnwS492cMydmKIf3IEQTx5iqMiOpC2QF4esIvwzY4y5MTt/8Zcbw1mzZXtnhx2QGl7tSjIGVj6KM9FzjQ/J2kHx24Nn3XWuDKcLs/QdClHWxLlIQmWSf2GAigncWX3gmDzhkwP7GIWZNSesTVZJEqx1T+Sl3Wn9R6OzxrKEPaaD4Kf7qtrZi1eHtgVgYrEs7Z/tleHsActO/5G/JxseCRDJk+HPeFbnnidszjZsxAZ60vF82C/AFd+pd7tV9ouV976qNRgpG3M+cG5RIDkNXg2Vwhc3UjausF9cauPcuz6Fv2HHibtym5D0mQ5fBtchBH9M2N2SxbDG8MMYBwYzMzUxLsF0jSSY2/3p/PGd7TLLtHgQN6S2HriW3wZxKcY6Jm03VYfteDKWLq8hBp2ONqnVVKwcOW+mxi4cn8xeZovFZ/UtAtBW5IGR9ZQo+WEmNflbmVPR15rhmCnMoicuQvaMXuPxbcuu/7JMZuQ33bRtkQYpyYuiOQNkQFO01C6ibTFyhEDM73nk3WFvbhxtXutUg1Zdg6q5EgyjK1hzZVRdNkIIt3Nf0Oae7QZ0+2/srDnGVeOTDZ7L+FtjcBdjQplTB/2nWO2L56+NQ510Hcj335Z96cujCBs2hYY9FgzHVR3sfGDshKyCkMrUhSgUoqO0zSfbsfHhh9bHiRHsj1ho7zOXmwXkRn+xs7J+2ZE3MqQm4jtYRQ5XPlV91w5nf6WVvoMexoJdN8nMgEJo3ixkbCrQXAcGU3fNniuQO2vNc5Q261NUVcS4nOeZxK2wK3psIhYrkC3FZkxm5kSt6Dcii1nDW5FEMenUtOW4KVbz4wjXDlofkLgb/WPL4nm6SLJ/iQ5CrXlGbsBA2ouYnW0HKfLW8Pl/pMly/Li5WHzEkGXEpn1hO2EFB7ALQ2Fht0ay9g+wJodCOgKLJRUR0qWzc+nJMPtWDTqFuiDsotwz1o/JHNG3LJI+QolQpmLcv0iCQGVsZvWXy9XdrnyUqXMqHcM2YpityFDTzoSy7nLcjgkIdhLB/jGNxdE5sqOsUezc+VCl4FcuckdCWtuaxRpd8TCQgDZOaLfMCDhx1B1qDZPw8tmZ/fYhAzuyxVbU9n0TF6rbnGoaKWK0Df+yy57eCZsvuprlOMPLEteSFujqBux73FvM0EkJhAckpBp06SUPiauHKHLjoFiKCYedph1U4bLqNLjeO+elYTtnxEh8E03jrkcDvcDwwkM32JVdeS7zDyFGn5xujZjKrqIzLBNyGxnOb+ZhR72dFKiDGSnwYbeBQswgmpjXZemf+S2yNmkM7aV+BD2xoS13TzXNxFXMfE1ufKspz5cHiueS2f39CfsKIwgydx0UWMZG9jV/JCgp28DjiuQwJ+A4owxAnGLLqt8xVirM9i49xhaYUU0U9C/p3r4rKnpoXrAredgUHexi2yvpNAbgveyLrVJ1QMZO11zhS1i0u1mPVf2Ed/d/jOubOS7s5762EKRm26+ZfS8toR6/V02/NJcQaUgKEy4kjOchA0DYkJObGZmgBpqGJgzQgOUC7frmSbGMgsJHo6MulR6oQZLgmLx1Gc/RbbgN7JIgR/frNlhcuK+vM2Vd+nvVmeFKBvrKIzU2UKUP/X7lD558M24YF5/S6C6goQMBFQSKFyx+IaR4xM7TnwzyDSqwawZGylaFRMS0lp8OM/zOU6ODIGnlwgmL15y1mFkCw5S5KEIRtrH+pYUJnXGo+Ibej4frqyw3uF1UasyGopc3lyBKy9BUCKGEYhdlNj9gOeNIQ42OBlZnrpzJCx43tyhZDnCgbeZ3aqsxZYCtyhhnZB209P3aWP/i2QYarzkLMXd/RdCjhVB/RuqON/Y5xV9DpO5dNnec0mUd7lyud58W9qyp8OzOXt/UMpw8TF2RwdOQmrewgFG6UV2MvtwO7hbjUz3pi0t6n5WRAwbw5lnpQLHWLjn5fH/3LD4m/t0hvlKhrHTQWqgXWGHrX2COkVWZBVx7MQSjFBSu469Hq5sJMGWPlSuXB8Yl6YPr987nAuc2hlUfEEbYSErdQvBJw7icwUENadBnOFwBqYP3KEJPA8CzQmqR03xt3lsAncaIezQ7AAnraga9ixvGDszFu1x/YUrN19RKXItrl+EJEERDRnqkWDdJju5soUKLztsEWVLuYVOl42Y5aPDvwmZ1L3fWOIfblFOEoy7PWFaSQZGchxWYXb/IODWUkxb9hFwi5S+bUnBGuJA2xpC0raBRUlh5EZekqFyZfuohB129hX7CFlRhppPIo6tR5HyOcl2Vy7ycuUlG9a/RXFlfdTRfJi7Ls7Z+x2MJMiKIrGakwEThscnl+RD3tQ8L2azxMzcjHl7W3xz6pvSLW12IENIRKqHTV4kjJ67Y8VMl6mbBXZNKou/vK8LLXhx3StgCdIEV9iH8NJF8k4xH8LhyspXEa6sHAMrPS19+uu7Xk7YWraSpj3GeEkqJ/0FEYBeynfg1eYlZ193wGbuxLy9Tedwbsx+Y2bs0LuA7P52nOGVa6YdXp55+7jyDNB+EavJcNfmxWPEOkuMAPWhgptHBbiywoln14NE2ciVj7bFp4NcmbGOfcvREVT2rA1HhvgtZ9MKCnKMJW0ebHtP2fOWyDlLkWode3+qYRl78xYgdWGj/MxOCGlOQCnDTsXsNTm7XY8daMYFlpZYHP2xulFznTdGbiLe369WaPEuppi5ckNw+4GWK5avzppIBVaX4t7edvcwFNk6ffU7BqYJsg/hmcAzlhQvCrgi0R04mQYm7E89Mnv/wzoQoq1j8fC8kZDPt/onxDXD1RaJNUWmMtS6ObzBcAIkMBN2c16A28eGjpZ7ZiyuAoyjBbnyEGEGq4vbcjc1jJcigps9b1tKS3zUHQsi68QNLKfz1lhSvMzwz9qA2YDnph2eT3JCzI5AWsynwAb7s+M6M1SN5BhiVGlxbwS3+4hjc7I6dQ0EN7UoV274sQSKlUuz0GXZr12GcOXG49SNv4Dzwsa9My0H+vaeTBPSxAE3pGt23hpODZkeP20dkpCTPdl7DyLFCJIZlSgn+1zEYx6MMJ8xS+AU6CAQ8KeqzZAhm3vd4K5AeWMLyr3dY/VJi4vh8JO58tF6Iju8PuTKSs+3lSujNjDq4ht+m7C7n254pP9zRN5CoMbLUEovERg+JNcZodKiibQYgILiG2Gy5jwmxMgJbwdXtgid7bkWkNLgWs3EUUVsdaPOPsTweFgBuHJNkWX1LLmmvVLrlUubcWVlrEKLl6PsfqfGcMGvxQElQoLNnt14vnIgp21I9s68FJDvnxkIO156QY3EHAVy9ku4OQpaQrxERPDG2pFROQGSluEKL+kydc07wLd+Wq9PF8YVWxrE9l172VFpN420X6DEIWLqhuHKhQcrtFjUx8wt+e7RLAfPS7q8HGh0fcK+WxbriQHpw2kuUn2VHzlbIMa0y1PDAU5aGwkh0wiqJeZLZ4NgLdLRIimIbQtPsS1ku4tm3S67cpS6BZTaKHzfT4fUe7oirm5Ak9328qJmd+VnWp2vHpIrN/x4d6Cd9ZZmHPIcuXLfSFKwCs/AqWnFgY/SJ7gvQlRaDvQhY9cGA9Yot0jMF50AgjWKJ5G0SuPDGYq53ZiZl3ZlNexTyfYM/Zf48d/VK+miN429EQdnx62YMoq07LHDgfuvAQTElevmG24nvgnnyqc3+Ezz1tAMsLzn6e+2BaiSBWrZJ6IPCRw7a8mLoZY7jKkEuWkIKNO2JDqEKkMy3eUYhTVW6ZCZl4Ky2JvUcCvpX1uFFhah+l6c9mIsOXv/U7YMnlDIJAK48tHK+1euR2E4jpa3SHPdwdI5YWVsLQWSLAZsyS9UzSO2UNO6owOVKLjBGV6iLgal8YSSvLc1HGUgcK/d7U8NgfgQxi7ef4tdqOyc04CQthIdHEWRbycdHsNnZ0v5Wc+ztgyeXFyG9NLlo/UXZ19BuLLImPIezTFwCGKcnoSgWuaLU1anBTk56bB3vggmlSUoIBFwkpd4TZcIt4XqwN2x1FWEGsJYpTkec2uor0yGH4yAKFmSsj2VN/EjZD17nJgugLNjHD7slpm1ckwGzqaHKx9t9tXwPYQry+p4+GgOrtwMNM5NQlDVIjKTKQQ8M+lEEgRbAft+iRV9YvLq0U7ZhIrQfOlucY6BcdMi2p61N0dwtvqTNnJqbtcxHeJmJJW6FR6wvkKLYbMM4ZkTnzggQt+HtM7PNRk4lXtc+Wh6B+VjhCuLuea4tL5/f7HvuSzDYOc4BRwrjpfg6qSTlnd8CSJBgeF1aAzj8RnqZS6GIreJ1kutxnNHARHcoYeaji2cXaEk9ybsI0CfK1yZF1N9CCs6NC0oKzNTQSZoa15I1OKs9EU1qkKzceWjWbotr+zS5aPp1NkysP44xGx6WuaDGlHX2V0csM1OkJB6LCLYatinDB3GYHz4MjNue3CfDD1zkdUIdPvp071EoO5kdiiHUBJ3GaZK7AubeYZ0easZpdSnyM1AN6zRUY0s0rzsThkcbbYUT1GelwfQzlxx5aNtVVP46LLs/MDe7LrCmOtmGTKMQ+pkGNcQNjuQFB66DpXafBbl5L7lmmFoAl+WEIThekieBSWITgleks+DtqBSioJD3saIZpL2cuH/6xGbeZpHLJfptmMu29PTk96B7SjqKvVNWRxQWQZYr54eXzfmRiNyE5kXH8++2uLKRrosO4fHylf2wozZ692/+RDW+qSSwkmHjQuFL1B7liFlvSVmWuLTXcG2HYIfBNGzc+YUsOMICA73eY5cIxo1CoxoF9zL2eEAdHtNZIGYS/0zXaQkrpxXDp0grT0HIG83JFg34spH22XJOi1eYsrOU5D1b+NcubykammTbYE9a2c1Qln0z4zVE1Oenoup4hieXA7U95uEidgSx9uMt2DjOkSmDG54/hrgJUxSmuItPEX5XYnL7c/nH+PtesVR5/onc+/gyWoC8ApJj2dv06CwNyujjdDl5QGzGJ7sFqnBqD8auXLNmDPn24IZkQvRWXGLER++lKn2+pTp3/DEoUT4cIyLIXPzM4pjbB52QFQwJg/cgm22arY4rI2MtcFYcrryWznZrt6uFcYnWmSmzaUtyTPFw2cvvF1kUirop9XYDMh3uCBLNhJinSvL5vPjjN1m741c+aM/mjJm+HzbAd2i4zrrCFv4qOhVQHKS3VBo/TdHFtWTs/5251Nd0YNvRRNQt4QojuOkzUV5T5JIjX1GhtcbwzPLjO0TvRzie+Ibz/kK8rk7SM4mlZx+MzUpC9iNbGoQlmzhykqHo+2S4F2ivEQYEuXy6hMKY8rZCy6o83K4L+fGPTlEyMlBilE5eRYoBbsCt/YkuNq7soCetOCcNWvUiRg6kxoICjIpqwTRdG/oLTILMylLEP0Ry8P+7l8PqTEz14wuKyFY2Pjs/Qi7cbhF8/YXkVyurNPlOFc+2rL/DETnyoUx58w6ac25FTZGGht/Sy47B1ksSmsonVGTlTkjQFkQZ/qcwxOXNhFDKcD1aTcEIhEYVgUq4o3d8O/l+qTPHhund4h7m7FsfLmCGi854NRg3MIEKtBAkUyT47FxR0umy8NuR3Nz5eFXs/7D6xai/B//w4cDZt6sX2qN2gcGHeLO5jl51qh8ZFtyGw6RaBluFOHbk4A6R2Sx3Qj3w1l7lUUWVRx1mcVxevMl9p/FuiClRcBnXDlyhGxxdVqYAPMeUCss8ux9shXA2OyhSAtG6kcsS0rJsvGAWfYJ8WyIDtV8a+TKxwue8txQ9oE+Eadsw7v5PSFsFD2VuGWrMZQb2R2VgVuwkW0JonBQEMmHDA/sYuaExu0xOiL+3LUFmIWww8uVzOwUx+nZsAjmLFn3xtVyxemRuwXbIPcfsaIzfZizYKporbgyii5vgSidj2bhvsNuxm+bDltE+Rf/8M1WkLnUIgN3RTisgy9Wt3XUHGSZ+px9UQH3rU9UGkpOZyRBvgA3Lgzsi5cHgn6rxWFz5tAWKrjD/BlgzixABB20uPldvQQnXy1XMKYsDdN+kWcIKifnOPMxWtF0eRdB7y8rZtx32CLKTTcjVxaRX/zD2/FC5f0gCCPUfSqRIn83DuEx49jjh1yB4Ry7/m7AXROusP8BZTnCfNaftxhO3O8VXyl+cMTU0pzM1WUxXwFkT8QNlIKGhRZA5XNyBSpRwGeNsVVtCQImSbaxy3TBWzAtV74mXZbRcy2a6xGuXHpuHSoXrvylfwBgzPE5Bq7UiDlUKmCPE0hMRvZy6hbuRrZY1GvuUD4noy1x0vYho2jeMrCDJ0eoMS9BAg1u2i7g7oJMWw+ne8aHA1QbKAieVU63MbLjbxkSkcLG13EGXDlOlx3Dj2ZhzPVf+4GxsbPjUPlL/+BWXpEFB5ljCHUIakLN/jfzv5sdatSNMRckz7gZxsxSyBabswVCFrzPdT7dEqID0gfoky1xjgCELNe4uyxqp+WEIbhR1tZP67F9e9lEkaaYHSduY1wZUtq35wTeshxzZQt5xXJl48DStk6L7a+tQ2V5JMo1Y8ausMzFyo4WoJnD+DmubG1vju3Z7YcT93K7J4sPI6mNrXaaFDfybHFSXwkB3gMyNkh7VJY+JPdaXGpPOAkz4palU2R4DUZa/JIEpemGAklwOCkVZPpzhjDlymzWG6TLcK58tMihcuSAGZsuFTT9q+sE/5a4WqKsuHLd2IrlOAeF2TS2Ss9or9U9ZhSdFheM7cphPkrick0uQ/46/kzLCXZZ9mdZnMKV0wT5pKQ5QRluR7A73K0VPPnsDuHNyIIru1mvb5RlrBB+DVuqGug4UXYcMMPT5W5SxiqQRgtqiWXL7DnKcrslqZTjnAsC8jan3eEJM66sq/p62tqDb1dbJlOnYBjF7LhWJhe1kTP012U5nouM5cpp64edKNL8EB+71d+nGJBj+OKaNx1y/BYJnPg6hhiHi/nePv3bHuFoxuoLMXBl4wEzKdH3sGmZOo0W9HL7dpYmaf6Bo8UBr7M/pS2Aod/Klcx1CNyujGbmT0Ed3ewwH4L7JF4kA/vEAbny1tgcQWnmoAY6xiZELir55Lt0OdbElR3cd7e/HUHMz4zTv+q/Feihsp0u8xJ9gzzcy0k7Gckii+gTpRs9gNUQiAbhdgn7U84W6FOslgjxJ9A/wb05YXt2K9Y0njPd+CfmhOYI2ScLxZV3B148F0WGZ47yDXSs9njyyZlxx8DDGSbyKqDfGbEjNCCy86N9js7YQ+XClT/8ocaYqduJjHZutlz2BqnLhW+WDA+gNARaqiwVkko5W0X+YigrsP6brADKFcFoYtte2uz6rDlMoLqCEchKoUVQnHu4bwUmyIr7P8e0U4Ix7kkjQnzvpu4psixZ9jFge087juycIkt3Ar0czjhU/vCHt+M1y+mRlbG1DlBJn7ResWaeosOWByAaosxscNIycsJucdZKOHEdRraruv8pBMLhYd8q0lsvhe0KUiwzxLnHJsS7b+Ap2XhXw6CSOTPuTj4nbojmkNnhynYSbOy2BSXmAmUxl2rMuLLsPCfOQpSHjDlnK63TfYLEHKNqcUOXJqvh8EDCBuwGueYWlbnXQhzbc6800W4/ABXmGd5kM7igpiW4IiilnCIHaQ1v4JVH5S94ap5kgBgDwbebnJhwdqZskysbebClz65EMd+uJ+ZbAOvO+qHyAbVVptxz5fIRu0SMCz1HXCYz0DlBPkfZEhpXj4eQtrGx94xT1kARXUd63RJEO/wA141k6TB/8mSlxalPUF1oQY0mn5T47OyOTctdERx7t2TFgiC7mQebc6hLxcOVz6LLsvMYuK3+DVcWdPVFTZSVkgzeK1PcuYKai5lOdkgMqkcdnrMj2oecuwXuChX1v3GaRtLB7gSSGmzMLRvd4uLIRgRjN+Vxb1Su4ObKyVnu9ERhgUL1yTfQkkyM/eExS918nVzZQoWXHRwS7VzZ0rMpz2AcKtfvh4wZu1aGC2K5c5+4XrFS7BevY35EPepYBzh1yOlboEOinSTVLVMNoMQE5+vbME9cENm+DJRvlw9FZgdIzul1EMEtDrt4gtmVEZVAQF09S+YhpR3qbuLnyq9WD8dQvuJxZZE9uiwdV5bYofIhWj9UTjhgbvZdVNInrUKHaVuiE6yOyMrP75aBu+CXUiY+ECLOTV/qFtdkCELKPDzn92gQb1skBpGpW3hwrH3U9blyvvfcgMq3pKhMM9CSeRgGbiF7gyVAlxVOPLtOIspHa4qV7URZ4coSIMqy4srwA+bhFtgsX+oeeSJ4fgKCCILwIcbAnE3RMjDfRRBZEOlN29VnqFWCW7AijJsuNpGiYB1buOOn9dgx4uDKqPWfII4RETNM5TovMNMM1APnCtwjECkxrpxDl8X82yKz9xauLFnVF4wDZgUhc8meiKx3uDI/8A1kj3IwM4b5aUwFLoW0P9VtqVKzdeV4A2v7lm9RchuctNAWaX/4I8HbjEgnTcQVPBCETcsVOQbOIqW/fgUbY/tUmCvPaPHwIpYr99fF/MA4sXFl9qFy6fxzf9d5wGzcNYGLhrQW2WFwhVgFjmUP4XXeGnvNXdAiIkd03Ybf3gwpIs0nbN9C5A49yfND/Hf1MmOEzUhOEceLDstaOjFHMcBLzsk00CIlHCYIrjxkxv0VIFc+moM9K93ch8pHTx9RPvr/3N+9Ha+tXc3YOXMvh2PaHZKcxOHgu8PZ/e1DeIZfeRdMUN6hzLAlq4Gy3edb0prxwSqjZoUWCXHtBsnPsTkSM/eF+mNaeCakwSJCHrlyWv7RBSEWCYgrv5r8MDWDK4v5mNl+MUiUJVB9URPlX/iD2y/8wZoxb8WYvq/kpzYSGjDdn2I7dY+E7/RYlwLZCQNkhszOzmwNqaKpCHpOY8jFRhDwiRaoKV7iGH/rBL7kEqKMHSZD4pgZmzmy5PF/sZLzD3udiNxECD8dQuLKRzOWVdgLM+SkQ+Wjc8+VFbrsWH/L/sAFfSKUvT8pgNn8wC0roljO7jhb6leYlBPdEtTwlB0LYnswZTEWvAOzHrJ1r15adG/hWLgyY6WxORBJ7aGIs0IyTVzdMg3UbQQtEjRXrikyCrk05V49e3Vy8/74eJ1D5fpVrzn3+svc10/EOWWDOctwuzg2a4HY3iNcbUGe4vyghrX0Z7Q3L8dS1yRwxxXxPNFiSxB2WnW0JVcmrTE2B+Jp3ktxb+LPwsBzzZxJxC0SAld+Vf0wtZsWN01nyUuuXH8ro8cwO27pK7rVRFl2DpV1onxw5SKIHSeQJXUiiGMni6vKQANSgbhWSwTSdnXZXXAL8Nx9keRSquGoxc/IIZkZJjNpGwF1rsxbXTPk5JQLkRLcyp+LgSKDj6fYiN7lb4IqWd6iy8M26xYkyvUp8hBQLlN90RDlWhY7TuLLOj48wUyUtidCofrE9WFIQSe406ByNomZ0F56zr7FDmFst60heofmFDni6swAN8IqXO9KZuwAACAASURBVJm6qBKEsoOibresMMw3sH8/80CajeithMOVlUPio9lBLFR42UEvd4ZUXwjhULkRmhAk7BTPGOsejooldEzSO6CUYQhKdiYPJ3lH7CUm7B8ofPsoY89dNSz9Z30gT7TYHU6aRwV29hV1RSWsYZ7+R6ul1B/rb6kv3lLpTWjMVEaxJxFudQZXDoJslVjoHY4W5MrFrkJ8v/j3buI6VBYzUfYdMLP3rdMHPmvRbszIt5maOAQREtxpIDkboSJupgB1k3Ygk3IaHLbuo1chJ2SV/BkcXmcv8hQORFG7gZ3lN2ow8jymLxKjxLphbeTMKYcry70G42hxrqwTYv0rWf0C9hZRPv7mVF80or/we7cv/N7GAbN7xfgGZo4CggQVIKVa0rdAZbCCtpIsypNUBPYWuJSVvE58sNT+9j3bDmi5XY+d005hV/3FnBXOpkHwPKY7aubb4cCrGbhUsnzriOu6RWykuRHNlY/WvBcvXRbDw5WHF/tTZBk9AaPmyuzqi6On5dkXM7kHVz7osmVBRBaNY8n6wgO0jk8bnp/gfF/BNYHLylTeOPaCC8MuaKkAMAB9VidkGGA34zOGHXrugrCX1hC/+RfCKcv7aimiwbFEoi7u9JAMKlb6xHfk0rZs5C1LMFeW7udIJPAIOUH/ON/sytEuXn1RE+Wf/73bzxsOmOPrhrfzYdd0sqU8QyzIu9dJmgDF7WbGhNk5cUWhpOxuM8kOd8glDRn2ify0Hsql7LjbEh3/Oe6gJiShkEjXQepvjesHlQyDIFuaNN2AUbBUg71IbliuLJNfuhYvXRbXz4sczXj8LPfyDHv1hTAPle1EudDl+Ga5FQDJPTMBfSDUbcO+WSargXJ4vYCPN6hNIqLnFXapuIiteARubFebl10v6VUWSx3YqzdhXfWCRF648nisZXjTJzMw3cMdot1m7mrV61b2DrjERylhuny0GXUW74/5yebPixzNV9DsIMr2Q+VjIKr6oubK+gHzNfc/UgidgsMPTtPFfDXiG4yeWOObhFvPs9YSXET+YmZnAN9Ai5eAv6sHnHdj+JNetSCpuHKaArU4nlD3onKvdkdguvOhLwGiZFGXSt94su4SY1xZJvRXJhT5aEGuXB8JL9nw8tvdW/rkTpRlnyvLDlHWD5Wb02XqSrWsRUsH0oJm708Jcu0imis5WxdEqLIAhtchC+asCWXPSzwe4Q63jGXjbw1k/LQedt5PCfZenNy5crICN+au4XDpbKvdxYfnT6B1QE+mrRbHvLikBLiyqL82onRTBhq58qeVgyw93VxZTq2+kOrxFzOi3PTnrdTIJnGdfAdEy8kFypxmJiO3XEsiU76FZ/B4z3w0B7hbAd7AnHk0jrXfq7elCXUVpcV7I7H+m6/A6aEUUWM4KriY7coYEwXEyXBLt+SWv7wF4+TKRzPS6GFPfbidK+t9glxZ5tUXYuDKRzdq9UWj6peqXy1hrBgF0/cVWysqYNrmMZzTzK3LJxeY07F7lbsbXO41LfJ5Wx8SdEh8eHOEHPQPSU8FMDPeGwWA/CPeSO7VFYaDxw2xKLYMSaA/h1AJi1ZG/5DjLJV9riy2U+HlEAVHVhXGov68CIQrS8U+k6svjuuW6ote2/6AmbE049cTVGJjJpjWCOrfpL3soh27mrGzY2GfOI9nLUuUdKCr85Upr1Jo0e+mcGWoM54f8kXuMO58zSddkYtyr0U0Fpw6O7oUiOuSLdXBh1JQi+SOdhPZvOXO0W02Srm+PEgWRLHykisfQhm39B0dUNUXQxDeAu3Bh1eocaKIToDNMa0RV/9NfulZ6RZLTFujtqQsJ5EaJicCQqRDXI3SBIsQBBwOpyYiHrixHf/eiIQ5w/CmoeYxYdFifTjUeXiFMXcKZlqC1XWIG77BlY/mptSzscPrYngSnIx48y5XljlbjVdfCO1QWVZEueCctVJzkilb1ikpQJFInVCjN+D51zfWKPTEGYTjbwECpRuhht1Qahhx9Nv1CkhcK6qxPewS2d2M0uXxsXE5r1nCsfthdx6DqUwH3/rWLbE2oX6DNe0KljqkBJ0gljIM2X868lbFhXTn0E25hU6CZ30sX+nVFxK+pU8IRLnRcMaVi6yECJm9Z7/Ysmb4mTbWQk+RO5SOyr+x5OVM0wluxIrYRYNLXwL6di+UOVu/Pk1atKRFZWkMucWioyVzZchkLb1US8kPWOrEJSwPoyEMBSLZxu2WBVc+2hZR3uXKfYejbVUhz/oPr9f4+bf0HR2Uk+Bg9UVNlGuJ1CCBpDZIzOTg55iZ0NzKXGcGFX2G19Pm7kQoho0KZv9VgvkO9gZculSTb7Rwcxh4vMnkyo29wClrXMpzrwWTPa1pK2cpBR4aEBG7s69xZdlnyXplhXGUuB4D11+0dEuuvigdqNUXs9/QJsXJiTk9QSIqMnc9KaMNAy53t112Bmc4QzcmvNh25UjvYS3hgJXeoPmei1zrD1GPZHKv4Sl59dYlnLeAKw9dnWNCsNsFDdyyAqiGAuWWYkwLU64sUKJsBBQbXZ59K6vD5v6KpfrCyJWLx0+svjiuz7gyL3hOyeZpcuG5e9gsOpzl5xst82LTaI8mQpGVY1ck+2eaRnVyDRinyOVvfD0DrVb0OSXwi7j88NFXF1zQuTmN59LhDFIFJViqg6D25fm3HVc+mo8oB7mykS4bv2reD0ehiDK7+qIZO8TRD5X/o//xdrzim0S/vOrGC0tSBO4K2hUKcVFa7tMVgEtnAA4n69mtzAgC29g0J7t/NORWxZ3iGUhI+gy3JIRTVq9iV4IavQiSUFJC28Lk+TNt5RjxE/IhytJZVLZcWQIseYlgBD+aQpdn12dcWenfV1986f5MZbkT5XKFUX1RrlOrLwpRrhkzZEnN3uck91O2EF1o37BmZpq8a3vELrjCgjtBzDft3OG7UgRNO+pCi11YfcaV67tLxReVW1LyA7+Ron9kS+cJpTp2C5Dk0rSV44sXkiD49lSH6gNXljBRhnDlurPYqpD7DmIgyoUry9nVF7I6VG7626svjus9V44cMDcDZbJTuvGx8QMX19jetAQzT7GaITpheST7CmXaucN3PQzx8/JZb0ZN4p6xWzRLfRHMmbYJczrM4c0EUdWYgcOFUjPqFhrDn/o8smUxLLUnAZKNR+yK3D/EifKSEG9JOdouV/70MYPrPYHVF7I6VI5XX+g49kNl9wHzMN2LumG8WWinBio6bIhGLW1Mtlpo+wrbkOSZQpkG0TbT5IifjQ9FXopmuGUJrqc+h3qKqgkTqqcaNlde+jnHTJ4VOdaxDYwgQwIh05MN+BHKGKKM5cpDuiw7XNnSs6nBKEQZdahcOjiqL5qBPYij+mJ4urxcZEqfcl0Hce8ZZ8VGFyRvWoJQ3cY0Hahpl53abo+LM3Pi3LJQSmaukFrWsM3G2h+KPBTqsNHnFsUW5WJwCqihZ/RMfbFMFkON5d6RaSnPkLOsg0vxwbKdww4Q2f2l60yu3NBlUSuVS6srMeqLM65cfsATXn1ROsyIsjCrLyxEucaZLxHT6rSs1NLyA9UVG60IoPIRG9N0oErnWVGQz5o+nxSgbmlmiqEOYdgcVsSzR9wtjQ79e4jnk6NeSf7lff0PG7gmy/WTaSnPkBMNxEpxA+4OYfffQpZShpHAlYN0WUYlGeXb5uKyMEOqQ+Wnp6eaKGO5cn71xXHdcqLcq/S4OPaWpn2l9uJyYtWo1RBZDLQArk+a7XYRENE8/Zs1POxwovdyHJJmoCUohoUWwzYTgZoyoFuWysP1JM2pMcnwuPLuLpNgLMmQ525gHHBrCBt/F/YNURbyvX0Rrtww5tIst/cph9B19cVxunzB6oshSLBMuT9UrpWxp/6mm29xn55ijCaLgRYwQpRq+1nSqUnNaALVh1vgcE3Yy6Pg92+CsH27sltIq2iGmbxOcvKPBQq1uqhSIsOfhYEQNB+1yHTjDDObKzsESfXQZTH/qp+lZ3NL39PTk/E5cSWPvx3VFzVRPszxLWj3SvXti/HU5rOUEZC71rF1YEunJjW7FMeqYxgI14G6PGaxcLyP/LQee2qwgML5x7MCeB1ZKE18Gw1JVnxDOWVsmoEQNMuo0z05RBPgY+OMw7ekyA5RtnNlkQe6XKovmtrlGVEuZ89DrlxI2KUeEjesvqiVKVy5GOVIl/F0Y0dwyKpbIGaQ0ei2jqcGO52RlO8xjVIc6wFoYI4rSMj1RwhFbpCxhgDReAlBQcv0Rk7+sUfo9QWdmxLTPBmHoi4tXow8cOUgXTaO3RIhFVc2MuDZx/6r4bMvEg6VSdUXx/XdMuUhUbbQ5eFXqASqi96VZQQ0xwwyGt2m8dRIkA5XPr4aeUk20w/JsM0VoNwCxcDE4mSuHJIJlg79P4TSkkDcanY8pml4BWdSfXWdnWWU7kB02T7Q0VNwXFmqs+fdW/qODkdPePVFPXCGE6m+aAAbZRqivGTM9ouRxTqTbgk5fXgsZpBmut3IUCMn58LXCUQKZLXYRfNWEXthlEKLRhBQbg2VOSk+nDQNIYJ8ixPLlbfGBq1OkJU2L/Gxp6uqDGds1kCcliu76bJ91G5PGf14tU6U7VxZdoiyr/pCqnadMmVRD5V1uqysSNI+bdyfSsNKT7DRgU9yNbwnVW34UoSsnyUCdQnBwWtA/ZEIpL0KAssDIVmdacKyz7DAJi0JRAxPkHXu+sx0JgTh3CByIwy4so8ubw0xdhY0V64v6tUXx8GJvfpCKiYNOVQ+sfpiyZiV5Qjfp2vkoQ51YwjNtHEXHKtJjmigzjpURFBwOfEUS/bwgWb/aT2UaAYyDwFitREkKMstBciVHaMys83uEN6av46NcJMzUwcK4ZlxZd8RsoUry+hQuX70spxafVGuo56mvEWUG7qsLEfUiteXct3YspJt3ALHarKL5pOelhMhSZNh4ymLdvc1rLKwCIK4nWEXdTjPaqAg+9hhTxRdzhkSGXhWEk7zzLmh1COc60Pj8DFXdtDlrf6WzvJYrBwpTZ59tNzSVx69fGyc8OqLeuAMh1SmvMuVC11mbxuWBZ0jJdnGzF3kLNEQhS0gQM/sQuWvHJLhjm/j0knIkeHLsTyrUYK2Bl6k8ymjcixCQeXYyDC5gMBTIsknU65MOiq295fRoXLPeocdLFz5IMqWSuXyLLmt6ovjSvnqlOoLuTcUUf7C79+Ol7Kq4Eu/ARd5eEOVlWxjZq6EgJyisBEBO0db623Wk71i3VL65yIvQXjRQUJmj03TLSHoePr4vJQ5ancsPM/k2HhWKDUgjJRIWi0aV95iwPaeca7c3KIX4cqyek7csUfOqi8EXaas4JxYfdET5YJGCqTlauZFmsUQktz8LSGI4BgY1PasPaxgWmCT4yIiaPhcZLeNEGNJyOyBPJPjgi6Cn+aioCw7Ajyo2TMVHw40+dltowC6bOmzO0oMXHn2rYVSG4nyudUX5fq51RfSEeUaNicGGszy8ZR4SzAwYWD+8GckS0feXR48ZRyG6z8aYlSVFyDLsby9MDgqJ4R3paD6B5dNcpqKR5wF4dyNIMdGksl1O8uBu0MWXNl+BgznyrJ6oLLewcKVJUyUC+feqr44vnoWZcoyJ8o1OCOcZoD1R0a2ssBeIcJPH7s7PFNP0sKo8RURCUt0y/CnqkGcxgsQy0DedhgZ4jOZqhgQ/BlxZVTE5e8CdkyI6Jw4moEUKD2Xsu3aiaZnxZWHTefKMxxH9cXT09OyTLlcl5OqLxrAXhkfUZ5xZSpdHkYRSdYW4ImxDRwOsWIn1+TpCV8VMylDQSLtm7RXjpOXnX1q8NYSu3+CybtDsPosf8NcERePAuzihODwQjtzA0qICwWheZ9v1Oa6WnFlY70EkC7LYwFG3YbnysMOS64srkPl8jSlo12tTLkHrJWBHyof+LVuwEiegfTXUTFmR8uXyECgTtO5SmInaFcWNhB2lbEcIQfdRYqRrSEX6cx2Y5rzlwPdR8uZ+S0tM/NCe4kMFJ2zYsvYZvgwc152tYjcRGJFyZbhu1y5brsHxvXAYZ9Pb9qhstyJsnJL39PTE6/6olzfrb7oAWtNqES51hASzLtJCpU+jDgnZisUSL4JmUoCrTOKqyWiomD3ZXkuctq8JEy3vf8Wctqq4wliIPuOlp9vZtbRqNGtg6fZCBS9tTaadEqyaD9ab+tzZcsxMJAui3pj39a9fUoLPvvi6elpt/pC5OGewuUzNC5SfdFrOCPKzS2P7oXuyxSR6HKAQMSdhYMSuoW2n5vO9+quUJGHNwkv34Msgo66zozDNQlOXE4Y+jLkKeZn5jdG0FG3G58hcNGkcA76MMgi4LZscGWd2sK58owui+GBcUphRvnWcUufGMqUjzenV1+Uj45DZQkQ5dpLpKClJi87SOYeAMfBZtvIrJE0xBq4KzqS5Y0vpdAiYQ0bByZMOlaT+KzlJBBl7LmB0wwHRgEjybhFJ6QX6jbnw2Ts6UtMXy4NCp2M2uHKQ3bbX8nhygpdlsdS5r6Du/pCmM++KNdPLFMWBFGuf+clM2Iz9wlIzsImPmrKC2Im+zZhM5vJLcu+fo99JTz3DTUwYd4to1B9gFYwktUVAqcgJCc3Xsj3yAnpZSaCJJoUIKhZw3KJQOrbocsC5cpLQFn9VLXl4Lnv5qu+EBxR1nG2uLJUDVh9IROirFdfFKK8xZi3IoEUBrtjITkLm/jseQco1IiJmt9THGuUKHeK3ChQmht86149i6C0MLH3p6oEXJ9XsHc4nB04xhVYEJKTGzXkG/CE9DIUkWljULox4zEwdeRYntnhyj27FSZXbuiyrLjysHPfDVt9cdxPM6u+kEdmXDZOyKGyVO30MuWeKFvo8u7aJSVNx6hg5mIkvhN3FB3ZKBelHnVT6WXV4qTjyk1Pu26OJ1pYbE9etzlTH1x+2AWTIK5HYGDWr61/rSUnN3a89wGe8GJMsc+9u9IZPeshllGzDBxz0SZXbsokIkR5eJA87LBkxvrH5qut6ovm275MudDl06svysfk6guZE2WdMavp71ZeluvxCEwYAhzuwDwx1bqz23V8O5TSCCofl94wZvxTJgLu25zZV5MJV/QuIERiDQIH7F/UpxAGMRPi3RjaVHvZoiFhsqWk26Jl/mR4z8OVX1VPq0jgyq/UXyeZ1SXLnDozypTLA5t81ReCK1OW/UNlIRPlni7ra73nx9VinXZzR4UviiKxR8p6kGQHl26Ri9UtwdKhiMfFacU5evpOkbdsh7jFAZK2ABwrkLFUcsKwzqUJat9sdLlpCV5lB3sjKE3cbT+fkDxsl05KDspY+6qIO9DJlQt/zeTKddPv3kNxZVGrL47rdfXF09PT1kPi6utnVV9IFlHeqWAOceXdwPBFUTDIg3G7i8yTGBcN143qXgVcXHtb/fNGJ84C1bdpa2DL/PwwhFsKNGEJtbyptFfpGS3sfIdvmZwjN5LD87dRXTTce36ujDpXfmUr6pCO+5Zm4cr1FWD1xaFA8kPiatsbHAlw5V49CFE+tKo//sL9V0vsa7RarIPrwSB0B1L+QDfyialWF81QjIS5ZYjeeUY76pY2BQm+XY5ia9hfpEaEAn76XDDQHtPyuENc2+RJZDvcLjFTbnIOR5nWL7DyEScixpXrxuPKR1NqMJZEub4eIcrwZ1/I206Um4+NmcY1Wi3WwfVIHObHOTvx9fhsibogRTpJMSyscaFa3L5VaFFa0Ha4N+AD4ctg6YSEiNiNhV1w3/LwTdBSEyNOUOezMpujYSclx0zFpbzghWenAshwnZMuS1ey3LQgWo3Znyvrd+/1nd1cWfZ/eUQC1Rfl+hWqL4RGlGuo5ep8XKnjr9yhGIkl31h24uvx01LtVp7laYVCrjNv3O3uWuTSHGrAnewGVAYmKMl2i9GooNx6JRSorVXqmyC4jT6d0yaxaQ61HQ3rq6D5xjmNK8YwrY4RLL6HK4utaqJuliNq5Yrs3L3Xd66/olZflG/rZ8nJ9aov5AJE2XLATOXKwUByDGekBl1KjkRF3FABqlZxcH1NGiUeGQBr11Ix9tRHMGdjE/Q8JSKMsWDB6ee9/8jOZvU/9hRxdjUs61k3GThTdVOk8xaPpZFEO1wN1IdkF8NjLK68RZ3ri7MOy5Pjoy25siCIsnKoXEbVdPmFKOuv4bJu2LD+0RGK8VjaRSDlhZmUHHGKgZNpTdVhd6xjeD2kLrQgWVqaoglDNCleeF7KcYvRWEeuUFbjzJNuA5cDy5LWe/rCxzJqOKGR2dE9PJOenFRrDfvGE6q4GiuXlKkYXtrmyoL4OZKm1VeUIcaTY+Xbo8OMK8uEKDdlxxaifLw/6PIM55plyoIjyod6S6I8PGDuqbCPK8+iERJCuyDAuLUIShM3s7FXIEEln4hm+W0NVO7VY1vaRQ1RbhyWF4m6uLPCQY+F2ZDlUlx+67DUMsT42Di3r+yG+wysm9s/matouW6HDSi6lw43HwtYewA+ZXtcWdA/c62cJc+4sqyosN7Y1RdNOfJxyBQpU67VFtyhsvCJspElH/j1AfOQB7u58jBaIPGzBQLPMsaUkfyq5Qo5z0L87PaV5V69NJPrdhHHWkDY/rnnk3PCQcy79dbcWbptmWxUj8qVLZqX2bTjQILilDx221k/iuE+84eiGYYDMZVpgmSADa4sk9/Vi3NlC10WlSuXZiHTw1NPCVRfyIgoQ6ovpGLJQibKM64sTKJcHFKYh1Q/zifVT/Qdq725CAmknDhnJBpFVtPSRNeWCjnPxmfErVXhDTpCvud5Ehkhk+CfU0KgsW4m3aebvb8R3LiGc7iy4hnZOWeFqDE0Kj+VxSUOm0WB8pdkNSqr9DjDKxFxUa4Mocti+CFAmXDlo1meg9HUK1uqL8RAlLceEndi9YW4ypSFQJSfqtbI+tLfvz09PX3p79+pMS6oBJp6dqFIiUbJGr33ho2kw+xNgvlbXrK/hkfIS5A0w2u7SDOLwiRFou4NpbFnpDc5Itoxailr9u2ukqRVV6cRUdMaYwaHdiXEdW8pybeKAzNjBD5897pNloEui1pJDOHKFrosorFkC1dOq76IPySurNQhvuxwZaER5aKhnSg3dRc1Ua5fTZTGI1YEBrWrVU5udbhLaXG31H9zXktZu6bphRYWqDTzG2/HJ5FkCDaoG+R+AS/94G52lWopZ82CIr2/7lOVt9QjU8BweILoRkSasflOZixpHdZt15ory4rCorjykpSLaCxZ58rH9fzqC6kIbn2SKgaiDClTFiZRbj7OjpCHdRf1x4Yo94wZErTw4LegsdPN0Ki40FnbUoltu91q+NQbrcvxQJEi3RaLUgBoyEzbXRDLyuStw60Gd11EZx3TLYK91Bkh7DaKqskQ/BTbGWsYYtdyVLzDaEiMKwfpspgfrFGaUo6sFDSXN6jqCzEQ5b76oj5YlQuUKQuCKB9a9Sx5iKwfJ+uMGRL8yXFOzTL5qVxpVFe7p8Ouye5P6wG7oQwPeiDHEF3b2RBlsS1l5S9FoOfhU9CHqkXbZVxQnVx0S57K/AQ7Az8lndZCd0Mv6GGjVhHYXXMWXFkMPNjSxz52hnY0nSgvuXJPlHuO218XaJny8Sw52SfK5Y3jUFmYRFkhxzOi/NoiA1FG0eWSarEBv4RiJJelCXChW4rNWoICvT6WgXaK7PAw23CR8fvh7KB8G9d5qSpk5ZSxZ0UEUDQ2azWesYCf8tSXoirWmXGH8+xNlqiL64Vi8/kWDiPr2m3RuLLYSLCxm33s7OLyMRfDDvJY5XxK9UVDGQ+6bCxTjldfCI0oD6sshrCN53dZchnoi0bptkxUtGfm052oRsr16akkWWNzz4VluPt3p3fdy56LBn+5IN1BRFI7Pu8Qz/DmBSWXMQVbPs/nyjUm3J9Bh5PUUGAzF7DF26iYtQzflbKrkk2HCVeWHQa81TnClXfrlfuPyUS5L+Q99H96esopUxbyifLy1Zu/RZSHtNsdA/1Hapyjshs7UwBfUp3fQ6w2trq/grlVaAFxL3UuenCLuNOXUzNxOc7JDAq4aJLyW1OQzJUVH+ZM5VIK2+QEiUtBRomRcGZY7RuijzqTKyuj+q/E9mw4vVtPlPvqi/p6oa3BMuWG6rGrL0S9n0+8RLnwDB9Rfm3L/nHyENa39IcDIwlIGQvJa74ElJZSh3J38yxK9NJXQYrsdi/JD8HFbF9awJVchPoWdtA/OQuSIReueTMXliGZXHnpw/zFkzMpyRItgraEWvKw3Sh3lnA7SlVmxJVln/vCh0h3299WafKww1aZMqP64ouTZ1/UQ3r8o0EOlcVFlAtFtp8oN+ZL7Dh5CD5b1vpX2JjUMX2APJWoryK0f5OpQC00foQM8S3JD0PYXVmWZRbRfxaqkeXt9k/OgoTMC1VzeKiS1NMvUmfTCJ5geKbVQyk+iXVzWBTMD/GUNfnqkS4L+pCYxJX16uRh/xOrL2ROlMtJrXT0vb6YTJQLOS46DP8BgK27WOIfHer+W0Gy/NYRY/O4wsdqQqaIS4zn2aAOIhSWHLEI7gfsqotEzbB/acuZYswR3D/nygXq3EwKKlRRGlrWDMkzPmTs1CRLtIuI70f6ptZ8dYXtb6jwA1cWaOVxsH/dR+ZFF9KdJSudqdUXMiHKy+qLmi5Dqi/ES5TrQot4gfJrKxDHyT2UVG22uB1RZMFZYvrCdVc0NVm4dRbQBhwxmSTXDYvVR0eDrz0jYB2MRv15yyNoy3XmBahzj4MKVXbWSp7NeP6nCmUnVX2dBJGHKaJOCHFZQP902wqCK++ONXYu3UR9AoaIiSu7qy/kkV5LRaYbPuqovji+LXRZJ8r1b0QH7+eTEVEG3skn0ONkvb8xPLbyUQRzN9tCcgQjWewK4uXZ2Wt2ux7WpUFbsJroaBFZ+k4267/r6rozaXnoOjMk8uYFonA8VJX/qIlr6HYdYzbdi/kZSdzFh2ewtSS8LQAAIABJREFUOmmIIEUwVL2/v3Nlif0I39ZwY2exceWaJcvjMXPdrlZ9IRW3PqhqQ7ib6ouGH9cfxUWUm0LkCFE+FPYR5d3jZKUnNoqM/ZtudikWnU9PFltS+os8ZWqKPJMCz5unTwp8kQ8RapDhnEaWrjteUF46K+gccuGzqSPr4mZ0OahkcEnDZ5O0TVxK4i4ySWLd2CbEMV9zZYH+WjWw89FTbD9E0rRhDUZm9YUYiHJ9RF1+qaQ+VJZ76YWPK0tHLptCCwhRdtRdHD0jx8m7jNkRRZYwlv29H5sdEpKFUcTwOkofpQoZO+kMnDQ1gILuO8Sbj5B164iXa7poF9CXf0iKbYXw8WJwZWO2pHopCJWfGfL3Duqegt0NSaq+aUGi7DsttsPKDldWOliIcl99IegyZRkR5WWZ8owryw5RlooHM4gy4zj5+LjUZEmX3VGkB3P9lSWtU/MOL1lY8BmpdvlQZIvPT/dqmg7Y2S8NCJigc6aXtqB25ZJSlo48+wrOlY0DMyfUhxORni/RB8vbVuTCNRiPyPe4er5cuW56vbIwHxK3dajco0lFnZvqC4Ury4oo17+uJ2aifKjBqLvQkY9vtx4hNwNpYiYeQrPtp76o5xpeGOckiyX47NsTVUIpcDqCfTjQ2/BFu4wgkgiqi67QeWugL4qBXHlrXWVOqA+HN1Nse+2wbInnzqARObsMwyFIDM/BaN5buLKcWn0xxC9vjnqMWdHFQX9FJcqFIu+eKAuz7gJbdLE8kIaH0BBHD/itjeHiyYL0bXktT5HdyJFZgLg0CGIfDlwAAj3yUaASRDAkOkDY82gZteyzJXpXT1L/+IRGEHiTxbN3F5Cxs8D3aNL2d8+ENym39wn5Dj8fvth+eaS/0vTPqb4QA1G2VF/0D7uoH4Lx9PTUE+Vyg2BPInWWLAGiDD9O1jsbD6RrKGwIFcwukAbdSKF7VrJwd1gOdz8Uecve/C0NApJgo4KDjZ3rODkokb2WdvHt2cbSDQgVdBrPY8Dh+YkFnueDGR4iMS6Csf1VmfDOlSN0NpMrH015bNyQLivVF82hcnOx6T/DWXJleSTKluqLni7XvLkQ5cKhfUTZXqB8KAk8Tm5AavwgSx4yZmz8yCOZqD8yIvYKySLSp+/gI8dBY3eHAP3phtoaiFK4xoFg6iAJIrASqbNJXaXGznA9Lx6tyeshvuCxqZ6xLB1oZ0WlBbDlypED5uUoN+yMJStcufnYE9zM6gvZJ8pN6UXz4IujBqOcJftu5pNNogw/To6UJh/gJgV+n0KXb/cFWcBJUq6TLCLdSgdHoQXW2K1RQH8maItSuAFhYDI0T/NVRFXLWDv+bs6JdB4+yJzqMceoNEFBhHyJcSjs5jJEC4qgajjgykFeiyXKhSvLvGpZL71ouLKkV1/IiijrP9FXii6aSgx5LFOW6xFl0nFyM1xnyfULG0h1RO3uWKQXPFNg90IRwFkyxF72Ho+Cus7Gn7C1Pxe+ch1XJKyour+PK0dyY9oEQcI8P6sk4+Qkw4gUqoZTruw7YFb670I1aijPwVC4cv2gDEf1RX1lVu6sE2VjmfLwUHlWrwwkyocO2LoLBbNBWEoHsuRDUCRxzyKqbkDkq2UKX+f6CBnunwigZezpCvsUCKo9HB53BdvhOb6CLAkdxCgi314HV2YsRcaohGmFizsFJ0eiWwpVPY0r+zjurP8uTsOVZXWHn3L2/Onjb1wPqy+kI8rnVl/0RFkmD76QAFFOPk52F10cjtplyWXl9FCQcJKu9AIVqxfMFFv9Z4UWQP/EoZYrAT6bW4BnbRiz4STYc62OL3W4tksR7gwWHLUbzpAITRiYnJSwWSXZyaitkySIqt6aK+8eMM962hH6gc0J8S5XlmdYfVEeeVH/5kh/otxzZTmJKB+GkI6TfSx5qMaHv/dmJbljqR4r8hBgEeSEHMQAyc+2OTiMebRjRtbn1bxxZasTdAP6OWcWhgO3uPJZucgxNmdaGeIgaLsIaRLZO5EDwUSX7Yx52Mcy0EKXG9Is8wLl/olyw/IDnShHqi/ERpSbQ+X6wXD1S0SOE+X6Zr4Eonx46bJFF68BzSz5eInIu3/n9u7feX19K5D6/iKDGNtFhrzy82YZZb9dD+UWoHuHUKTpM8JGpPPGupF3o+xSVsfx7YCKlHhKgbtoBniRGE+ItV00RlZJXhVpu4xDENsVVq5sZ719H8soO1eeHTP35csiD0fL7uqL/nrDTeWRK/f93dUXNVGun6NMIsqHYlvHyZbz4Bo2jSWXFVJYcsOV7XR51q1cnH3LSI5nZYr+5XuiRVq2jQCSJs642E7xz3KUW7GtgQ4pCSs/YckpUiDS4V4aXgE6KiEQcqaVJy6OmRxu1FTAVmyPK1sOmPtv9f5urqzc3tcMmVVfyEllyvWv6z11v9LXE+X+Z0fETJQb0yzHyRuVD7bj5FNYckORa64sFV3WGbOe/euvfAjAV04Ka8hxcqpFIeiY1Plagp/lH9tukaEPu/8uAmk99LBDQRDpcBcZlT9RYQsOO5MkiIvA5oRzZOxWf7Yftrnykv42Xyk93VxZRlUZdcVFf2+fXKn6olBk/VBZ5vfzPdl+wrqx2kKUj56+4+Rm7FJoMktWuPI7/92t3wyWIVR3WCZlUqLMyRTY2/WCruBtOQcydaaW64QtIjKEhxwZEneagsBbDH3C6TugpENw6vBfKn8FhZc4jMmdYZ6YVa4wKkEcH9/FlfUD5vr6rE+ELou5KqPhykcHVPWFgMqUd4my/UQZXndRd0YVXRydE1iyzpUPulzabowZh/AyJi9TKIUWydkWMnwJzsZnm+YAsQ/ZBU9YITynUVdCg+/IJ8kuOs53lppfR2EdKjkVn5hV4E7OFMdLTbtD/FxZocLC5Moyf95FacNHYdRcWcJEeVam3I9qnossO1xZ+ER5q+4CW3TRDFyy5DK/DYLYWPKSKxfG7Asz+8CL7C7DIVs/rZecbSMD7VNTGk8K1bRdnK3+VHDHQKrTqIutwS/vGWsPAnjkBHn8vxeSi7CwyZPr3hoyPRZRyTf2aqlgv3+MKw8PmMtHQRBlC1eWx+qLo/X1yrIiyu7qC+ko8hf/3ptaC9+hsmQR5cMPmcfJVomIg2QHV7ZsV8GEaBHBi/yh9N179fKzbVCoBVke6YtxMcRNOHcxXAd8dyDQbw0Ub6X1UooshlAUZv27Qoy4oDo/mK6D4hLWEjWKn4W4hLwEoMs9LT4+Cogrv3p80PKwWFn5KrNMeUaOeUT5oDhbRPnwBvA4uQa8LEve4Mo/uMkPbko4Db9yhB9wv7Hj1D0jvzudnG0hQi2zMJvc0uLi2HZtoe2KpoLvjiX5jbHMFKHS/TuNYVTw1XBltk+omJn6p62ltMB0DCelTZ8ItzIYrtwcMAuHK8vkqXD6kXNC9UVdaDHEN3Jl8Z4oH3RZbEQ5eJxcD5z12WXJcm88ljx8bFx5DkZ7rnyny8O4mgWbLwhnUhjJ6Oi2VWgBzzgRhLjQJeBSRN0gQhOMwvpza7HxrOD5DY6sC4VkgBwvsbXl+b/GTJjf/LW0JSg5eyeIS0hKMK5cM2bZ5MqWVtdaiOFXrxtWbay+kAlRVqovGorsPlSW0f18Yi69KHRZbETZfZy8W5p8qOS+da8sgDhLtnDlh6PlyQHzLN5icRgdbuwTpMgQY30IcYkWh29JqZvbEKxdW4A+0cZR7BUC99vNHIaMBrcF6KVayfrvlXVWYKnK58va9RtqScB7RnCMYRtTAMqV+zNmCxU2AuqEOE6U7dUXT09Pxp8diVRfiI0oF4vqZ8m56y7qnsHj5HqImyWjKPKsDOP4qHPloy3jTfmKnVaUgeV/PCAJC2jsLgjKhHo2sVPQLBWLLfB5sWNGRG/ZSLKFsaSNDTtT5e8Fg7TXirp0ebAzc94OWVuuS07d8HjxSUHEAoErN/wYCDgkxMt7/lDVF+U/r+1EGVV9IXOijK27ABZdBB9wAWfJbq5cPyJDDzlEQHpA+iF1oQU8ZaMAt3ByUjxKSmmKFPi8bFkRkc7Gt4AAF2GZKd6MKPrXQvVlw5impU/Kq/8nN8Nd7ClIblRbfN5DaZUpawmoC4KoQTxXFly9co1p4cp1z2D1hVREWX/wRbD6QvhE2XecDCy6eC2FX5TM4MqlmjknDW1BKZ0Z+RqIaYSKSzS6lJHcS2ukMKbGaAXEnzluHEKh1oPwyd/SrpmB7DlS3DL86i3gyhCvbsnKlGjxXnLqZqTTXUG4TRnNlUXavyjY2V19/W1/yvOVLUS5sM/6uRaWpyk/X6LMLrp4jZBVlGznytPHxo248vKhctjUYM+z2J/WcycsHlRQon04dWNrGlUQ20wdgb1CIvi686nzMpSiKxNZKlvLfiloWMoFdxfP/5L4XweNrJyotzgQvkMFO6CEZu3IOLos3cOVhUCXe8Ys89v+pOPK8kiU+zLl5rkW4iLK9UdJJ8qH8tai4bNZcgJF1rmyzB6FMeLK+gEzPDvoGVYpR2bkKU4CIkrUvZfptKBiQJei5Co47BXiwC8t4jqGOcb1v6uYsb8deXZbcH42iMDmBLjMeblxHZIcmDlZmTbm7IAUrkw9Wu4Zc3nTv3YPlcsdcvV1S/XFEFY2D5XFTJQPicpx8sGiHMfJW0UXhxrPgiW7uXL/rVKSwcv1BdlyfnxWLiYBOoQOZyffOl03n5JBK1ASFRz2IrHjlwZxHclpRqFbtiy77a49+M/dp/m/xkwI8CJiGYb54Z+ZvamuXiYEjmNBXFkSf8BvVp085MpHhxlR7h+N7CDKkOoL2SHKxrqLIV0+HBI8Tq77PwuW7OTKk6Pl2c9i8xLEsUqHO1azGWQmqQRMh0S3klTX1SL6KcOKnqElSGGvEAu+26WnxM6uUItpiiy4Z4BOg6/PtPzc4xtlwcM/J/bzZdldTZKO4crSEWLpzphJR8ufVqttSKNlRJRLocWwpEG66oshCLD6QsJE+RDXs9iGLvfD6/4FJM6Si/Pzi5KXXFnmt/e9WTRmrnw0aqDWFLkRV0sk5YiUNISR2DvnCtYN8XtZQeUthmANHKKxV4i+VC67AFAr3GgsdnUtB7LXLRCKGuOzzGwci8oAaYF5ipN7Eez9944c5soyosIyOWYmceVZHfPRLNUXov5En3RnyX0ZtPEhcbJPlGspluPkrepkEku+yEHyLlc2liwrP4sNidXlT+vVWVW6o8qcDJUDa5cY143qQ7Hto/XMYg1hWNdjslfIzDSI3PzlHRda2hCw/5bklktFHySfxIX6ZMWnLC38k2XNpGA337m4GFeWCQkWPlcWad8M65jrO/ZmRNldfSEj/i1ooqzfySej4+RldXLdf4b8NrFkIleWh5/FjoTr7g9Q1y0hN1GT0QzZIhHlAXKq3ZAVnNbhQIZ1PSZ7hdT48MVPUn451ygptYuAnjlwlnkpKA6rLVuKBTbuEPckbmUbrOFpm9HtMSew5Ya4sswZcP+V0tlBl2X+nLiaMde1FhCirFRfyCOHTiDKhyDqcfLR4S1gyTpXFtftfbP65q2gjf/utDuf+hJTJrhFIlArnoER6xxa9UPSTKMKkooFMgSdhYldw1jnFChLporIhei8BCGtT3eAG8F35zQtKpNlQZzjFZTFlSF0WUY/di1zrjwrmVCqLyRcpmw8VJZHkiodVy6AMiHKet1FP/C4P+zoP4NdsuSyNHuWXL46nROfyZVtdHn3CFnPFDkZii2ix9clWvx8BRtnmHZZDkslawOrkalSSiOJYOhvBATKhbuooF2fK1sQrhngdkH2+c0JzExBQYcgxLnosqjEd/atPsoiVNTfImnqmJdlysqh8rAnqvpCzETZV3fRDzw6H7f6zWAtLHn4gIvj/elUGMmVZVyGMe7ccOUVXY5T5DoxFUHsrMFOST3+TCLPUjisArgrq7RduWkThxLUt/p6giHJaEC5TU4AmmDMWm7RQZ0dcQF3EVtWjbzMBmkZIEHQrBldgVNjnyvLivLOOiwHxrmyyPhomV2mDKy+kDlRPkRsHSc3RRfHceZnjSWTuLJ2tFwxZsgR8ixDNTmClzVSktFaIlUNLLiO5pZlmWLJ2ilv86Vot6VpuqBnscK3oFByIxOxVGzrPopk59vHwlcOKca3FJhFRImXBB1Q9m4lhNtjNuBlhjv+JlcWA99V+liGK2Nnv9s3fN8/SgJeprw8VBYoUV7WXczo7/GmrseY8emtx8CdTn+TufLi9r7Hc2VH+fJubpqlJ7hcag4y2sVOhXAzl2gRcbo3BE2bLIZY7G2a25nssMrEgchl+McN4hjokxVcRWz/5ERf7Yo+hSbo4BA0a3G5vG1ijyuLmekqPe0gyqFy/VEmdcxp1RezQ2VBE+VDiuU4ufTsv7IcJ78e9QyLkn10WefKfQdTGUZ3wAxMTLOPxq+CQnmvIshuJkN6DlRcXGlGN/L8NtShaVh/wk2DAPpAICuBCsgee9khEai0tNkILeGG3XqWQhVlgKmgca8iF21jOlf20eWjzX5wZPjVuUT54MoCJcr242TL8+Beq7fDkk8nu3lHy0CujKPLPYgOy5PLe8ljBkSZkGmmEQdoV++lZL/1LWFqcqQkIATlMpyTOdwh6xQ/70Jlps2h9NMb1bqlk7E6bHBl2SG4y85baKW/zJ96MePKwiHKluoLsRHlem1tFSj3Q14LXR0nl26fHZa8zZVFNriyTEqWa9L8/ShjHo61AAblGqUAk6DkHopgzbSDwK2rPeb2nqMlTNYMHCv0rDCBpwWGLbs3XfAC4RQ/O3CS01cvPS2FnpurddEo3axcWVzUls2VSxv+2PXRmoPbnvhGypSN1ReiEmV33QWEJZdnyb3dLPkErizScuXjBT0RsaMdLZ6YcvJgskSUmbsIDDNLq9/b2zWnTAEHio7gXHAsNt4dNygbFdjSMzjXyTF+Vh6rwz9TYpqBu06GaLimy+IqmQDy79JTRnfyyYRAX6RMWWJE2XicvCy6eO2TEdTT09Nbz5L9XNny2DgxcGV5oMtbcat03o1/R75wDHFnwLrlCAVaeinfJvtQ5rWDKPAET7pB8leOZSAW1vcwH+zcxWc5GSE5j9VRTw3JoZmZO4XPycGsuODK4r0Vj9FNNn+6L7/6QsJE+ZCoEOXd4+TSZ1hxcbw5nowh93Y6qb04V1707x6F0R8tGxnzss8SIZ4vHCJ2lalVKu939YQokzycZKCctHVRzUlwpg8BYjVp8QBhT+fKZ/k5MjwzgzWy2FGZL2gmxTEp3kifc2XxPuLNPtDSUx65sth+uq9hvbPqi76nGIiycqgsMaK8YLdollx6Pj09nc5lL8uV+w7WkuXylVRc2UaXla/cacKRL9wiFLmlzcRJbv6Ny/KNJVmX7L1aCkOiHTMo3TEcZS9JNBDW/ZD4pQ7URAfEOXF5LKX0gtKSADv8ly51597dgc+MK8uEGfcfFeJbuHJzJV59IQiibDlOBrJkuR8kv/V0WarWcGW509/6CrhkWUZHyxPG3F8xJg54vgiKuD161GiRSDs8qAPVmRH14KZJ7taVIHELM3kuUPbu4tj785BRmMtvgSo90+Wx65zMJHCWLIif7RvTTeHKEvvdEGBnGdUrW7iyqNUXskmUl9UX4iXKNZmwHycDWfJn5FX7+SpcWQZ0WWgboQPEJ6JuDk36UbtQcD+QpgBuVAPIdhpbogPNvVR2RwEt5Yn2BSD8pSD7vsrxc3AgNfqMfkvW4RST40ItSWPMlSX2e9RAulx/dTSdK0tV05xWfSFVmbIYHg/nOE4+BirHyaWDzpKLDqcz17eNK8tmybLI8IBZztjbZnLt+E0LpsIZAspeFHhcH7hFPWC+04AS42uJNATrVarorSgGGmVBViQylPFhRjQhWbHlt8xpzV9CQKErx3ZcWcJE2QEy6y+PXHn4QGWZ3PNnqb4YvhEvUa65snRkXcx1F01n2WTJb8R1LNlIK9/Kegyp2owr+x+FIQauLPMyDPQjMiCZQsevGzYVKoAocRB/xjWBzyBbRLLECBRvNhkuNWI6RKPscpcsK+AziaRF64PNXIRLtCVg3yE5YebPXZqTH+iyIIiyD2c4RDqurJ8ll4uW6guZlGFIuPqiR5aduoutoovlT4ocb3aZ5dtHl2ufu2/va/rXmP6S5frj39hgzMZu7kzR49eNlwqX4AwFdv2JUgBoyAyK4asciUEcxoSSnEmVbhm17BPkykMRQ6H5yxXucIYt7hWSvGLzMzN7H6wu3rmygIhyAleuD5hl9HyMWfWFeMuUZ4fK4iLK8OPk193uFFkCLPltpctSNRNXlkEZhtY/WLJcc+W/cRPE9hbMTX2jits1Da6SHQ0oFwWl4GROXJpRcIQrRBxJOgQ8zpV7Kb7ApzoZqwzEHHuiY8ejERMuTgekRmUNfhWu3I/qP86KlY/WcOXj4jMiysNT512WjC1Kfpvocu3VniuLrWS56ewvwyjvpStZruiynJQj+jRBffWC7KKBShqhsG5BoeUvFbZEoGcgM8sON6o34qZBuHIjq5GbkHC2RFxhDUMUTg7//AyZsxW+5sqCI8oR2i2igcj8l0dkdOpsL1Perb44OrtLL2bHyVI1N0vGUsy3hi7XvnVz5e2S5fqro82fHNcfLeuMeXYdmyASXr2gLdEoVS0gDJ/EMU/RXAfMMSrTRexwo3oDYhr8aHn2/kQ/w/Vx4zjSWtpOwV6uu1AJi+dNAxLl4BG1yBREOq5cWv2+NEiZcn+ofHzcupmvXNGPk2elyc3Y1+BklvyWvQ4XffQ/vH6Tx5V9ZRiypsvDi8D0xMNfWuEQPfNSUJMEn8cxT9F8CZgwHWkKJ8QCW/q51g3FlTyTpoBREFCftFSmD8F6mB37uzhpW5XIM+TKRxsWYDTPwcBWX8joCXHSEeVl3UXdTar2wpJ5XLkQZdniyvbb+0QtwyitLsMoV2RShnH8/a0BYxZOghDh4lvSnFt0ROflWLbD2cOx+lvQqNMBx5x9e2IgAKWfa91QaJ/TznIyzye7UKTU97xifxckYRUdS/VCNRhl+BBBRuRY5vf2DZ8Zp58uH0S5rr6QSZmymIny6yFQllxaJt187vUYtd90rvxmathc2VyG0dNl4ZMJhggjvlt04yWIMlRXBJG3hgOtsEBFJjHf28Ov2CGwFMSesjQDe7n5oqmLNogWdEha+jJCxSVuuQ5lnSJC6nv75Ozb+xq6PGyz2/v052A4ypSV6gvpiHJRb1mdvCy6aEYNnXAW3XzWdLl2oOkRy4LgyvVXRxuWYZSvpOLHR6uPlivGLC9ceZHarqJMRDR2IMoQO45PItXhs7XRX2TP+1IWVoGgCFS9ctPSPGwxFq6PBTDuh0y72LHvG87OGPc3d7oc57jUo2VRf7dPHp+vLLQyZRkR5eZOvpIIto6Th0NKt+PN6Yzz+dLl2p81Vz7mVFyPwpCmWbiyGMowjtaXYRx/f/MmKf9DzZBiBIeI3gKZdaY6ISjCMTDZsT5xp/i8uZKgw5Y+DClbIhxcuW+96OZ6spPZPs+RaAFBmcaOfd9Y3hJ6XLQVV0bR5QjIMXaIIJMf7evf+4hyw5UjRHl4nFxnjWfHkp87Xa69iuLKGl2urzRNKcM4WlOAcbSOLgv/tAAoYgsZJdfupWE3nvlxKW7d4kZtITjEneJ2GTG5zJeizxVEWLhy0/Ruw4GZHt76Fi4UZW8kv5FkxYWmCdqCbbkyhC67EWR+b98WVxZzmfLyUPl4bym9KB9nx8l90cWwf9NOZ5lvB12uXVq4ciHKYubKP/fDObcWL1euvxJDGcZvvnnPSArsHLRExso9mkMfnvlxKW7d4kZtITjE5bi9ETR7n/bKUcAtpefKfdtSYBZxdqiI7fav4EKxBu66PUFWUOhFMsZo4jquHKfLvuGi/hxJT5dlRJ2PNuPE8eqLppted6EcJ/edm3Y6uXzLXsWxv/iHNxFZcuXXc/SDm4j8/O/f+g6YMgz7AfNvPX71mw8XSRkwiByBhYvWAftvSbajjI2olzx2a0im22tx/ZvkV44Cbiki8vT0VGcgqgLxtKaI3voKKzQ5rWFF56Sp5GRoBxxz5SBddozthwxBROXKx5UIUdarL0Qlyv1xcp1Zhp1l1E6nlW/lq7i3cGX4ozA+/7u3N0N8JculGcswjvd//Sa0U0Y3chCTJHcGK+QtDWtsXD3eggmOSvb8rYqwU6T3hrN1sFjaN6yNRjN50i3XsUKBhvg0D0pnB35QSaxvh2hTrvwq8HAMx6jhkP6ijG7mG3JlMZwuD8uUZVJ9ISOiXIJZOU5uii7eMpb8XOoxDg9bfo7k4R85Zq78mihLVhnG0cr7v/76DTy/7GKiAOFya+QeXDZ38VN8AtTQjeAbaB+V7/wi9yzRteEJOszWf92oNvbvjTozlj3b4VSX7vowTVa+kkAPz6A0rowlvo7+w+syek7c0ZofIgGWKYuBKJevyvVhaXKblkTkebLk50WXDz/PuPIx0W6u/IYoy5orv3fI1blyacMD5qM1R8vHC52YtgCBSQ0ut8dvRMh5J4vwWePhuKVfZN5nQrEtc0YgNuY4OW4s1sNpDs9xKbw/ZKx94CnqbeHg6fJWf6Xz8Ct55MpHq6/Eqy+OnhaibDlOLj37DHU6g/zs0OXD4SiufNzhd3z84HcfZ7biyu//TvdVadgyDJHClY+GSi7GbpfKmz595NT/hc/3jAMnIhq4JoE+L8FijJpd5Ou0uJ8jj1juJfp0aDwcVCOogz7ptQiftrsuZQxBTRZbCsS9S5A1V+bR5WW3YYejzR6FId6HxEnFlRuiXAJgVnP8mWXJz4Uuy/xnrmePjRve3ifqozCUkuX3frtjxhau3Hz8rW4t1VcKXf71m6zqEZPT0LlydSlC28/gxmI13EULSl8Oz5zxWpZI+yb/lbb83IIuxZVrW+xQw0mPS1d0wEoMOtCtADuLczOrAAAgAElEQVTwc0QglDRwZeBpcbxPacNHyOllypbqiyFRntVdvLDkZ0GXhc+V7SXLgDKM5dHyr79+E88sW52BOCi5RlmZ4tzGwpXMXAnL4ewpmM1yuXjWGpCs/9OIWOrmyrrPUXZZQjg40U1zGA7MM24T0kZtIbBzC2S4lSu/2rnbb9nNiDPsebTZb/jtEuW++kJUoqwfJ5c+bWC91Sz5+i+puHL92DiZcGXHozBmXLmpxHiv1H58/yYin/vbD9++2z+HTinDqK8c7bESQ/7agDHLZlrZ7Y/CQcm1CGpajtxdexmKbWHGFdARSJ5fTmv91SmzLzEOlybI9+t9W9fjBlom2ig9mBZ4trsRgFYAQRJEQMZucGXgmbEFROHKs+cr91z5WOWW6osSEhaibGfJp9PEl9eHc648e8TyLldWbu974MqOkuXZx6P95uPF0dGy/MZNwgcq+bkMInQpQkYFGM3HnNdSIkklOyx7GWANLG1Ln3PnnSo9bun1uXIBH059CfblQEgGWApiIMMHomaKHfgJPtnmynEqvBwe5MqyX31RwqMnyuWrnge/sOTZ62r1GLLiysPb++oyDJnf3icVV34oWX4kynrJ8sOJ8vfbtfRO/+C5YRmGTI6Wf+P1leQ0FEGIC9XBRaYf64tUNez2sr2RNh0zHKCBW7M2nHeeq3VZmbOcYKYiIsfJTQj3C6NpObY30hnIwLHPJfB9OFujPFw5wob1gZYhMnrKshh+t29ZfTEjyv1x8gtLXr4uRZeFyZU/aIiyrG/vU0qWrWUYsysNVz7ab7y5kpaGkhOZG1ZkfL3u4HYdyliqdAs4UIEhFGSN7U4TSZMLSu9hE8xURKQ5uYgbtlNsD7oiqHY8QLCiUSIcOPued3FlHyFWhhgFyeQ4WR6frzwjysqhskKUmwB7YcnG13Xosty5cv3YONnhyvXtfbLJlTdKluNlGCIPXPmxEqO0hEwUHxsROgPsMcuVpTi394L28iTaRQB1GEJFFol7Uk50ONwP15FlBM9xciMxTeiWoC3FgibsKkb1CTurwE3D0+Xh9VnnLUEyuavvaHW9spjLlAthOq4rv0Q9Y8mnc8HLvi5Fl2XyiOX69r4yyw8lyzuPwmjKMMRcstycKL/7tx4+Tssw+tYfLf+16uNfef0+IbMEx0aE9lAztHLdLs7hwIi9DFm7UrA69GgO/OAsKGMTHJ451yhZ9nplC3LOqq7FkcIWZVqO07YQ4O5qANlZBW6Xnyu/mjwco7/C48o1UZ49B2NWfSFdm7HhF5bsfl2ELh/zteTK49v7DFx5t2TZ8+S40vQyDKmOluvr5Wj5r9x2GbO9JzDbRsbWIApO/dWuuNLiSuoKAEX4vM1QwO15lNt1BKrPk0Wj1tUz5cpltdR/2RKDqlKdZgS5VNRjFQ5MUIArz3iwdEXGEfyCII+/2Ne04b19s0Plvj38Zlt3/YUlP+vXMWsKV67LMKQ5Xa5KluXOlYe397VlGBOuvPXkuHf0A+a/OVq0+tGy3E+X/+oGYzZ2AybcyNibYeNpRLjFlRbRdqZAHDbucIYOu55HOdkokef2ZNE62pYsI1em5pOI+eU9WzQvcUE0P3eCeLOQYBeAK+vkWMJEuebKRxueKx9NJ8oKV5b5cXLdTqd9Ly/H65i7gysPH7Fs5Mp7Jct3rmwsWd4qw3ine1zGw/GzfrQs23TZ0geecN1CHRYFVb1VrgXaG9cq7nCSDmLbNYMutZuZYHW+3KVvt9CWdNkOmLCwaxHwYGfbxUsFRhxq1D/T4MJw5Rk/FgRR7s+V+3rl4W9c26svmtaz5NPZ3ssr8jomsefKjNv7lJJlrQxj/uS4xdHy0foyjCFdrluhywbGrH9Lyra7CEsrdPC4wrUacY+h9Ak6nKRGgZ0J9fnQZ2OO1cmilzi7gp4RV9ZDiScdiNysfyxymhVLu56RUTCu3FNkARHlgikrruyrvqjbC0vmvZ6ens4qX5bwY+OWXHlWsiwGrowswygfjUfLYqLLylfM3EQU1/ePK9wDRkyA63M1HaQ7ZCotzUBIzwvKNYIAbaRG6xayJbRJCjByCBx5CcWeHUaM64CgmMJx5aZYAkiUh0fL0j1reav6YlagXNrp5PKtfJ1Cl2WfKxtv75MVV94qWT5YcuHK/jKM8qb/Wey61XS5avF0s9U5CKLovIUM0XmmngVcZPw+89XIpapRu8UxiXHrgJ2vJtceO8/XRjtsTrxTE0imngxDihVNyCesQKgINF0+GpYr90fLMuLKsl+m3LfTCeXb/cqny6JyZeWxcYUx91y5MOaaK7dlGGrJcmHMy5JlwNFyTZf/2+q9mS4PL1Kz7RJkpqoPGaLzUltdikj7Jv9Vi6aqoa83tmmM/iiQoFz7cJTnT3GsHTMn3knLmBEmxiwE1F8BR1k3Q4D6DcqVeXRZqqNlGf0uSaT6Ql4ocuIrmS6LgSsXxjzgypuPwlC48nG0/MCVq6PlNyfKkzKMgyUXrvz6aHnIlS1HyzVp/quDDr6MY+8ZSX8RKcOxQLWX0mf6S1eWcMqrKADRZNZu4Xl020XqjwIJyt0abu88q1fON3AL0PfV6Rbdquio45G9JrE+6dF00REDE7I6qwwDTpplxZXFe6h8Ond8eVFfov50n/FRGMfRsoy4suP2PuOT46xlGIUuN2UYy6NlAl02dvNB9VpBUiojsVo0GXo4WY2ZH3bVmDW4oIhROaNOFOqYNWPPa3Jl4xpjawJfwwXwOeZARUMLvjF7LJEJk4LjyjJ5AkZpQLqscGUxE+XTadzLK+Elj1z5OFoWNFd2lCzvlmG8OVG2lGH0R8vN6XIhypNKjNK2Uo+x2y5UrQkKk51bjfoU01A2orTSFR4uEt9cJFgd1PC5jN0duNW/p8v5Xt3FWfZhZxUHVJP34BJ5OXCZChzr05hemj6MlALjymJ4rHLdIlz5aM1Tlo9mrL44ncC9vNJessmVI4/C8JQsj54c9/o+v65keV2GsXW0XJ8r/zfV+/+6jR1j9rH02UqUWFgdB6u8Q7dn0eCTm+D8CLhvbNCcTKH2UZfiykaQZbe4Mryg0MEj8TgcGAwTy/CIwksRgt4vOnwEVxbbj13HD5uPpvyAn6iHyqfztpdX80qoXZYRV1Z+joR6e99uyfJBlxuuXN5MyzC2jpYLY1bp8tFIqdCdH3cB05S/gr08XzHweRIjyL6xQVsyhdpHNVw536uO4Zaep0xWDzLEsaRchwI+WRAF4t7WfcVMI2GuLCO+O7wYJ81H62sw6jYkyqeTwpfX7MV+9LLMufLysXEkriyrMoy+ZHlWhtEeLS+5cqHLNVGuD5hF5NdvImO6zEuCw4QIxFxqiJXl0w1ucnAK2PYmCI0D7iJATMgU6hgbtNE9fGuFMHrCXaEgbOm/pcYs+nhzAXRXLb1GKykUgj8RGqDLMi+3cEAdbYsri2hnzPLCkp/Ji0eXZcWV14/CcHPl6va+gy7bS5b3yjDEdbTc0+VytDyny0IooRvmX4HmPgsOSpZbN6zJQX2oaijgWLlxtC2EzOWKkusYGzTTN5zqkxyV+uHAQNDRdPBdX7kNh2cVy96Ek+XlyjLntcpXQdIsk6csi7RuO53/vby2XiS6LHGuvHN7n360/N5v384vw9CPlhu6PG/YDDjDjCPbNUTJ8ilWSz9FE10lkgjqRCTjAN21BRWUuzscEuxXG+Izyu2KPt0BVXLkOvsKT15su4ZTM6eTK4uhItlNlxXSLCOuPKPLpZ1OBF9eJ76ONXAFrixdyTKlDANCl2dHy//lw5V4Bqxxhik1Ar4FAhHkVkxcu1emSgwR1LlA6W/EwborU6gF5KhXPmVefEITpFAVgydVBdwSj5cKSUU9lKojKftcWQw82NLHQZql+8W+43X30ZuN/Ff+7PYrfzZmz6ezt5dX5ktcP0cyLMMQEFcWQ8kysQyj58pNJUZPl/+rcSgdzZ3dZmPr6z58R4KOC4oo1kvP14fh/LOmA6v5Eg3uqMxFawR5enrKFHcL8J6EUQ4RW+ZA8p4CUr7SBbmngGTUDLNBxqp9x9zkymK+Dw/FlRvS3BPlIVeWO11WSPPRTidzLy/qS1yPjQuWLJcnLheuvCxZHpZhvPu3bssyjOkdfjVdLhRZP1puCpe11vaBZPBhPrWDRxJ0UEpQq6H0ZJUYzo8YFRGNVXt3xeZ4CSXXiDP7RRKSuFNmn7c4t/oDV9Qs35aLM1lbWT3frh5wmLugntzhyrLDgLc62zFnXPnumsE2byTNRzud2728sLXLksuVH46WK5Y8K1lujpbfnCh3JculDGP6oOVCji1Hy7/1yI+bp2E8tJtS4PTQz5W1LfnUMjCend1S4lrNRKeptKsYUARjRtLU5k2QJaAyJyWTKwdNS1g2Wz139WGs3gazfByGPGlVY2FnFg3NiYve4Mqy/zhk3tHykCvf/fLGPb/0z26/9M/efNwizUc7nTh+Nl9Auiw2rrx8FMawDEMqrrxbsuwrw6i58voOP8vR8rhZA2QwMpaqhj3tw98ktTvF77+daXgMAWZziIFbtifrhhIB7E/y2AyTNzs6cvKkiORx5bhpEQTL2GA2o+qvw9bIfVreStTn2jXcaLbM35do48riegwciSsr2/N9w3toB2OuSbNUvHkK2rXTGeRn6oWiy7LiypHb+0Tkg9+9MUqWxVeGUZPj/qR59rskr9tGLPzPNxGRfzgZ4c5NSn8jVE1270Y9UGdfY+8WugigAg71sNIdaMBVhNWcOi+ZS+ItkxUEWQ634EfyRs66CubqE+2KpKnYvKzosnhZr3ug+1z57os3m2LNhgtpHh42KzvlsJ3OJt/6F+SXSmTOlS2PwnDf3mcvWT7e1CXL+DKM5mhZ5J133nnnnXeO4H/nnXcsC/5/u4mI/K83kRFX/oNb2x+bTPWviswIIbY3+FaxxHQLzVEvLmI50DiW56gG+cQZYYhOmP2lURBBcZB4MEZ0yFlXkIR2immQoPBZveDKEntYcj5XvjuiZcPN4gCS5qOdzixfXsOXeB+xvHwURkLJsr0MY3GH34H/uc+9++677777rp0f/++3N391rjxrwGRavq3hLVYY21+W21/eB8Saxt5pfPgo0UGc070kkiFlaQtDepqsISBQCgTKHQtbOSHH4TxV803D5qj9HD7nyhIju8HhM6Isk3v7Hl3wsOcplcpw0ny00zniy+t4yT5XVm7vk4ol+7iyuEqW+6Plo6dWhnG/q++999577733RG6f+9zn7Av4n1QsuefKu203DzbFkTWShR9/T/599f5Th8IO3uzeJPRvsZtNgpJUkAQll/hsKbo5JOkz2HIdVa/cy8JahEJbOqS/fpEYsYiw567rTA0v9o1OmHJlQTBdCEh/qCzd85VHxg/obz5pPtrplPEz+5KOKyuPwpAYV3aXLPdlGEcHhSuP7/CrTpHff//9999/X+T23nvvWZboH99ERP7pHWDGlZet3Gr4g65/H6f1BvxUtWbckh8/kuPx+1n7jvzLZZ8t3rybxJcdUJvNWVtRGgjVP0VEgpSZRckLoLnCuL0PbhEQcAhlv3i6/kPwgt+85wmFmGYZG7RiGdpjriwgjovFkcnv9s0tX9DlGRXmkeajnc4gn+PLV7ssZq4MfxSGUrI8LMMYliwbyzBea/LBB5///Oc///nPi9zef/9942r8k5tIjCv/949ffb/6+IM3/2R43eacuGljed+Tf6+w4QhpFpHvyL+0UGdLs2fwZQfgfnDiVgRUfohD8sxNzfokiTOjqBKXsrBcmeRAIGYPNbxClQhE7pNSc4W9niP4OQlK98OAKwv0MJjElQtdnhsm/XarMGYLaRb1FwHd7XQa+lxeDrosFVf2PTZOv71PRo/C6MswZMKVh2UYQ648K8MQkQ8//PDDDz8UuX3wwQcffPDBcr396CZyp8jyyJVL+yfVR50r/051/agi+f797/cfiXJ/0ty1m36E3NBfNmmGUGd4it/tf52tCKh5DwUBX85g/9Ex4z4zGfO+JQ7IlUm2wGGXs39x/Wfelkk1EW9qItYZB2LTyyj2H7myoIuMeVz509XUHl8Ws3/l/xqwXgtjlnmFxrBzsJ1OSa/82qXLYuDK7kdhHG8sXHl2e59ehqFwZRH5whe+8IUvfGHJL39yk5/cRER+fJMf30RWXPk4Wu65ct9+WF0/jpbLUXFPl3/w+OaxjQX8F/L/1+/rjwpp7r9dvtdbzZvd1Bmb4h1DTt+NqDrvgjumqUixdNtFtpgJd+CurAhXRnnDqD/bJyQrsJgzJZeBQ5ogH6x9FGlGHt11p8vCeSgyCkE2ufLd1Ae6fLzquKWS5j/3IxOf/sY/HXc7nZte8LVFl6ViybtcOf4ojOON5fY+exmGkSIXZjzjyqX9yePHniuLyB89fjxc8sPqYinDuN+gOKXLVRvr33DfhiUrpHn5cXldbw1pdlPn5C3kIhsSVuEGUwG3TMGWOPd8+dSICD3dwKGlkSmw6M92C28uUMi6h0XG7+0IadZtDaHOy30N3LddOFFmcOXdjDNscdIsk7LmWeet9kKdUXRZOFx5q2S55sqOkuVDxBe/+MUvfvGLOkX+ye3NX5GWK5crFq7cNJ0rH/8EOOjy3769qcRo6LKI6Pr3ZRUNaa4796TZWJJhua63IWl2sOdgincPPGVDQmk7hF06GeglLOZSYRGwUItKdm13/cxwYw/OgIWvKIbyFg3rDnpnUgRdpL/PtyIcoozlyv3R8vHRYGHFaB8p8imkWT9sbr6d8WZ5oc5hrmx8FMbxptzet8uVxVayXOiyVBT5y1/+sp0in86VC10+mpEii4H4KqS5v6IwYCxplhVvNlLntO1nhHArr9n17qtzVNX3MBL4UH+quMu267sRDthMCm/SIcpbEJo+jiE5BjqEsifodnG63IyV0aMwZoYd99rfLRzw49NJs+zz5hfqzOPKxxsIV3aXLB/to48++vKXvyxy+/KXvzyb7p/c3vnJ7R2pyPGQK/dX7Fz5f7q/L1z5+AdF+ZW+wwEzrjyjyDoPVkhzMzZCmuFtSZot1Jm9A3VjbzVCzYkbfhyXGNFzvXW9RVw5x3U+WfHb+2Sfq53upZxlFgtk63Cf/yG22xGuk2E6J9yEV6+M5co1XZYJVy5PpOonu2kKaW577jDmo/UP0ND7Lyub+w4v1PlDQz2GTB4bB+HKy9v7lDIMGVHkjz76aHkK+9PXFBnPlf+Xx6/sXPl3HgauKbKsDo/lkfj2rPeypFnMvNlBnfvk9vTYNrP/TR4ooIkrO7al3f5bmMKvUhAaw7OIThO39GSQKw+RUdaR1ljjEyU2T9F/V5m+s3140HDj2AQRbuQ3XJlEl92Yw4Gy4srzadYIMZU0N4fNev8/96ObhTdvHTnLW02ddbosAa5svL3Px5Xf++3bV7/6VRH5yle+8pWvfEXk9tFHHykz+NPbOwdLdnNl6W7aa54E5+PKVRtS5E+bH8/TWXLPa4GkObnZSXNNnYePoNapsHSbhJHW1AMLP9aJsmNP2u1vSOYDcKwUXX+erKGUTHGKLAZXRlkHd9FwjdVXgBIdUA4Fhv3TYtkyMOhSUphUYVhx5Vf3X8i7Al2ejTpaKcYwHqgcS6veycZ1F5chzRLjzZ8p6qzQZTH8HEnwURg1Vzbe3iciX/3qV7/61a+K3L7yla8oM1VT5Jori8iQK5cW4cr/6CaicuU/eBg4XmkdCeaS5lnPKzSFHx/pq/64PHU27hOWxCgPhOANV5ZJsbJvW9rqvAslgpeyVJ4kaz41lxBH4soQA7FrrEFTgg4idzeafEJRK9mnwHLIpdbADLOly/ADZh/abNTR9N/tm8/xYF9PJs3yWKGBIs2zbp8R6jyjyxJ4xLKxZHnIlXu6LCIff/xxocjHofKwNZw4gSv/45uImSvf23RFLesrGt5sf0by0Z4vaZY7by4nx46D57ottwqd3xwYDSdu+PGQLg9lsfewHsfiAbhQkiBFxEXE8bhy3EaIi/qYsuAro7DKRwQ57MIqQ519IIiOOeDKWLrsgNKHzHYLw+xq3DdCmmXEm/s+TdslzbLJmx1HzvJsqfOQLgufK4vh9r6PP/74448/Frl9/PHHM7fPOLGDK9dVyBGufNDlP7o1j8IYr5/lybEMqpYHQ2YfdVqcXJQcb7sVGrvUubxmFEe6bWDSLXq0bO+ppm4TclyWEQ0rKNmupUS4OAugWyhEWx1kKUKPwaD+bmSLiAgyJAmgFlvCoh1z5VfQeoxdHKX/0bznyuKrxBheNJLmvkPf3KQ5zpvf7iNn2eHKkdv7RKXIyilsQ4JnXFm68+af3N/cP755v+TKzS9X61z53qYmjCjvxsnxBMFJmicaXppJx3lzT513d4JdrmzfnIzdHMOHXwXFRUTzhPLEDcHh4qhLJb7Algh2Ecbos4ND5oK3kn3ZBmsdHGqGNuXKwAPmLRC9s8j2vX218cfM9tuVwo+XPYeMWVyk2dHspFnp/LZSZ5lzZXmoy3zDlZvrW4/COJqFIv/s9s7PRuT4XK580OV/1FLksRXfk393vKorC9IsqwdiHEOU/suvLlh3YW8Q0jyrdb49njHPai0sNRj2zcnSxz189m1QqAUHJcKIzBOXI9GO5pDrVrXEBVwEBNkOElEeJWKJ03c4a425oRZcGUKXtxD0ziIbv0XS23/Madk/rM9anh0hM0lz8+A5S3McNruPnOXC1LnUY8iIK//iH95Ebo/VF+Xj7fFcubwRud/e13Plo33ta18zUOR3f3Z7V+ZcWSb1yv31miv/6JE3F678x/c3/8dNxMyV721qRUORJ1f2SHN/pen/WWsk3lw9XmPNlRWibNyflh2UgW5wt9Ac086yaBe5/8pXsryrPLu/Y5RbxHIZD7+1LH6U8mcJgi9pFKAaESuu/Cpcj7E1Vuks3c+RGB1UdzvWYbOFWG/me26kuebBMw5t5M3PizofdFlGP0fi4MrlaPmwtKHIX/va13SKLA8s+d37FY0cz7hyaRCufNDlf7xDkR8Pkk2kuefNjx+jpPniJRbBBqHLf0n+3/K3ard63bZbwvw5GPb9adkhMkrp5pObYJobEC7O4cMcrrw1xAe+OyrofEVic92hW1x5oESjpfmLGQJi4srxA2bjWL2bdD9z7cuq931i0K5Mmn3NV6SxLNVoqHPPpK9Al2XKlZu7+sob0blyocsOity9WZDj5iOPK9/bgiU7rjx+XJBmUcuULe2tIc2N646G5cp/Sf6f8nfWvKlVlnExA7fLXW6Ndhzf2Ai+Aw0rzic0jSvbR22Bb60uuPOH0ssVt25xzeFyh4D1RYalENhVSjFz5QhdNg5Uuom0LDmW0B9QljfzDWszhgOH1xNI83/6s8Hwb/34zUWFBA9bw5u3jpwvQp2fnp52ubJUd/U1XFlEvv71r3/961+3UIE5RQZw5YYcl48HSzZy5XtbUOT9g+QFaZZRhUbX4TPKkps2JM2yyZulO1H+Nfk/jzcNV/7P5f/W9XnMnzdLIBibY6tb9t8F3B3oxs+0BSjUwZUjalvG2vHZmtih6jhqrsBfWB/6zGyknGts2FebdFnQj4GzHyofrTBm92o4prLJ15ZiZSM5Vob3feSRNA872NsWabYUafRDdN58HeosIgddljlXPgow5PFRGMf1hiIfLPnrX//63PfDWovxm7pkWSacuD48hnDl6rFxU5bTU2Txc+K9sub+yttKgpetO2L/d8P3Dq78a/Jnx5uGKP+q/Lh5c7T/TP5YRIC0WGnojY276brxM20Byk3mypbhRhPYajgAHWuepDZPh9pAcf17mGFvzFc7XNl9wLwconQoranBMBo57HPMY0H+C/+8JcRU0jxrbNLctBn9BfLmE6mzPNZg1I/CsHDl/+Tetihy/6b06d4MqDCEKx9vGq58b4uDZNKVXtbjxwVpfqZtxvX753XM7DWSZlF5c93t4MrlaFlEflV+KiK/Kj+uWDLyzHi3Qfc24o7rAD9dXIIDsTrrCEv85Dm6Auwufo4a9tDO9+dODO5zZQddXvbXO0hHlD81mzrr0GwGf+Gf32rGLLZiZYUc9xeXXz102yHNCjOuv6oPmC2HzRLgzWKgzv2VHK4s7V19b2owDnJ8/NXpwpAZH3XSzZXSZH57X/++cOWfTMjx8WbJlUUkeJDcdxADA+6vWIZ0HV5Is4Zw/1Y7bD6u/5r8qYj8mvxZQ5cPrnwiOR423PZG3HF3wTMNuYJciM4zEB3csopO8XyNyUB2qE1VAzsXcCs2493FlV9t1mPoPS040j0Hw2Kt8u0xg02OPhjz8yXNSrOQZjHz5v6rqx05yyNXPqhqKcOQxzJlEfnGN77xjW98406Ux00/Ni6EuL5S+jQfe678yInL2d5tdl3nylX/cfuu/Nvvyr+tr7hJs4MTP1OWrD/CeXl7or2qRDF/t0Lj+Nhw5auR41lD7HCs7Xa3f44VF5HLVlhZG0DRWEN6QDi4A5akQzMj8HmBWLHpKC9X3j1gVnpaQGTClXWDdV8c01cmsiavEdIsowYnzX9+dJZsKb2YkWZRD5t1otx8dPBmOHWW7lz56empfmzcayl3inz8HXrMcK/e6xNlhSuXPiLy0/vFSdHFrf9Y3vzo8fqPbu8cV/6k1X1sy0GRa5bcXxHXIbFv1JI0P8e2RZob/t18VG6FtFdo3Nvz4Md9C+6Lxv67sO4dOlkWyntbJcsobWdoQ3ysUBJmDchQeBeWpEMNXkQMwznfZN+QKFe202Wlmx0By5Xv9r9pfbFyT5qNj8WIkGadPTfHzEvSPCPQzXVjhcaSKDcffaUay2oNWVFnGdVgPD091Uezj+yhvW6hyM2bhis3b5oyDIFy5a7zQ/uu/H/H6/FiS5F9h829uLeeE/t+IxBFmvsfEn/sWbv6ufLjYfNuclfZbvNHAW08kSv3gP1HuESGIT0aQ1ORixgAACAASURBVO0tTJLfauScyWJbDeDKr2z1GLMOy4G9oOaHSBSzlx45Zq1PyjPS3PeZja0/9n2U68M+Q0IMJM2+Co04b3YfOVuos1Q/3fd64P0UWSEQ9sdZ9G+aogtxceXjTc+Vf/xYdNGZoLHk1ZU1aZYVA3az4evQ6GGNhF44oZPm2bdk0vxW8eNZw+6ju4DPZRRQtJ0rQ1TVYaXiYSRxDFt6NLjyDkCGA4eT1XRg+xZuL4YuW1jvsMNy1IwuW4y3pMhjysq7ISE+nTSXdiJp1g+bmyINHm+2U+fy/pvf/OY3v/lNO0V2PddiUHRRwH96J8o/rS7+7PGmPTtXvtPl2/3vwKjvyr/5rvybxyvt0XJPmsV82NyMsvDd63Divlkqie2kuafI9RW9QqMhzQrsY3nGZ4Ifz1p8gzSCxAemCQKCyDW4ckEu+DxBDFtmUFgrHGhwNzaACr49flFWRMTBuPKS+Pbf6v3ZXLkOubopxco+0iybp8iWVghxzYxnpFkhykPerJDm/uPysHlJoyOlGkq1xjfvTeT2zW9+szfzaI5aizhX7kuWuwdfHOznzb19Px7c5Ne2gyJ3LHnMm2cf7xcHR8ukw+YTabTjKc71kH64wm4b7hsmzZ9pfjxrjm1SHwXceiOCzh0ucgmufLtZ5xooLgEqR0qO9B5tiQ9RwAISjiAcV36l1mP012c9d7nyzAvG1XnMb592qaR5ixn/0p+uO89I85+3EWUjaXYfNsvkdLm/EizVMFLk+jlu7qKL5v2QK0/u6ltw5Z/c3vnJw/lx3VqSZKbI7RUR6Ss0OnEDipxWocFr8d86ySfNL/x4t1m2g9l11A6N26pPG55p5hKcik+yRcfJkXKWdAt+fFqNUmIioFxZIcH9xWE3Hbb+LRLdC4pfhp2bSoya/g5Js3SceEiahxl8t09pDtI8vN6Q4ATSbDld7q9YePMbNb71LcspsrvEQn8jo3v7htUX4uTK7ZvvyL8+XjXyhBBjDpvFxpuV9hxJ89ZzLTik+YUiwxphB0V2IyGkSY8LUpBFHt4kvCCCLCBpgkjSFQQ7eGRmlwMRNhK4soUuDzskcGXlek+XG+5rJ819B4G2HNLc8+Yt0iy2w2Yfb34j9Fvf+ta3vqXzCYUii1qGUXdYvum58uxE+ae3d+9v3lDkmhw/fqztusmdJdcGGnnzjEl3V1iHzZdqQZYcJM3KRxF54cdpjccSgPt0ECfHTKClDWYNK8ISRDInZ4VEEILS9eG74L6oxOowAeFw5VejegwBceW+BqN3x9A7isuOCeozqUKa+87XIc01IR7e7Scx0izdo5r7suatw2Yx8+bX+DsUWR5JbYQcz973b566JgPS/M5PtaKLlihbKDLwsFkeifKQND/Htvu7IUHS3HRQWfILPz65YTdp1D4dgUIpYClZBhp735Sn+FhZJIvsw9MEJY91L9rdgbP+qHVC5MoKP5Z9olzI98yJSlDZJ3VZidEk1mdHmoe82Uia+4/Di74Kjb5Io7/DT0S+/e1vLymybN6rJ9XRcv1x+MbY7Wf38+Pj4+xN4cr1z/7drXtj43fkXz9evM14c+MHO282XHkGpHn5g39LmrvVv/+odGi+rVjyyxHypVuQLlgQgmyAMap/Lbky1tIhmqx2efgrKGJreETWKWPj0bEcax9uWTDB1wl0WbxcWTlXbvziC6pjaupE2Z8rY0mzvVnqLpRuS9LcXOxJc06FxowiH03k9u1vf3tooNgIsfImfntf/6Yrunjz5t6h/TGRijTLkhAbj5Z7KLFR5Lemdb+BR2TJS9IsIi/8+Pk2+36sfOWjDmmj+teRl6iCZh5WRGA9jDVqd6xbVtAJ1HWFWhU+QegAJHPlV1U9hpzBle3+OialRKx+h9+SNP/yI21FnSW/HaTZ8uuAboosE/5qfx7cDKH/Vu85r1R+9/GGvwcfFl577E9YijzstuTNT09P/ZWmwiShfW91K6Ghw4I0R2jxijS3/2Pw0t6ORmIJcUygDlSurLhxKYLhZ5RROeLiHuCtK9TsLFdI/y18YWRw5Zoxi/p710ordHnmNRnxY8ciUCoxpCPNsxPl+uIv/+mt5s0W0mwhxHWfpn/z1RDtdNI8vHK0Tz75xECRP/ez2+fu7z1FF/2bYNFFz7lnXPneNNpkLKswdpMJb26uDI+Wh2w4jR8b2z5Lbgs2gCz5cfgLOf7MNcZW7dvOUKKPGowZoFtQcVfEFoar43alDYybv4XA6xxBa77iRF8WV7awYcvRcslEvTv6JOVbecNKjEZb5Zh5VnfBJs09LT6LNPeFzj1p7lnyJ5988sknnyy5RWGchS77ii76N6hK5aJGX3RxbwpF/lffkX/VXQQfLY/kjnnzwYmPvzWTPpcrK8+q60nz99qfHuxZsnbY7GXJL/z4pb1pbK7Apik6pkPWrlv0zgxj3bARZXbHQgy3g5yiXgM4xJQY67OJvom4iiLg58pGhE8fHdT7qFxxL3S9EqNJgj1pLu/dpLkntUvSrNPiJWluCHGcNBuvyD5F7rmyrPgrhEmXtnV7X8eVxzZOKPIGb152EzNv7lvDjE8hykN+XF80sOSWNOuHzbssWUReKPJLMzY3VziLpiiwW7J85i+HMOz1YQY12XVmmpmMWXMr3CBLjPXZhKZwZbkXURwtgjP83b7aUxL+L7ADo2hrr7vIJM0z9swmzceVJWleVmh8cm+7FFmYR8tbb/qii9mjMERkaOZ35F98R/5Fd9HEm4ds+OnpCXi03FRO11Lyi5X1pv8qSk+a9cPmhkbbCpFf2ksLNSD5MHbzbY4RrdyKWQbCrXYAxnWwIwDtXUL5ZPHW4a0jfnxxN24NxtF6xhxBUxy3lXdW07A+Qp492mJImmePxTgY8y+rJ8eO4ooLkmZ5pMiffPLJwFQRubNh5TkSu0fL9Zv4Ay4U0tzdJjggUhOKvMGbuyumU+ThRcvRsn6uHKHLW0+gM/5woHLYPGLJbtL8QpFfGre5yYex29arPDauAbfImpmztSPnG+5AgyiQb6wO5RbEWIe9CJnX5UIF0bjy0f5De+8aeu2SHXSut80kMwYjJkx3OozOBfPBzHggcOzTp2e6O8kZhtB5O61ivLwEIQpBRUFQgojgnwRRP4iiDULQDxIwYLDNqMTYF0QhN5JMYidmBunYJn3v9C0XTV/O6T0fnr2fXU/VqlXrXs/e/2dRvGfvZ1ettWpVPVW/f521n42eLj+1PQ2DEzin0OBCHzMPnxNXQfMqKzTT3FzKEHmri1OgeREOIgNJxtXR8vKix8p8LHZh6/ZUu50/b4VfeSsXkZ252Xj6Szd3P1puAXqI1NEZGsXbg48PmSmzGEXHynyfvbrj2HepqmTTOeYsViLmYc9Qgq0QXIb+z1xDccyMVhtqHoZMtKyQqrqZGEAmXUD/FLk6ZtZBM53Q7AXNVQUUmukrAPDcc88999xz6yFcD5SZZOx1tAx9DqYrD7MvAACl5PaKkZuhEZSbsWqsHOVSklmZEAyjx4fNFTSPKHlT4UDkQ/YsaYBS/hxJaaJnrueebi8Ore+ixzfsQ2055oxWgqYiaoi4I/ysuLLyIjRAg+H3rulYVMEyhm9pWq1NRmhuZVfQjL6VQjM0iNwTNAvZ62gZ5AfDzGpoejQAVJ1lIrKIm6ERlJuxamJEXiUuB4MW+vcCqytvg1+tKHmI0cMMjQORD7lFiQAFlJVRW+4+KLS5OCBS4h52WmFChPNjaDFRzsmgu8CNlRfhHDYDlpvBL8NRacOkXkeqzZLOV65yM6r1Sw3NJTEzoXl4ijysM4RmApEvlNwVZjpy72i5erF+ve/yVpw4wayJvrhIt78LCt80NxNwbARlZrrF9uKpKOWn1+stNNNXGkre6D/kkJsWF1CofuYamm9T+ZpDd/aEVjoNEb2m1bpbrBR66Q+KTKu/NeQ+Gx1YeZFhHQKOh82NrNxGkBnEpWK57tCIvF7pLVvEKXJVIQeaKwhumZhz0rxFZNZB8jDFgvgo7WgZTbqg0y1WsSNyj5tbW+hFrBqLpFvZycMuAKAJ+Kl88Tb4TMHNAA0Tk9B8wPEhj0W8GGX910XncGdPayhtHtT9ntoIc6VOR/1pE4OIld+ct7Ey8DAXRmfJTD09VlaMNDOIS5V2ueEg8vCY2QWaW27uMbG0wvBwekXk5557rtcRGD36rcVfl6Nl/ovh8+Y6D7hA5K3w8aU0163c3NpK5uY0YiYPm69nyW+Dz5SsXJ09szM0DkQ+5LGLmlQszRU8lNyc2TY0AqjyCIurTl/lccFpNdO27HNVz8qL6JAabcjUxgmcKCjDe375cK3WZmLwz5UrIYC4rbATaIYmHbkHysx05N6n60foi6qa79EyeeqMjBSKyNO5eaJ4/ch2g7yfafIxYAvNwyZrwwORDzkEF+aOOawZgURpGpgNQ4PQKg8yB01STZD/cWo5tiyTVsPKi1iOn3vNOWo5MdKFo7cELBfKTzmZGLBjaOYcGw8RuSd0OjJ6kThaBgY3g/louX3BewzcR5eyvdhDZCs3QyNe3JycZTHk5rfBpytubpG3Ole+/HudnBglH4h8yCFKWVcJO3YYqShHCadVfgTcLZYS7XyoTr4tdX+XRkrqVbfq6Rnq58TIPkJVNM8x2grnV6+BQcwl+1qguSVmF2j++osoci2YSRfoRebRMmyIWYC/nBcX2QSkg8jIRegichI371x0h80tEzcQXKdkHIh8yCFGaf+iDoIh361crWfYJLrvqCGj0VZKte49ylSoG2JRq6V6yHGygpWHuMwMkOM9hsrwN/yIKwQHry9oaK4qSKG5h8goJQOcvv7rvx51eBELGRPnxzQxRx8tX2QTkKcICudx860I50nPiivtYXPBxNVZcnnMfMghhzjI8P8++VKRO2xJVQ3rB3WZMKToAnOM1CYyQ0RrU9viT+ClVhQl99iXVtj7tO1Pr4fu8/gcpkLQZy23s5OfibFI75jZC5qfYyPy0t8eKFe8y/xaHn1aHH20vL5QP+BikafwUSY3r9ebiwgiL9exiz7cnP9ECwU3tz892F65cPM1B2P7EIwDkQ85xFkUq8euSEuqkK7s7hvHmaFL6viXlR27lqzKaG4YtOXzEEpWszLRihmaiKl8jlQjFTT34FgNzTQQoxWk0AwNIvfk3adXvdvp8Fj6BT5e4rIm12L4gAu48HGLyOhF6CIychG6iIxc3KHwfny7vvLw8FDtvgxKPm2vnApoLuftwcqHHOIv9j+2Z5GWQiddM8K3oTnYEq0ltnRfvHqXrMfFHBHM886iwFkLK+twGdis7DhOTRyp7IvhMTMhvZPj8jXNxHQFFJTLdGTCtwWRF0peX1jSkdsX0qQLr6PlSxfx7osQuVe5j8gHNy9XPlWhc+f4+dS8rSh5kYOVDznkNiR5Bxep7dUMcmwEHty4uQTExUSyEsewoHGG9lEYi7iAsoWV2zql68O4REzoJXrVrKXzlUXf7SOuOELzIsx05BaRAcNlETeDkIClR8vrC96395ABUiByT0l1MYGbo3MtsN8RRB7Y7HLe3B4t9/kYvX7IIYfckoTu4CLNaLU4rzq8cbZYBSchGnZzyRoi4lOGfcPKi3hRsp2Vq2qF0zMD19uPUWjmC8q7bR0iN4NA6vWiCyJXmRjrC1E6MtjImMDx3s+L0HnJNB8bEZlI1WBe5IgjJbN/1mTMzd8Kn6wu8q58aj1vvgD0AcSHHPLoxH0ftyBEkD8NY9SGgkJB6zRaTG4eNzTrgFy3Hl9KHgIx0+JaDSSs7B670nq5W7/uJ1gnzW2d6sUqQ2jmHDNXTZ5//vnnn39+HeweKFc0XJExfbQMHmQszcFAX4yelAwNJX/kKXykCoUCkdGL/MpqRI6W2dy8rlCnNsv5kEMOyZH93Hq+Gzq/gpfpPo2N2cPdrrHCrtrGDdCpJGZ3UPZi5bUmNBnumYErtbUnW6/7iRMKzfQ9T+Q3DxEZyGPm5eLzF1GkIw9PlNsv+YHrifJ7CrrlHC2vL/qIDA0lf7gKxcLNPXTmXKSvMy9yxBccDUCMXGFyc3uluFidH59fv/TytaxHzuXFoxzFUg7pyX5YuZUIIGs/VRsi2WusFuaxssXoDTVkKu9+vW8/rPz0xeuU4ofDfWYjUQOA4mgZJWYoOPj5znPlymNmGpp7uRaVzhWRn3/++dbiIigiA0bGokwM4B0S80+OgfftwPJFg8hA/LXwFD68FOwjBJ3nIjLMyEhmVuNwM+8g+fr6pS8AACz/AuB8cxDzUY4SXXZyi63y5k/Amz/RXZ3skFB9xNfJQC6ZNgD8tS/V2KtNbBURnFb59QQnmZXVuDwldu2dU+FySckoMZfSg+bydfmWSEfeqGUgMgC86/Sqd/VzLWALxNWV6uLyQvo1Pul3/npNiKPlSzsZIhPcDP1sjU5lZ0SeIuxjYw4l09y8GakVkTms3G7qpUzf3Y9ylDsoc2+lUhZKXsv54ifhzch3jK9CMhBrx7dh1sANPsNYPFHrUTjv0tnM5kPNV1CGrC/26Vj5KfZzJGmxw6YswmHSZIwWmttjZhqaoUlH7snKuwsrv4tEZCLpopeJsb4VJV3w8zd6ZIx+1Q8NxYrCHESmuRkk6GxE5OiDZObPneiAeFStGqbNQbKOlYnN/kDnoxxFXfJvn1JQRAbYIHKvDiqj/d0KEqghD/CIQhrfJlL99n55RaandnOoDK64PNQmNTcrdqieaqevELmXj7FIRc/P/9jp+eZRze0xc91qm47cO0tesRgaXK4uAgbEfG62f41vmInRa0JT8rfAh5bSBgelYf7FbQUkW4OoP5QFkZPTBFFubi9qD5JLRD5dXgBAw8TYW7Cx8rrfH9B8lKPsuZRiQeRNnV+5Vu5Jh5BkqIBqM7LHZcE8AZxQl5brCXTEbyWNm2O4HEupsE7AACdcZuoRmZsVu56S5Y5Y7w2aj1chspOH0Hyuxsi1KA+P0aQLFJeHmRjVv8A7WpaSMQrBo4NkqCi5h8g9bgY2JQ+5eT/yVvgYdpF1kNxWeyv8ipqbAWD7vz5O0Dk/7r0FD1Zuy5GwcZSj7KFU0sPflYBFiAyA16GPn5kIUdZfyrqktFeq60PwqDh4WTmbKzJW5nTK2JZvwuJMnKpWG5KsDB64zFQisjUrdoSS9hRTSszAg2YAeOGFF4a5FigiQ4PL1UUgUyyIZOWKm9+DveVzcw+gR4gMLSVXYaG5WYrOwys6iX4mGp+bUUpur6DcjH01EEFkDhznsHJZSlw+0PkoR0kolUgPkvEKI0Sur8vznnvsy0dhJni0rFwyyeVtHiszmzNNGD1J1rZMAWdcZmoQGZoVO0LJOXYXEX3DDzq5FlWdF1544YUXXhimI1eIXOFyL0eZTlwGjIlpbjZ+jY8m4/Lipd9UTKSITHDzIkNQ1nFzNCW3YuTm6iLKzQCwHR3xQXI+K1flOHI+ylHW4ngXtOKSa6FG5LpOkbCx1FnXgdZzI10QYI0qL1l5ReRkVuZo4JiwuxGnsBN8qFnZjsv85vyas8JHaziHrxD6G34tEKPpyC9cBOD0wgsvtLfoIjQitxWWixUutxeZmRjAS8yIOVHGKZk4Kva6vgoNytPzNDpAXF98K3wMu8gC4g4lN4h82SB1rLzKdFx46QDoozzWYp/wqPimIwMj10KkpEJkTvKGFDBQXO7pKfgYdKys8FDHRTluZHZtibn10PfRsvIJy8RYpYJm5inyisg9SpYiMoHLbSbGkIZpbkYzMQCDYPRi7wXn23sV2tIpFgp0RvUoZEauhT83N5Rc51oAnDfIdZvkfIev9xb2wco9ejjQ+Sj3XdQzHJXeAyvici16z5hblFQ5FRyFAPCmjyMVWhkyRpu5UbUqv9tXUsf6Oh8oaVW0FUcf3DWTnTrhrGzBZX5DRs2Hh4dprMxpvtwO640xTFmuHgy3vChzLWhEJvIrhifKaI6yApeZb8Hpa3wXqfKSP7CUKkq6FAsCqUXXCcnPtUDFBtM9RD4Vr88b5LpTvnQ5VFakXuyZlVuYOI6cj3LHRTSxUVGnI5d1XHItytWYdeqMIXKvjuiJdWspcblXp0xQhtmsTPqZ5IC7ctLzPivrcFnapFP/+jee5VzZGD5m22X+V/dDCc09ei4Pkolb652nV71zlI681KxeExfbTAzjiXKlEz1aFj3goneW3EFkHJ0Bo+RhfoUjIi8SR8kBB8nMixUlF4D7KFm5hxcHPR/lPgpnGvfEJdeiUtjWYSJyS8ndU2cJIvdeD78yCPUpMoVrV2jblhyUZOrsGYpwwFE/3XzAyn7sK6p/ReS1TAkfv61I3vCGN7zhDW8YpiOviLy8eCeGyIoTZQsuiz7lZGLQWcu9s+SqtKHrXYf+gzLQyhbJP0W2cDN6cYjIOOAerIxxxkHMR7nX0pO0XAu0wianoqdkdJCsRuRe/d5fBZWsfFbhWssn/HNliEHVVi1qKMh6GuzthJU3R8ho2Wf4yprtl/zaG2ChZIDTG97wht5N8pOnr1hfc3B5qck8US7/hS3pEpkYuhPlNhODmawMAMRBe4+YHdG5Z5opcekWop84cT1IPgFxkNz8wB7IWfnctvNDJHDjrFyVKj9yuj9HOYqi9GR6roUdkaFDyWpEhk5YllPntVT+l/vgCcPi8yfxLCTS3BqKM+1ihdnQGZclletEiwhWTojgWrmHyysiEwj4M6evBICfPH3FwsrvPn3pu09fCgUuQ5OMAdoT5V6OMnqRfks/PYOTicH49h7FwTCi5179jqo6WwOt1pPkpOQKnYmHb3gdJC+XCMBdN9F1K33p5W5l5ttVz92XA52Psv9CiB2RW4X0xTd/4vqXZ+80Gm/okWuhRmToUHLZdruVIOSwAlwoBUn4BzcXbdreTWarMSuLCJhfU9Rkt+FrpssmR5lzkLwIysolLpcHzNAn4/UFfaJ8efsEtt/zA+2JMv3UOTpZ+SLMb+9R3AwkOvfq91TNEs4j5xpQro+cez8xyD5Ivv770isAzPSJy2760sHK2nKcNx9lh4U4BcjJtWhplUZkzrnvKi65Fi6I3Hs9/MogDNJtU1G1fZFTFOb4TViszCRask73FJmjOTl86qCvwPfs2bNnz54RiPy+0+8CgJ8/vQYAfub0lSsrL5+urMzE5aWVKivjycXiVRV9hAyM5zFzMjHQs2QpItPcXLV1R2fjQTLzMczDai03M9F5QeSCkrFci1dAzcrXt7YfIoHHxMoophwAfZT8Ukq70KkReVNZko5crbfjhA3GuS/quVeuRVlZh8gs5YznPUMWswLU/2YWqUVRfS4rc6C2U2GcaDHUnBxB9TA/e/asxOXeDF5AGXisvOAyNOnLwMBl6J4oDxKXObi8vuBw8/Dbe2+BX24DJU2l4KAzdOh52GqV8lsj0SL9YW2Mkmt0Xrh5q6c81D8t2+QZkYWsvMhLKlY+t22+2AePm5XL8nA81/kowaUnD8UTJBzTkXtSZiOU6+3wW33qdOSyjks6MnQo2YLInBxoQnKANc2WBdukHp53SZd8ieJTVhbyXbJyicuVfOD0tR84fS1grLy87bFym75c4jL0D4wJRC4+umZiMAm4d713tNzgMvXokLfALy+l/WiYtdxeJAy1zRXcHCQ9IBahM0bJ1ZXNQLxUAW6Hlc+V0bcjVqbaHqwsL8eR81G8ylAeHh7oQ2JgYHRVua2zpiD3KgATtT0e/TZU6JJr4YLIbY+Gh/qLuNNqkGZfbFO4J2NlkmvLdVug8P5YuT1R/pXT7wWABZRBy8r5uIxeHCZdENzc+4Ijwcde6CyC4Bad7afIlidsoECMplX00pRJSj6VpLvumisrn9+qWFnQ9mBlp3LQ81H4ZSgrb1VroHuuxfVbetKHYzC4HFd4a7kWakQuu+yOzlXz6oVOZzTpKbwSszKBtlI9/LaZQVSHcjt1ECJsWXkRPiuX+RiA4TIwki46H10Tl5lPhQP2ifIlIJuYrBDccjDBx+un6EciGmbWXJZv31NnJjfzEbl3ncy16D7u7fy2YGVuqvHBynsqBzEfpVc4QudRQB+R+bkWLRmjhkqL+GthroVaIecgeazccJDc85BTp33N+akU6LBQ71NokpVpPb6FY0XniYaVn74IZRLR/bGyfVCXiVHOto+dnivf/uTpq9bXKysvQoBydcAMYbi8vmCeIqMVLh/hiAyNDD9qr9MfGbmWTkp2zNZgPqtOisjF9fIbe7yv5b0iY+WzZjMrow/BgIOVPcrDVqb7c5T8whHO/7sfYnRVuapTpyBLDoa7XC7Mtejq98i1QC1G51r0KuCvR3XKGKJCsxNagW7rUobKLdYX3/lce53kXofK98fKpwaXfVm5xOX1BZFfwfmG37tOT4a4jF7sHy13D5LbApjQB8+9Juh1iH88XNCRM4rOPESG6rkWgkdYjFh5EQ4r677Sd7ByWjno+e4LR4aHxESdnkJUCYrIm4adXIueV6v08E6aa1G1teda9C6G5loMu9mrs4axVM5M3mhf9OloUCeC9IwWF5eHfDwAXLCxMq0hIYjurHxaHzJSyP93+h+XFyUrV8/quqDwqSrD9GUgn6PMxOXlhTQvmabkSmhoJjgY+pRMNOELfZAsFSY6fwt88Fvgg52P6t/f7v0idweRz6J53Nuaplx8sQ94rFyrMj9cGQ5WTikHMd9ZYQoTkZmZxJVUR8iI9dt59BsE5FpslLvmWrRwT3u1OYwfPm1jlF3D5Kiy/i2wcvexcePv6gGMSfcRszLQrPxvT19OMPGQldv0ZRjlV/QyMaS43EFkgObPAwB4C/zSUnr3lRqdoUPPUnS2U3KPd6X1e+iMUjJ2EfvSnuJxb3JWXrfnWtXByrdZjpyNGy1MkeZaPJBPbYMGXtsv6qXlWnAU4l7tJh0Z+pTcq4C/7mA0mmvB8vZXsMrapGd3aCY0eCjHWZlC5JZx4WBltkj0pQAAIABJREFUHi4vsmVlePfpy9apsoJyBc3M9OVFC5ajvMFl6P5E9pMWl4fHzJduXnv6FD4CAG+B//wW+M9V34fofKmmQeeeKuJTx7PkVVrepWG6j8jI9QWRCUqWJU5oWZmmbbCxciXT+eMoaznQeYeFLyIyqwRdKtdq3RRkRq5F11ttrsVQIfNMd0jJ6EWWcm06cq8XUozuVaARGXVDanGRIGhG21oUtqw8OEKmMRfMrNzDZZdO8uPlaK6Hyz95+qqKlRf54dOX6Fh5iMuwheDRz/tRuFydKF96t+lgCcptKWsyuflSmYXOHG0RfLwKB5SJ1Ivep8vF5vqpfS1LnOiz8vCHSAgNIGRl4iIcrLy/cpw376GIRHd4WQq6bA6zLCpD0x/9tlHinWvBUu6Ra4F7IklHLq9zEPlaWYjITHQGaMGpvqjDPIUStIwTLZisXIoLK6+qbpqVUVxe5N+evrx8i7LykJIJXIZOfkXnRPlVLS6PTpRxSqZZucfNcEFnZD51ZIjOLYv7JiVzhHnGTB8tYx+tkd8+IPkVyWHw9nFv6wZsf7gyjFiZo/labTaUHGVYjoSNtCISGn+JOi3drisnfwkVPR2iV8ddoTsis5SP/hRhnjTjbT3Ska8XR8/DNsYHfY2KApqhYW4/kOvmKwsAFzDMrUTEyuXru2BlaHF5YeUyAaNCZDpZuZe+DHJcRmtWuFyeKFfdWb9bJmXl4ZEzPpP6QnDzsouLTrIJIb66R35UU28PhfsHz+XfJydoeVf0q9QNKy/iwsqCtgcr31d5OH6LO6CIZEhmZR2mwvVvoSGZSWWYjuyiEBi5FmPNu09HLl+rv7HXtWL4pW709Yv/77kAwJs+Bm/6GADAmz4ChOSw8jrb3XAZ2PnKrfRYGRryTsNlR1uVwlYwVt48B6OEZiYuV1/4W6SXiYH+5h+RuFz6eR7B7XPKjKxMHzkTbwmhszXKwtSGXhf9+PblI36ixSIlIp8pGcysvMhLBlYuNSCqDlZ+9OU4crYUqejIbCi9s+ThaTTlqkeuBUeh+iCZI0NEJuh2cKJvSEdG/9LoeTW2Ynh6NPp6ReQVlKFh5Td95PLio/Cm8mdnt0IgXPspn5I7OKdlZbA9Nq4nVTVHhB3q8TK0wnF7pZILK9fPjNNlYkTgMnqWvHy3LI6V6SPn6m2PdNH1nYnOHHom0BlFZCk6X6RzkNxh5UVYScYqViY0IKrkcHyw8mMoBz3TRSoc/B2Q2ZZuRelq6tSIUIVqRGZxeWSuRbdHqlyLrsXRQy2iEVnKyuu/BDovImW5Hhz7sDK4/hwJoaSHnntmZVTPOo7loL779GXLAPzw6UvAiZXLfIxF0PwKInG5enpG5fP6EIY0ViaOnEtZMVe00DPRmfPsDvQ6jc7tRxdorr+3xzobFiVO8FiZrwFRJYfjg5UfVTmIuSxSUSNyT8rv6lVkpvimB+fENEIhH5F7yonXIkR2z7VAHVanI+NueCByKT1ENrLyGz8Mb/zw5npPCEQmTpE7CCdkZehnUBhZudXjy7KEBrvyE8n0cM1VrzDo9MOnL/Fl5ZaYpbhcuHeVBYtpVoZIUB6i87rQS/MrSmGiM62594Q7xqnz4CB5kc3Fy0ZrZ2XLD5HAiJXLi9XbSvOmwmyCOUpaedjKdH9yikL4ZDYUDgSrcRk67OXy6Le2rY6SOZ7sM9eiV2E6Ig/5OIKVy+vrp6ic2GfJW4Q7AUhIt1dZpIRoXunhw+h0VqY1rJ8uPbj8i/zmiBcr93CZyMRAKXnNEKBZGeIPlXVHzorUZFp66Dz8yZX2+hada0qGHhz3fnhPzsovVZirYuVVXtqyclm5ektrrnQe5ZGXu0RnhdhzLVYpj5CZslbm/BI1R1y+JuiSayFWLsm1qLxCK/eUoK/56ci6575JT45XESGyjpXXF0xWXvS86SODtKKbZOWnjOdgMPuWycrD5mWFZXR6rFw+BMMCyhxcbhAZKkqG4jFn+2Tlh4cHR3RGfwhw9POBXXTu0fM2bXpzeI/y7uBbei9TbVtVm4sqVi4vtvISxspS7C61HeUoL91FlrNOInItFG4wv+FnFw47giTXQno+Gppr0ZNhjoooHbmtSThMtxpW0CFyCcoQxsrrolEqLJv3xMrKRE2+Ek7z9S2Bnmh/1FCr08b3pKqzNGqfJbeIkY97uFylI6+4vE6P0of1OLl50tmGlcuPkll5uQccj5w56AwjeqbReWtik43zUvl4Y+YjLBisPIBUHiuXTaq3LQG8pP0hElSm881RdltuJWdDLV65FsShGp90acLOf/RbW9/46Dfoka4WkTlGfdOR0Zo9h/lOohctiOzOyuX1h4eHEoXXo2WUla/6P7LR1soV2yygbMdlELKyGnB7TRSqRK3amue4F8D0Q9ev0w1ETczoE5dbSoYCkcsEDNgHK/MpmY/OnFPhzhcBqd/f7uhck3DOW+m6p5p+pNrpR/tWYaVPGH6IpPd289Fs0DnKzZWdoDNTWgYt/wDoteIjsvQUWZTXK1JoSthwTUfmKjfnWnByGER5DjjNkw+1ECHy0EMXRI5g5XW2V/nKUlauDqoXr3BRczCnDr8h8H63bxEj3Yo0+NrtHS0v8kOnJ0sh6rTCx2WCknusvMr0c2WXggaQmVDRQ2SSnq9JySVrrpurmpWrQ2VR21VEj784XxyxcuUV8RYl5unEc5QbLbPOm0VSsuwCQBXaVm9FuRZ2Cc2vYCq351oMNUsRuVcnJ9fi+unoG3utHtHFOER2Z+WHh4fed/tErLxWqFi5rd8VNfJaGoLh1FZ6xCsFZQVbE8xdMeu/FMJxKf+cYu9SkHpqVk54CIblINmCzvxcZPqAufuAiw4rL8LKPFaxctn2+tb8QyTX63I4Plj5KKElNGFDIQsHPzw8lAyEsjIHkXWnyFJxOSTmKNTlWnRTHTi5zt65Fj0laH1+rsUdIHIFyiBn5XWqowydwMpnPR+CN34IiedVfHGZaBVx0NtWYzYUWeGbYIoRoP95h8uhwWI0TXkiKxszLnK4mZfr3P/JPXkehZSVq083beU/RFJpAB4rK7KWpwPWUe6yPDj9FrdF+AfJtDARmUBApjBTli0yzLWQamMp1yKy+lEeHGDl/IHkiMilhCIyysoANSufL27ZtEq0ABUrrzXLhi0rl171WBngzMpXtTQ6Q+eJb5mszKfetg6nlQipFW0BoKLYf3GCf8Em6Ur+79O1FIJTcvPtPeQ35KqHYMCWnoNYeRYlc9CZwc28JyWzWbkL0HJWHlgXZS2TrGzPWp4OVUd5DEV65GyRioFQVh4eEkefH+cb1eVaiDRbci0qr9CaaB2Rt7RL16PlAETO4WMjKwN2MNxeR1m5UhjKyqvFN34Q3tj7Td5V7KCsYGXm0W9VYVjfCMpCXFYC8g+e4Ae7Tau85A9cXnywuIi/3jZMZeXdliosA0r+PICKlbmZxx1WFrQ1Zy0jSuRwfLDyUXZVWno2CspAJYAux8zllZakUYa2n+lycFDEysxjbHuuBe1DUK5F16Iq14KJyLRm3cV8ROazcjnbb4uVV4UrK5/fXnI26CfWJbEyB0xBwsqLGEGZT+QtLm8zKKSCUHL503FVAkb7etv8YGUana/R/qbPwTd9DqBg5UUIWtX98N75ooqVSx9aVVSTDivXquRw3Ko9ylHmFmMeMI1cZUYydI6Z29dTxNEBHSIT2ljKXXMtFI61F1tz6EMtmJ7cBCKjoAxbVi7vON9z5bLmRj+PldsKIlZeK6wKl0/Hx89xrEwzbnm9V4cPuI6sfNIz8Vn+2Qn+WecJG8Vx8oCVe1dg+8y48rrLQzB2lXTBg+NVro+B+6bPAsAZlIFk5WUnBiErby5Kfoikant9i37DT4W5tSrOyTFJzNM56SiPsxDysJVeNVa+KZmvbGR0d3FxxjEduaeZic4cr9CaPQ0WV9Fv7NGeKExPR2SClc/nx9scDOiwcvUpRLLyistohSscG1h5fXE9eL4yWkccWZkm1PU6UaH3USgrF9a5+RjvOJ1LT6rj5JKVizooGXdzl9tv+90xJZPhv2ZcnClZwsrniyQrL/IP/gG8733wkY/AJz8Jv/7r8IlPbDWYWVnxQyStvCT5hh+talV4lKOkFYusaCsis16WxZq4bPJpN8I/SJae3faUq9ORWRYD0pEJKz1tzE+nkzHByutsR/OVQcvK1wo2VgYwsTKAlZWXF+ODZy9IbVUBycpepi06F6/l6cuDpIv27eXiOO9iEXdW3hsly0N9PU4GkpXrrGUeK//Nvwk//MPwH/8jfPjD8Gu/Bi+/fJ0k7e6uSRRm/xBJbavzo30WZ1qFRzlKdHGRN1+ea0GcB7ecRJwrt29vTuy5FgrSjUtHHjqpSEdGtN0vIlesXE5vF1YG7PerI1gZWjiWsPKqUMrKa/3/45c3bwNRFTqs7G7Xwt+LL8CVa831EWYoK6NXYJR0sUrxqLjNlJzOuPFwvApCyUxWPl8kWbms82f/LHzv98K///e/5Rd/8bd99KO//dd//Xd88YtfdTr9ttPpvylnbCUcPH2JkaZcNyGTN9ArTGd6Mp2ijnLHxUWGDEQnbLQfcRI89i+O6cioZiYic+q4PzRa5hL2A3uoKuan0zmYKMusfnGUr3y7rFwaPfsjYeW1ApOVr1fcabXUCXD9V42zoay8haEai34A+6h90C+QrIx+pW978UPQ+VafhZXnniW3IVLIN/3m5UWflRdQBi0r/9E/Cn/5L8MP/AD8xE/8d7/wC6/+wAd+96c+9XWf+9z/djp93en0v5xOX3M6feXp9OWtbwrSpVkZV9uhDc3zLvpJHUc5im/xEiaZlbLndGSODB2mD5KN4puOzLJoy7XgaB6qYsp0Dh4i8kLJKCjDbli5tVL9zPWQldfHxp3fbk8gday8Vkhi5YpZAfDXe2PlkyQfo2Xlzlf6uKx8uYI+AeNUFChI9HodpeRkUB4GTSoLJTuy8vli83Dl7/xO+Bt/A37oh578u3/323/mZ/6H973v93z0oy/8l//yf55O/9fp9ObT6fkvfvF3v/LKV73yym+pPLSzMqGnp4HZCrAvshysfJTo4iUc6urVobOT9y90bskeDpLRXAsvQXMtWnPtN/auV1wReToE6woqN8rK7XURK1+vf7CucH47YuWzxGFraSLOkBcrb30+PXv2DEgpiZnPyqU0P1ByPV2+sPLpKXy4xeLlxRajT8mUTAeHL98M7/tmeN/S2eXfkpJRVr4SM8nK54ujB1B8x3fA298O73jHl73rXf/9j//4//Qf/sP/+su//LpPf/obX3756Re/+M2vvPK/v/zy133hC1/zhS/81spz/eMv5FnLiCr5QfLBykcJKl5iRGQ+EO8ZoFuXdoLInDouvyxYmqhsuadw9GQ67IpOkUWsfH79kebTW2PlVXxZeZWSld/4wfiD3kUSQNmLyBd/nz17NsTlVWhWhs7v9nFY+YLLsL4tWblE55sg40UKPl77dZYrHLuy8rqdV6z89Cn8oT8Ef+2vwfd9H/yrfwU/8iP/7Xvf+1Xvf//v+sQnfs/nP//8F7/4/Cuv/N4vfOFrP//53/m5z/2Oz34WWlGcCisyMVpVCjg+WPkovsVRFLkWpViQt8rZUOvxktWHXpcdcy3Qi165Fi5cG3dujcp0CGZSsuVc+fw6kZVRixGsXJkoHXjdTxTXi+a/78cQPYscrDzWAAAFK19TIDhScXOJxVUCxuXfD10utqwMs1iZ2VmmNHC8yjWwNRyXp8ufZbHyIjQrV3Xe+lb4tm+D7/ou+Ht/D77/++Gd73zy0z/95Bd/8cs+/vGv/M3f/J1f/OL//Morr3355a/8/Od/6+c+96rPfAbTL3+WhQsrAyPLAknMwPaJ6ch1lNsqjsI8SG4l7kh4+pHzw8PDTg6SXXIt4tKRZW7cLCIz4XgIypDOygDw+vd2LfZY+YWfwetALiv/vh+9vn7+RwAg/pt2peyclcvmzy7SsDIXnUWsXBFz+cw4lJVLPraz8rAvUumQcSmn6gXNyueLbFa+ZiSTrPyt3wp/+A/Dn/pT8D3fA3//78M/+SdP3vOeJz/7s08+8IEnv/EbX3o6fcUrr3zpZz/75JOffPJLvwS/8AubtpUq9G3pw/WtPGu5VcJs1fJ0u2dMZ6+j7L/4ijrXYhbF5tjdCSJzvLILnY7sJbeOyFJKVrPyiz9ffBTPyrUJBiu/8NPX1yXsvu6ncBOv+8mifgHBJTQDg5XPoAyR+crrC/T13li517aRCpRFR84WVq7Pkumv9yXDsUpOAPCNv3F+o2DlRWhWPl/sJzD8wT8If/yPw1/8i/DX/zp87/c++af/9Mm/+TdP3vveJx/84JP/+l9f9fGPP3n/+5/83M89+fEfR9q2b/E68iNhwFZ5xUEyR/N0DjvKbou7qNORdyIRxHzruRZ2SU5Hns7B0aUnOaxc8vENsXIJzdCw8vM/EvODILB9sjJAt8IecJn2p/wIk/KYmX/kjLPyt8CHCFauQHn9Dh8Hl4cuZckaKPjGXwfos/LmojcrlzWfPoVv+zb4k38S/vyfh+/+bnj72+H7v//Jv/7XT37qp578p//05Od+7smP/diTd77zyTvesWlVyhhhdUfCnXyJQSs5hU8HsqPsrbjLDnMtXORhK6K29HMtjEIfJCsaji2qfD4QeSmWU+RQVn79zyHXfVn59T+7UTWdlRdKDmdlaLC4h7CLTGflYX2iAiZttgZL0GTlgpWpBOWWlZlGc6VOulCw8vkixsqa79gV3/D7Y38MvvM74S/8BXh4gL/9t+Ef/SP4l/8SfvRHn7znPfCDPwjf933w9rfjmnFzLZ42/8ORhbmMHyLRHTaXm9N0MjvKToq73FyuhZfQzg9zLdQd32GuBWGLMOf4PI3pHMyhZEeFi7z+55FQ7J+VS1AuX0PByi/8P5vrKyuX0AwFK5fQDAUrd6E5gZUBA2KaOBeZxcqcykyFHREfOQPyQyRnDb0EZRGUZ8pb4P3bCycA+IZfPb8hWLnOxDCz8vli50t1T5/C294G3/7t8Kf/NHzXd8H3fA/8nb8D//AfwjveAf/4H8Pf/bvwV//qpmGbaceCY48fImmvsA6Syazl6Yh2lLklQm4918JFKuLn51ooWHnPuRar8rRT5OkEPOTjOOWbOGyJ+WBlkLDy8sKZlRehQROt4E7MfD0RNav6W2mzNThyWs+Vq6SLRvMu5C3w/i0iX5MuFkrusfIiClZexMLKizx9Cn/kj8Cf+BPw5/4c/KW/BN/93fC3/hb8lb8Cf+bP1HpcWBnUmCtvdbDyUdoSIbpHid36KTItJR2WCRtErgU/FF3+3mWuRbRMh+AhIrufItOsDBUEx7DycobNZ+Uq6YLDymXSxZCVFzhuWXmB45aVF0omWNntORiEEuCxsiMxMzWIDHlFaSucI+f2ERy9j2ZKc368yNm3b/gMfMNnAFSsfL4oZ2VoHtkIGK1W1Pv06bn8gT8A3/7t8B3fAb//9+MNdRkUikwMF1Zu6xys/GhLhNxrOrJR6HTksuNVEIYxUacjM+t4Sc5B8nQIZoJyjqE6OB1Wrj6SsjIUHBzNymWmMhSsvMCxIyufX1yyLy4vLqAVyqYgYWUXYua0leq3RwmNxlZ6R847YuJVOnDcygngDMrgx8rni5/bvOU8rA14R8IcyE5jZVyznLChgZX17XR6O0pCCZJdkdlORPdcC+bXBO8jHdlFpuPvEI7T+Hg/rFzCMeyVlStoxli5hS7zQamIMof17cQsdWkWK5dXGim5GfYGyiO5wv35OLnDyot4sTKgHOzEymhDFp5+nHrL1ONykAwHKz/KEiRHrkUrEY9+uyZspOdaKORA5BezEi0IUK6+1bcfVoYLFvuyMrTQfGHlGppJVsb5GE6vhk8CwGvg027Yx0dDkRVFE3fq1bXiKEFD1I7WPk+X+3L6hk8DqFh5kThWBi1oDlkZ16zKWoYtZ+AVOKRe1TlY+XGUODlyLVBxR+RS86K8CuA+cy1CZToE30RZhMBlzuseK6+apax8rclj5fJfKL/V99MAzqyM8zEAvAbO4GJiZTDkBDPbqomZqKkwHc3KQ4cb2S03F9/h+zT4sjJgZ70tKwMzoYLByoDBcXWF00p3kAzYI5BpJUzNGwQ/WPm+SqjoEPm+hThIDlJeoTN6Tn8gcmaZe4rcY2WQ8/H6uobju2Dl84vzQTLOx6+BM5pc4HjDygCRB71oTalFqeleHbVdF1amNTD1N7K7I+dqk1gp+fzWlZXRi+qECs5BsoKVQY25ox/tO1j5KEsJlSPXopWIXItWuZSAlwo5kY/OtZhOnHxKnu7G42TlBZdbVj6/2GYqX1i5fVLC+fWr4dMAULEyXHBZw8qiyr36UiUoLyYbNWoYtlUEtpFZ3Hw+Tl6wjGbl88Vfra9UP3cJGCsDlonB5WBG1nKrbcjKi1Q8itdhQLaUlfFWozoHK99NCRUdIsORa2HQXClfwqjOtYgYiAORdwjHFSi/HsPffFa+fjRi5epKxcrnF1pW7hwhn+U18OnlhTMr82sOmyhUobDIVG43Z1TCaSvSX1VuZAI3+7Iy9Di4/yPy14sqDuZo82JltOEYcw9WPkowIgODkh9nrgV+3SnXAr3IfGwcU5gP2XCxJZXpiMlB5H2eImey8qL5Jli5l4L86iscfwoaVoYLLutZmVmNz386bXzHyouOtqIb2mt2JIKbz6pWvpzIyi4czKmzvOZkYqgff0Gw77ACrfn69hP1i+n8d5RhiRYdCR25Fv7Ki18tETXUCT18jxyRV1Ce7gOflaHA5cfAykWmckU4SwryBkF0rHy9EsSINNK58GsJiKh+R0NqVfyGzJr8apg4QvMJGlauJJqV0Zpnov0YVaesWdWRZmLwWVmTiTF6ftzByvddouXItUBlCiKjORhDr1yk+pvnMSPyrRwh74eVVw5WsPLrf5Zi5evbn75QMnKujCLyyr6fKV9UrLxKxcqrCL7eR3xkRDqLZgINS+W+JnTapK049RWedERx3nx92EWFrSi0QfNDmsvb+uJHr/9eL2pZGb145uAKjtnZGkQmBn7cy85aHnAtj5VFD9Y4WHn/ZQ9y5Fpcr0fmWuzn0W9lOrIlYQOV6RzJpOTpblhAuaLkF7G3Qay8mmaycvtiEQ4rE1nIK/UuUrHyKisrL1RtYuXedS/sMyrnQKG75pxWwyb2ccGky83Pnj1DG7TYWv5iO/SwWMjK9UU+VbNZuU449shaxg+SPX6IhH+QPDxOPlh5VyVHjlyLVvIf/Qa8vPCdPPrtof9b3EOZTpBDPp7uQxwrA0bJt8zK3SwLLJti+boei5VXET82rr0SgYkuVtI0K3Tq3EiI26qhIxtufvbsWQ+XV1nunLmsrEioIFiZOIFGW/FZmXOQTPwQCf80+mDlmyg5cuRaoLKHXAtpBUfR2eIcOU8HxyEi3/opsiMrV9d3wsoFNCNHyAXs4hnJDQR/pqzAZOVCLcbK4ASaQz1ehlC1bb+iu+PYO6Jt3Oh05HRhZXGK825ZmU44trAy/UMkBCsTD4zjs7I0Tflg5btHZI4cuRbX67NzLSoJ+islAsdviD5vwkkdK8OFWe2sfEVkJ1Y+vxCcK9dHyLBhWRMrF9frA+nLW5KVy9cJcOloq6fW14RIm9F0r7lXjwg9lTy7iDS/ecjKK/KWBHy9WLDyirybmh/b1rSxMucEunzNZ2X6K31MVtYcJHd+iORg5QORe3L3uRb49TBEJq6XFXp1fAci6MS6JdG9wegOXYpmZehTsgsrQ4m/nqyMZFksr6pHIK9SZFngEFxVk7JyxeIXv8KYNQgoOTodTfBV2Y32NCR0pw1ggcvlDBZ8KXD5MxTMrLypT3JwycpXqhay8vArfbUSNitzzoDLmi5ZyxUlH6x8f4ishqE7RmTo51q4aI5LR/YakQhKFnHqlFPnGzrqdgHlimXtrFxDsxMrl3B8edtF5FXUrNw7eAaA1xZWBKzsRWAiqnO3iyr06iBfSZA533D1YkU3aUR/2Eyz8uYjOSufLzJOly2sTP8QSTQrSw+bD1a+V0TmyJFrcb7okY7cVa7KteiJkZUnIjITZKcj5t0UYFOyIytDCcEaVq7I4YoQJfiWz3erWPm1nSbAYGXpY+MAAh6vlo+VHG12Q0wNjj2qVCXESjRwjQi5eR+sjNYs6xCn0Sgr04+/0LGvS9ZyL2V5OlPeWbkJueOD5JvLteiJboD2jMhVcTz6fVSnyG2BRFY+vxix8ubU+b0rPVeQUGZZXO9PDitXsNvLpihhd3uQLH/E8so90RyWTJbutjjNQ8PoqxxVqDOBiThPA89FLt7WbE3QbZXKvE1o1lG1kZU1WcvCH+2jALqTqXyw8o0isjHX4l4pGZWbQ2Sd3BAic5CXD76PGZHXssjrGZQ8hZUbOD4BnBpajWXl3mPjoD6fvpr4mg1bFz/dB4nYGsF/HFXncYvU79WdSqG75lan1MQq6MVC5NycxcorWTJZucrcqPBUysr8HyKxZmIcrHwXiHwIKnHpyF3l2mfwRcgdIPKwVEB8wHFZYJsgsSdWrk+RX92BYChY+bVbTlirNSnFOOz2MpJ1j1iu3XOnMZEqL7t8PTqLw1aOAWx1Riiv1DJNrMKsthVNnkYyK6M1OafLJSuvcCxlZfSBcVJWrhserPxY+fiOT5F3m2uRI+4HydOZb1geeaJFr4CQldsX4MzK1eaOgywKu+136YaszPz2Xi8Z4zXdb/td15HrAbM77Yn0uBiVKqk67mLFK3qo2lDlzN7pgnbCqfik5OaPIqxc022F0UWdqib9cGVd1jLByiz2ZT9cWQDQnW/1Hax8r4gM90vJu0XkCEpuR9DX0HTO4xcUkWc9ZGNXBfbCyuU+ft7We4QKPFZWHRgrH7HcmNsfK7vY1Wlw9NMrdD3lcfqhz+KlOHZmgEukAAAgAElEQVSkEcNhswcrc2qip9EcVt5c5J8BGw+SD1Z+rIi8yF1SMipeuRa48tm5FuU4PjZElhLwo03SgKms3Puu3iIcVuac/oLngbHsOqCs7MJ8Cg1Go5bmorZEZXvcCM1DsUcPALEY0ZdR14TcvBtWfhN6kFxdZJ8Bq1kZvXiw8mNA5Hvl4ykHyXENRfLw8PA4EdkOu4/nyHkRFJRFrLy84LFytUefX78aPtV85Q7/al0Joxzw7b0mmnixcv3YOEfsUzTPt9gSm8WQ0QHCK+AlYIik5z9RwbFTki4IufnjCCu/6WMIAa81p7Ay5wwY/e7gwcoHIqNyl+kWu821yJHFkMuwToc5DtemGbozegbyUNmblU9YuZJlxcpEpkSRdPFr5XUpK3PgmDirXt/2rteeu6NnWisXh/lK0Dou1lteDDJx6mOnownjSKHeibgZ6C//YT9Ewnm48pv6yEv/EMmQlSuuHbKyFKBLSj5Y+T4QGe6UklGZi8jMOnap0pEtgzsd4/ZMrndDzMBIwDCzcrXtnnrgy2Tl7fUrK/ceGwcxrCx9bJyJaRzbqi1aXJWqQivYHaDHwrePCuu+tnS+bUXAzcmsjH+lD3vS3Cp8VsbrD6m6oeSDlW8dke9S8n9ZcD+I7GhoOr3xaXW6D6UzN5qzAQDLPliycrlFqlm5ReTlP6+Bz5T0WRJnECtzHrHMPBi+B1ZWN7S42oMzvi1joGhzQX1sNZf/hhaXcG1FnKcBBfK2rHxN5AhmZf7BsDUT42DlO0Lk+ztIPnItXGQ6tDF5dLobd+bzuvcVrHzafl3vJGLlHiKXz2jjsDI7q9iflaXfAoR+MsbKyl8DAViT2VBtS622+kjn8yL76Wb7Iqi46O9InUQ1lB2y8pVieazMAuiDlbMQOfqRCHdGyahMz7XIkceGyDsnzhvtAsBpSSNeH0+hZmUs0eLTKLAqWLkHssTB8Gq6ue7PytzHxrmTja6VrqHallpzeV1kfZXMkDJ1Vq/zo6rQQ4rwsJn9QyQtK694OvwhkhXNo1m5vvi4Wfk+5DFQcpzsJ9dCYaUd+umIdpSdJGzA5St3r+8cFQPAiJXxU2QAmMjKnLbSb+kZr/uzsqKJpbnRHAfIehaZplfJDItUIdHNULsRo9OIMknD8gPX/B8iwblWnnQhYuXq7XScDUXk/RwlSuXO+Dh0IHb+6DeLoXUaTAdEEURO9ySzy+jrhAJ6Vq72xGsu8jrxSlauTmfXai3UTmFl6YExuLOyAm6k9S3NjbZ0VoDByqVE+OCuDdUfEV5HncPwYiLjZtgfK2syMR4TK1e9vlF5DOkWR64FU26FOx8bItNxyIkGNKwMDQ1vAbri4xNsgTKalYnHJA9ZOfkgeX2L/xCJHW6k9S0a7LYUhqD/NbhVQh2IUNXT794XL4WrHqZCTJTcjKZSXNMztv+2rDzIxPBj5frBGnfNynapIsN8YTdXyWOg5Di5J0Qu2Ws6/xFcON2HmygRAA3FL4NgrIw8E2MtPUCMYGXFz4uI2HovrCzlG1Fliwa7IalXUFAyQP1RqD+OylFVhH7ffrloq4KvaN6IjJv5rHyub3i4cremipWrt7fOysjQ8BjFkXpdlOwH8u5VdpuOXEmPtKbTHkp+0z25xeKVswGXZ1/0WLmXaMH5DbzXbo+cpaxcfgMvgpWlj1ju6USvLy80rCwiEn5Nowa7IZ1va9DK1wl2Q/XQ+h376D49jAoxORX/jqV8CAYEsLI9E4Og5BtlZWQUhIgcJ1ITnIPkg6TvPgLTAU6Hekdxiafubw/osDL6dT0pdPZY+XK9ZuX1hZ2V1T/dF/itvkV8EYdf06jExZCFrjItRusZmkjwQd3ca8o1ctqWsdRJF1UmxpZrc1i5x8e3yMpIwHeDyD2LhGl1usXdg+NQ9hMBoyfTQY0Pc9PdeFSFQ89QsPLl33K3WhHZysrY9c/02lasLOXU8jFtUrfdWXl5IWNlPpHwFVqUuFgxslSm6WglHBM5I6to6zgWsP0/BuVoS6G5/JfJyuvP2x6sbEFkaX5FaF5yT+GRlBwkN5FrMR3FvHDtKDmjgH4Ely/2VafIX42d8mSyMufn9NDrr222V9F1JgQPky4yWJmvzajK0RBtZZXWdI4PLoaGGpgmEjxRNAyddZhouBnYXIvWxNmac/FmWRmJJA+RaVFwMNrEHaO9NOznzPX+xBJbIzBNh7aj7KGsf8C0X9f76m1ZZp068TeClYc/m5fDyurrE5BrP2zU009EBqCuGeqMvb+c5nwTCc4oWrmMAsdKIwJu5nJth4B7SgYXb4qVFeJ7xqy2PtRPZFxEO3nIRPEipDQIm46DR+kVABgisoiVy2/CoXWkrFx+vY9wAGqG/jW0DphZWXeQ3F4/Hy078oRUm06VoxWUhKSOBfnjop/ZVmQiwR9pE5chEMUKExY3H6xMIDIKi/yL0k8Tci1AnpcccXp9SLL4QlIowh6IvMOCCQuRXVi5qhDHygRA0xnJPahlVrsrVia0uVtZxOKVr0teyo2dmuuSqL5L/NXhwmTAzRTXGpMuqos7ZuVrNGyITCMvH4h9cy2Whva85OPUOV/UoY6DJ0ecPeB4VwWVAnlliMxn5d5hLfRZufyZa0JnAit7XWdCs4aVaaRQaJMa8jKxilf3ddqMAfdq5TsNpnhlDL6LrY603Hx+i3PtvbPyKl6IjIoiHZlTR0pRKHZbqPc4dd6hJBCVnW6PLIvpBZUO6eopmWblV2OPTO5VLlm5zTxur09nZa+D5BtjZVSh0cQqQUTlHgGdTmkTndvRjsVVTrCFyanh5s1bDisvIri4G1amZSdHyxxbdAV+xoU76R7onCzT2eso+yw9YQCuFZF3xcoE7/baEs5w6riz8vJCycoEK+i08Q2pvV3F158pQYhwQO1znG8JvU4zhwmyLG642eV0+RPzWZmWiKPluKQF2pziecmhp86HBMl0FOOU4xQ5p6Ai51o3RKZZucedvcTlOFamX0vrR0OznpVRVlCr4lsRmVglzh/adLJRyyhYvI1wb+e9sNgqp+XlX4qbb5SVFWLMmtBhohdcopQ8l3qPZ8n5ynQsY5YDkYMKKjac9UdkBSv3DpiXf3s/3UfotLAybaVXP4GVvwb82KK94lJKtRwTq0Q7E4dTaj1qi0ZX+QFnjmByLxQN7YOLamByMzc94wLEaaycLy7c7JuO7CXHt/qmy3Q+WwuNvwcc+xZU/Cg2EJEnsnKR5vGptkKvOWq0Z8WRldEKvesmVm43ewjGU1r/KhE+qPvo4g9TicVWmp/DOkZPdM0VrewR62koJny1pG6uiH6IJJqVI2S3SReLDDMuhhg9l8uPU2dCprNaW1AaPhIt7AWVCHhtKTnISg4rrz8sksnKw+txB8w3wMqrZlT/KkGm7YRkd4/TPMGEix66gt0NnYbMVsO2nXne5eZZrBwkXs/BiBPdt/fcgT5O4aOV6dxGlBaID0QWlZ6EAms+Ik9nZSKtgq4/i5WZB8wmVq72dUhk5VWCLGaykb2hPQ6OkaRVEZ+6+KBQEjo0uoajGNaLb/eweYvFLqx802LHwZKS3R/95qJwn+i8ZxCfjnHMchwhMwsqOYRKIHIaJXNYGYXm6spcVu4pGTYPum5l5XJfhzBybSXIUBAblb1wN+oSDd+QEtp6Hzk6IFWlNh3XkKm5OWaG7dLsycqzZFcnyqioUyN6lV1654vOd/l4u+lIxywPhUx3Zm8FlXws3g8ir6DMz3/o0a07K4veMrvgeJ2G5p2yMipeyu09zVRC1/cKi3t4ewrR677WfSPs3pbZRN4LZI2uuFnByocA47f3QtOR3Z8l557rfFsyHe+OoiuozMVimpKneuLMym0d+qf70Cs7YWXdAbMDK58uXVM06YmLCffi5YBID1HZMSARse2NY7RpxVTMjBu/idqxXmbzOU+Dwcq3Lo4wZ/+R6lVE1Ds8dd4nOu8Wo6ejHrMcR8gv3gIW7xORpazcw9PytY6Vl6/35bCye9JFZTeDlQnREYaioWNxtM4PQq+abyiCAtuqra6k2Q3quLS5qL49OMsso/Kbt6x8SCnVd/jUFFg2VJN3Djrv9nuHOpnOfKLyCBG5J9NZU4HIO6HkUFbenjfXP0fCZGXCNw7d9upHHzB7snIrLtxTcYOv2jjQ8VLYqxMU3uig0W/zu2N3INSW0b0m2tXiDs3bQ85i/G2Rh630qrnwt4tCVMk+vyY4lOkIyC8iOL5pkkZlOlPeGSLrWLmUiawsrd87AA46YLY+M26R9bURO5i7fqihIGpRq0UruDszZezijPI1230ItWV0j2h+QLOvoEwsItqInIo4dPaifEeMno6DIupVnCLfCiujMh0f3Sl5uj+hrLy+2CEr09eNTNy7DqDav9uGEJwjgZrLLKFdI5S3H0V4Eh3PVX/7ItpidK+ZStS2LE6yfau3gWVKPjZuViRIlCfH+znTDf2aYM/QLJmOhtJiQd694TIq00nx0SKympWZFTjU22NZopVL/R4TDyvwYZq76a5C7MpMbS5bfpCtCGSx6K+uZ0Y4wkToPJH2yMUN/h0Uqt+lLQbNFUDfp/BTk/k/RFLK3EdPhOY6cwxFyHRM5NOtYyLyRFZGZToUpiHyrVDyxfnuie8iEayMviWQnYBUjhWFWvUB83kO0HvtIvxdmVPZa8uPsBWBLHwTrZXySpwPOZHkT6ecHnl5MtRjNKRubrFLJmncDzcz2XeYeYzKPh9LfFtfE6xkOvtKKdld5xQmhrvG4gY0bxWRiy7sgpV7DrhYIZqrmbjxdlvQLXYR3a4samjc8t1t7c3Q+jbUgcze7WfIvDyh9bhY0Snx62CzatwjNzNl7q97xKUjDy9alBsVTgff/bBsNBZP57x5fHnziFz0pcvKHHjtVbg5VuYwMVqh3uOevghPX7xuq6vYd2WdkokskoYdUluQkrSQ0LtydllmmlenHK0nGHK5K11M75Wbez5QvvUATneKPEVy0pFnJWlMp0k+Iu/8iW+oTEe6PZSbzrXod2qnrMxRW75lNvc6YMYReS2LuO/ldp18VY62puhHLQJsXtx0B1f9laHQ3tGafe32tGXeBRHW6X7thpt7pk9NHQDyO3yz0pEjFA5J1+WXBSNyLaaTpRSUp/twYLEKKO8NkYuu3TYrDw+Ge/WleriUXJ4rR+yp6MUgSvCyla+ctptjOs5K1YXePAlygFDra7GnzdGKVJXdtCh6U6H51HlbvjgBnFAUDj0/npuwgSqxZHHE5TpPR0wRHM/i48ouKtNBbefljhG56OMeWZn/Vs3KDCaWI/KdsbKjuUzNtNFVEmzlqCUMRXS2p829v6HzX6fQaJ1uPhrHZG6mWXn9d1PthhItKol73IQ7Og9lOvhKEXkWJa9SztjpTHZDpV2LprsU2VkuK+sgOJ+V5RBMKUR2JZqSo1nZCxf4SlzMpaklzAFs7K5X4iwGdUFhyLGzodOS1plgwrGytC1doZi3JSLncDM0x8nta+VZ8h4eJ6wQKdGqv+13l4g8i4krWTHo4eFhOordVnk8iFx0WUbJfAjmXOewMod9pfWH15E9qMxFnsvKLtAg0mA3l6OTY6uyG+eGr2ZaG9PWKhHOJEySoMHiq1U7wGk4rNNWIA+bHbm5x8ehdO4jc3/NRJSOrHN1OonyS8IpMipDDDpYmc2Ljw6Ri77rWZlgaCnLMvVEszKFyLtiZTs3SJsbzSUo7FmpDLV22zq76iDHPcVoWtxD20bHMHTCMJXrfHBUTtSJ5ObT9nUQkWfI3F8wQfUc6ciZWIyWg5UZpPh4KfkSgQErExft12exMuZAg8jQZ2LiozRWNtKDoq3FXJwqwgRqpWe6V39uH5lKdLbUXW5bBQ1oqTZ0zsTFmd/E0Yc+LivotmxyWhMtHh4eRNpuNNdiKPmPfpsOvnw+3iEWH0UIiI8dkYtQiFmZvq442a20SSFY2pw6SGYCMfFRJitbAELXUG0uSI9CP216kT30UeSJxdYqlt7FDeiiOXrCME0Yo+RVWVTTdt58rVPAsUjDLYnLr5kEyXT25SOy5RQZlemc9AjLQclNQG6SlQkneW40RUrDdIXdbt4TG7or6cOBQ1TtHlo0SNt6DQpfT1Vz4oA6GvKNc+ggMis3wyTi5vPF7aMtTm2FQ4JkOvgqQNnCxHBg8exyIHI/Ms6s3Lsex8qS6+WmgCEyPyOZrpa2eSu2ZEsre1svDahOjlq+aaOT6nFRNHSM5yp8ixGjaQyI2pZXnKMH0b44NJRMvK2YmMDrQwbCOYGejrwiOB7yMSrT0acsR77yVx+UPI6PjJXR6xy2TmDlvn4eIt8oKydszHtrnharRdL6mGnL3vf1U1/rhLj3URpJpg86V6WtOPWHda5rooCVrwNCjdY9SmiSxnTwlSJyS8moTKccTnm0uHwgMjtQsaw8vK5iX1Z9ZLU3EjC/Mnjs6yIlUot2Dy0aXOJTbPaxpqUmFIZ0JiLiyXdsvW60XgltyBgoSySZdtXuRcwxukL76QiaD/GX6eCrK6hMBxp1eYSsfFCyMFw7YmUCjjkMfVHVLPV29pXWt2yZ6r1TVN/unlqJi+lTCsJazPEr508VXd9bK8sVaVgqUfSO39YxmDpX7XYtrYhPh+awo+VyhT3EJNNhV3GKXPo/nV18y+Nh5QORVUFDj2OzWdmSpNFB5BPA6bLae5wTS5sYd0313slvYncvwUlCg1qJ0TrfNKeapSO+IdV1f+h/K7698wogx9zQkH1quTdU96Wp3xIzNG/vR+JyLaaDr+ioeEHk6aSSUB5DNw9KNoRuwMoEOveqcer3mqsOkhFEbjbTgOyLIStP2Tv5TYy+2fbd7LC4d5yjZFhn4hDYzQFsXpTXS8npna+5nkVav926RYPIYfMdVCJy9e8uuHmHz3KezsFDLAaAr4bT44HjR1UORDYHUMbKnINe6XUtK1fLdY3I9cIeBMq9tk57UmAro28WbWrTi2S6anGG+NSlIxGdUkSglDhDUpciLNIDmtlNZnNpLxSGOukZ5ZVHLdOZmMDisqxZFtOh5CiO5ThI9oukAytXrYb1bazMReR6MZ/CysadSd2W09DimFGhwvQiyX4aHZNe30+nRH13HBrH3tkda9tGD6hdT6Whfeviaj8O9d58x9BMH13vGYuP8hjKQcne8dwvK2/V1kWysDNYGQygjGpw2QLVDYdtLZrtaqXWfb2N6PsiQ0Notd12imNx7VGoA8YbQR32qhWqxLHjLqpKJb3X0X72cfk+uXmVW8Hi4xS5F5bpPtjLgcgxUaVSkxWs7JFcMfi6nnxhH7EymEG51eOyBaobDpsbNdv2UZk2d1dD+w59OomzG62c6Gb1es+9W0Vtt23r22WvbravHf2UqiKh+R64eQoTg/a0+EBkOjjTfVCX4yA5OLxKVk5JRDYhcr1WT2Rl9V6la8VpbtRscZtpepF89xz1ly/SjEaX0hDa0/33bhV1f4M666WwGg736BnaEtC8U27u5Vrs7aiYKDeNgJnlRgN1UHJKkLmsLL0ub+6MyPX6HA3KlTaXDUbXiqPBrlnt+dD0IlN8czSx9iLBXGanUKPl9QhPgnpXDhPH9A11c5177n56KURX/J1zM/ghMiq+u/uRaKGI2HQfROVA5MRQs9It3JMrXBKRZWtyAigTrKzbYxRNmEpcNOucp01PdCzCUKatfP3rxepTd2cSekcMFjR/8wT546s2aPo56izmz965eedY3Jabw749lFsJ2nGQPCPmc1i5/R9xEVtPsSZ3cBm8WXnV6bLNSOvz9XhpVvjfMw0w06sIKxB2tpfZqZ7/5cXoCZYzZGtnK3PrOCaE2rcXEa4GjWzxYkfcfBNYvJTjCPkxlIOS50X+fLjbo1vwZOWMU+TOgoyxMgSA8j5ZuVXlqFnaBfTKRH/irJS2ovsYpJxQW/Uu1KW06VFaLIdsfb3zQax8jnA4SGHl9uX19TSl8zpEdo7FZTkSLR5JORB5dvzPKw9JtyGJyJC4/SGsDDGgvCq37zTuAQIIVK62m+lJgrlFiM7GOeCreehq9Sla2cul5EnSxmGVaFtGJ1Ft7hMjotfDCCccNic8huIoRxGV4yB5JwUuTNzJJAaUlWEEzcQR8rowhm46+DKbxsq9c2VRz91jVCpMHwDch2Q3ojteKe/ZCvLBSy1nXNoKRGftjuXPE7QXq8RZ0TlGa/N1OKL7oqiS0Kzh5r0dFRPlOEVOiPB0H5ZyUPKuCnRyMKCfg0EeJHfXrmqlTd77alaGYFAmWJnf+aA9KU45x/T6b74D0R1vNRO2IiLgolA9OemGRt9mzZZTMVLlkJXia0vhGEebo59B65JOrS83T9+PiXIgclqcp/twIPIOC/iwcrk0XY+Q28UwYn8RrKhpoEyzMnO/CQrTuvEnj0E5CfJNh0a116mhLd9oGFXxnVF3dmLvjAEh7hrHdY25LHBstRVcAhh0+5w87gWMkrvcPH3r5ZQ9cNtjK3NjflDybgvgrHx922PlZhXCEZlY6ltxX4TrVfRg5XIMdK1cJG6k86NKKGTa8oqJRYmoba/yUEmah/ZIVubWt7QbxnnOUW5RZY9h3O0Drv/Hyfe8uSdBu/KRaDGxzAr7Qck7LzCC43Vh6adYCJ5lQW8iHDEvnimgPGRlzq5j6S1/JPjiZbR8kV987dLaRLbsMdE1V9glbuC4+OdMGDQa5RXFmPIjTATWZYzsMYy7fdRBZlihuNnos7s8PDyE6JXLdDqZUvJZ+aDkmyiAszLx17hyhVkXmUUsqyst5IKZBcp7ZuVhpILKOvyVJ1Pc8Aqjuy1LTHTmHJswtek6mDBVeiaq62r/h+tUa0g9H5gmZo1C1a9WbdjqZ+JmF69KJesRcmb8+ffpvcp08Lrg10HJN1Ogn69s/wu8uunK+xRiVkLWDb4TVh5GISJGpc64MSDstkbLyZHpSYIStS1dQ1ErddiJVnyFCtOhk4SIBjpjvSxWdsvbxGjFZZiCRoEZ0qARL4IshmbH7osQ2T0gobequx6X9ba60WZLdQbpKdOx8i4LFKys/mNbNIEhmJUJNwAAnr6IT68prEwHwjdG5xs0TD+/m6jd1r0ET6I1WGwpApLmmIvauN75xrk3Xd19KMWuMCiYQb711EYMequTedhsd2aFY50qx2jkrBUuqrxcjd5fmPod0apn974lDY6r7www1gfTgEIfzyB46jaT5/InHIq2rdwNK597H2lCPQn4rgY5E9rc3hdRQDg1jREeto2Lj/vEYIYCrRM0S73mv7pf0aOgWIgixp38lMXNotImWig6lRyHCKOhvXbsjvS8n6McnUguG4S0vu8ouCxZ0o0gUcpRA+M6IIpAecUeYWF4TwCnMxZzYBcVd1YmAuESIFpJwhjQk6A/Wnn+8BtK23r1gmmaE9jo6ClCxGziOCVcjEZM0UVnwjCprVh8UwfTN9R8bS7cjIKXokfu8y1uknhpE9XPX0b4anvTJudOR1tJ7oLwYBr1oM0NG73n38le/ieg2mpFzMpGgDZGyh4dL8Bynwf8RS0OR/bcSh0QelFzcWaoJC5QXv57bcChkzNi83DpgmEHMqn1XQ2kqhbjTG5mJiJ7zcO4OLgbDe1y3Jy3qB2SVs6d3murXnjn3o/MtuwpYf17OGIIquvRnFZZ8cFlJkDbx9uyLe1hIXbpl+89qetsEB+odTLvLnc31Auri3L7puK++4bOzKD9w9KF6YObOZPJoUG21dAnWgQt0bTaoOUrqL9Bc16tkIlcObc5rUQ6DXICaG9IfMrh4zgu0jmf6c+Vld1x2XKu7BuaTBbUqdV5OGWbNNqNm9yd1Tkwbvzu5C98Q7VBt9IdsLKoctydmww6jvEhNl1HSHpUrBy98UWjHnMC2J3xXds5e4rvhmLsiGguKW7SUDZVbC6Z/mxYORqX7bGThsYyj6OXDxdzLjdq5pIaPblpukoeUxe7RNs4ULNY9N2uXJQr1o3b0ryHRQD7up4YmhNuKLXyIKPDfWFvc16kTUTJdmcSVviia4HzULe2jyoo/4iNC69IM1onzaWalUNx2cNdQUNjEG+ClV06m7k/hW5ybTRC17U4omI2l+JUzh3hFWdHZIlrEke0yaxjmcycRAvmPp08x0TKg4wSahNW9YjeLap0lGxxJm6ASs2X3oXYUvelrU/fcWmD4qU56DYRx7PNNr5pVo7erSNU2W2pYYjj2w5DyvE5dF1LY+WeBv7t4BKBzP7SSnI4wLiC5/ucgFZrNd1DxC5KTFt4whqC7ZSp5uwWk+fPVo8eyPbgf095KXGGFH25bHNcOI5bD3VRNVoPcqy5ksjK9hHKpDrHMfDddN310E18J2LCKlOZi7OoWM58zWXeDsmdHSrJ8YcT4SAHkvczZkPp1/UYdsXc/BhYOWK5iGjSaHCg5In+c0zkbGEkGg6YmBP/PYTXcQ1PoBSclYNw+VT8caZznf7bImISJ+z67oMtDQUd1R3GUxqHPUwMr4lU6sm8HZL763vLWJyxr9H51Bu0EToicseH8d6ftoBUhjJZOW3T8Wp1cqVktSfRY1RuKEG80QaTX24rvL4bii8+UYPSOwaOy8Eohe99vxueo+irOWdHR7UxFaLVgtaC5K1uOHPSOhJxM+954Iw+ODJoqCdD5Qb4CA/gsH55hJx2557Oc9gNC+wBjO57hK20iVeNSwK1eFTWwOhOitdU2cMW5tgk4cbJw2XCueEGX6FP1dZrCN3HIO5u5+tUTLK4kObsuChN+pqeuND0OhgXXp3ahBvHEal1GuiP0pYOu4ayMppokczK27dzuLl3l8XZmg7K0rbVKExcY6cjrGPh9D15fXAc3KDdxMW9EYWeoMfKvrjMcbTHze1SkkDJxjGYi1NtYJlGQ6Oatuugb73mjEKJe8erOyL0dkhmZTXkxUUeVaJj6Ojo6ZTQ+RWZoEyYGxJGhBtpu4yjIWHl2kMAACAASURBVKMqTnM07Ams7AWjuhEZsVQSUObvYjn9MraKXnV3xMqV09XMK9/uZO32bRXdKc7Nn+DD3A66+JDMjnR/fXdZX7f3cOPErfJ9pJscdr6e9QiZqJa82BJGt9tBBjdbbi6pREfPq3kvzt5d8Mdf+6Bz+ugymjn3I1+VS48st1KCk8PmA1Z2xGVLiAHq15lFYTGniTqerdGcwMaZEK1uFjeib3iRwoRRy4+V773jFZ9Wj/vUitBDqGJmWeSvt/xoXz4KoSijKGxFj7hdAxFVw8JoZeK00PENGRfnnJtR1J0cQ7P85DQcs7IXLtvH1Tj/0gZb52Fmv9Ywlv/uLYwuat0XnfyGhLaE4ctfJX1vn7h9tNW8K9xptdGPe0MtTllsLbG1cHMl65W0/nrZsuvB4j+IoQRoBEzMgxifoA316FYzrzUwYiqyb6twEy4aQndnFiu74LI9XtUSlraQScdgJzglCukOw+iik/jUcRVL7vuqqnwxcSV11OAbXveYlAor5b62HLVxEi3SAqiOgOpWHdBYJagPCREgJpVL6IxKOH9sDC1a/oCJ7ixzlC2GpFtt2s3I1Dl314umL3YQeKxsx2V7sNDZRi92jiV6Vhnb6szlhC6ug/aVNPo+dO8+sbO6D+VNrHRE29DdxR1xoj2n1eZET+eqBw+xTjFRH5J3lj0sMkXflUSrhmNpd9LC5bUYcvRk3ow6f9IiJtWjMCqZAzxchkmsXG1O9HIfCn/7uW+9+oJu/NFGvVR53eRpy6XHlj9W6DX/b2Wlk8bHq0frvxFW1DqHP63X05wTOl0E1Fs1uiMwuTltbfQFI7/blou2lxtB89eIvUfq/krv3MzNK/NmjKAax1VRZz2sMo+Vjbhsj5Ro8WqXyOhhcyehuNKLav6uEK2HWZPZd6P/xi1QtKfaR9N3b0iziM5t33KBg8D7RaGZ/+vTqPLM7VkaZ2blShhNKLxLmEj84TBqE2rAgyCKYXR8LP3V3bnuc4CYqGlzLyLCvg6HjpS8a2xWtuCyosO95VvUQ9HqaQmuxyLl4KHUSuYeGT0EoZUnjm+vIWMnm+CtWpWXRd1CITWxhztF/bvTrf7k7ZnvJDH5Hdd2mptDY6K+ux1btXEY+RYIx6Ehcl+EXXrngjru4VX44O5w6F0gVS5jZTUu27tqX83ta6vvuhahZNj9odE4DvDY0qbVnzXERpd0ozllyXM0arzH+eIbJWYohokWChPr2+hVSO1kTuRPDG6O6yP/I8cmVa/JIWgDEjgQw06JrBunTXRPy4ld/ptTXCZhhMM6nUHbzTLhZeArrS9iZeaNYRwY9bLb1necIvm7L3Hd3Rn7kE1s4hIN+2TTaZOOZv7Q+1ps+8sXkf6gG5ZQa0TknpX1ddwSxIyqZVzcIxPNze73hWrFo3q0xL7X8ZxxMa7JLvMnbQbOnfCWICc7Zmyov1Ok7AtCXHYfM8exEa3IcW64a1NENdQfizZdW3WroFHm6+HMRsU+qpjhXiV5plXi3pFVZ8TGViq0HyEPA9V2KsLKUHqtgvrOjH9x0Z+bfe9HRaxISh70MXNo0OkRFJNQPRxDQQuXooPM+Rnnp1oz3VCnNoOVXaa1+m6Rhng49uWnvj4E9chi0fFO0E7QqBuG3zY5AqHbgGh6O5YEo+XNG718V/rd1wGXRAtR3KS94EumV14Boa97cXPEgoBBLe5eh4DbHpm8ChqRoXXL3JvV2XbC2+8jSwc5Qc73ytjWpjMYlznOKUYldJyIOVqsmP5G3bvgYtHFMYUSo12v5l7j4nIjuPSuNzei7yn3jhDdiegLMSUc97NMCqmc50u0P3S0o03zP7Jws+/NvgwLir89n4leMDo+c1Bo6+6+JXR2ONuj777pQfbVH7HdKFmZj8tD55gLQf5orVaqORo0Xx11MlWJFuuguRsXDRcNvgPtuPpExCf0hopZvELUDrtA72dStdUpciaFnLD1bW5Bg5zmm/oOVUCz7/2+WBmycuWSzs/8qcKcDPvfmoc+M3EoYW+i4xwXEC8T7vNWz8ocXF4q2COSuSPSbsTtK146+XqkFi0d990YMpU4Drrj6uPYO1+dUp8VRjnD4d6XSqHLUKKJFjlrWhnDuDXNEuTMmck0xN6txtysm/bDT1sybr1qnZSazp8qw8kQOoEzNUs3SseblznKaQvU3NhiCg2sPMRlIFmZ7/rcYWuNBt2ZEfPD3Vx0K6/AegWzWqYto++4yjtOvzRUsi9efD99uyP1vOcnJws5dCDasV4n+ZS1lOg7c+eOc8BldDjcbHdvvd6ycmtR50BhImMgRA5E3zJBanvbgUWhxdvhHZe5SrgYItYTlbYwVl4/sseCqJx8665byylg6hgnuqK5zqLCFqe+bzw97g1KVSlqlywro1eg1N2xu820pXAs+sYUzWfRd/Ui4k8EsFrQ3E2rg+x4s+gccB8gOzf3TBcrVZeV27e64MyaJOgUjV6vgvpL6HTZttQrOTHKyePuYs530lpZmcBl6LOy1HW6fuYotnes4+1qWIWzG0rbDiu7D6JRYTXEw8rM5UmkNidcreetBA0KM7BzQ4Tq4Sv3XeukqugAtntJ8o5I9NoYdhcf4gZIzc10WAhWVlNyZWXuDCknao4n+RtT5grQMy1dqHcbdsdJ68DKPVyGDisr/KabpA0ksaO43Lo6DRa7Rp/5vc4fQd+wiJYbYoXyghLfpYQzQHS/gizuKkRM5e0psm67sjjMtIiORf6+iBrtuRHnXvIYFa9l3EzEaq1fNncB5VMing4dyHTD0Zb0rnQP3dCBnSwI+THnqfJg5RaXy7f2KAxbJQwnZ/YYB0bRdg88wek1USFo7HwHQj1vqxXKa633GjidwlYURtFWCoVpIRpepxMtEnZKr7FI3h17MyEiRC6Rj7t/mdzcG68WjsuGalZOlqEbEaMfN9ZSPdEdpMMI2x0qOdruRn0nTAguA8bKaqeHDRNGtDRBm7MMj+iOsvfad1IqPo0bOPchMLrK2QwSetfT4Ng75t3aOuA7GULjvF6X/mJIxFKmm1fEgpa5QepuN3cPLdGLsDWEZnT4CMIegjIhZQXfsEs9SfPBZaB1cUvrIBpSgM1HmaH2jcDqv2Nf3Fi5RGTYsrLRV97ikjp4Q3O6LjObeHXWN2hEl9EAJg+ZvaHXuumix7d5xEzodba8GLcohwbZ8tN6dH/5bhtDVzaMng+KIHMW2AQ3IqzLbVHc/KwQDKnLK5Qw3U6bGKgDqw/T52dc8ykRLqdBZniDIlDuL1UfbWq9WRmafIyc2MUNsHovkQ4Pf80K6leQzupiwq2oM0G3CrqH03pHtA0dEcsOvasoLWVB5KARHKp1CR3nfpx7k+5/JVRbt01LipULXHa+17wWLqMDpfWEBcQ8WNkWXfqbszjHxbyaJHQFoXI/Vl7IGLasnBa7oNG1byT84eHslNFdc1FLbMY5N2HQ5ufIKPmrMN0wbXFMW4u9Ihz0oyFoEHpqfYNG3J6+fVSPTvKaH7RcBPuMsLL7MFU+z0Io6JxqR68kOuU2IJsT4VOxyKzRzlmo42Luu7I5nyu3khk493F1jDUnGkSFiFkbvcq0K2zajRe0+Rn9r5qrxzRi+uUMTbnnRVs0bld0ooWX8+htUn3qGyj+jhI3RpaV0N1D4zxJM4eqSmZlX/+l1onteNZEdWni2NwlyOg+lblBSJsQE0PRqt/Eg5UXQY+Wk2MXva8YrdAj5G4uOVw9/TlsZOlXzt6Mtk1Yjjn1E0an3fNCl+BQBopYZyoiSdv+FStS9NCI7E6kk3yWWpWscyaalVeHXbKPjEH2pR/fwXJxID+8p2ZlJjgkdMVWdJ+uz1lnJFu/jZUXIa7sKnZequyrMzEd43oUGi66s8lLQOi0UfeFP+j53kYPELHhzQKysqynyLPCVUnCKDD7MoU/Mpf9zLYuwcy5fVr9U1hZ2lnfO0gCUtkWvcyhK/NwTQhapkQB50wGL1WXmipcXgS9/nT0G9cRsbM0USixW0FHaNY6GGoidPu39yttwyMaikI0t6a948NpH2G0V9qfDpkVroTbBNWfsNZFhzfilozQEGEu7c5db5PMxVy9IdrvpimL58TYlldElJncfb5F6b3JWAklrLwKUaF8kRA7r1YiDV7zoxqhcrIm3DY5e/P6b9pCEL3MBbXydTt5F++pZe7uEdOjp9AlC9nX2/JOCSo95e5zya5HYW63O4Wjud6NYx8XjsV8VmYuHbQGtbfM+yJiHUgI7HAuSSe2SyhoDVITumWEaMVl5UU41crXobHzbSVq7n6HlJvlxMXIvUen5g5M6B3fROYEc5xXw2qKTSVtFMjFKNCB4XORM7kH1ZbGPdKOuDi2w7vyJvpFtw1dw8u3yazs2F/dpuO+xroYTQus+h60bPGOW0PMvTZi5UX4B8/TWTkoUl76CZ05KBnai1ZtayW6j17E6duW75VlmQ7aGBwV0rYcb4FSz/CnQzLX4p6qNO5R9MXom6h52rLvEnC+Egt/hHZBqnk/SOcVRmn3c7ZOd+X8MbXf71KeIUY8f0dDjVKsvIg0j7l8ax/dfTaMu1Xi7sOcXmAzrNvTuf3K3P6l9XVwk3+/ODrv6I/0p/Xy12JUz6w7IuF+cZz8Xm0dox03pYetpkBb9A7FRzqFZuNsD+37xD2RuXGrY65zYO6OVjmAs/IiIkreFSvr2k5ZZyud67/R65F7L3o+xy18FrV201INjvWlcU6IBl8Vf69SeFUicujt7LiRBA2E+4io3Yu+U3TNM+e8zlx+R/g6ZyFjBAPxDUVvykFDqZuf7s6sMnTAzj++d/eFyrasvIiCkvfGyorm0XsGR6HvjEnrhXp1i+hj2kIv0qPbLJlL9k5WFndo4FQ2piDr+u61ZwcNhEhn6DSeEt64cc8Jsqh+2vqpeGKMeyQjGIhjKHovDooqUyFzl/GNfBthR7sRkVxcdqDkW2flnD1gqA3dPoNmrdektK9uO9+3XPSojQ6Jag+LC3+Wet1onESLuLlnj3nO/uQegVlz3l3DntecnCBLFe6Bld1N9xau8mJcZ+O6JsKGXs3ojl8JdHTqPDGSiMNGSt4hK/M1KAz5TuuhWsdp5NgLx5047T5J3iNd7FZtI9ZxR/fcDbVzg5mLHLrvRtw7adxjMZow513iQCjJX0vjlsG0Ba266WbtR0F2q8iXAOduLrprXlMore/ucQ6bJCeAO2VlphLd/h0xqMMFdz9Tir/6i3TaO+iyac2NAx2ZiHU8DWt0hkTf1ePbSpj/0rb5Yxq0+s2KLUdPEAQYh1XnVdqOcMesXCqfQsleXdO5nbMcubsdGklUISwpy+CBy3CDrDxxhUKVcByO3kscHQjaiXXNZ63vXqbj1vG0u0DUpEq0kHacrhw3zSZ6pVAVMfSzYstUFUQAPbWhCJg2YaJZOXMhHZrIB2V713Z4I4t8yF/6pNpg/XqfOy7vpMMRs2EiK6/V7D4kgGwCjjMtxt32oXuhY2R83Zt143jh8n2zMl9PREf2w8qtttDtX7ekW1yaSBihw5RmF9VfSqgtr37tfDlimojDKheFUD4Kw47Lt8XKQTPMokGKAmk3mM5W/v2fz8oc5b6s7L6Ip806oiH/uch8B+Img+/kdHRMqsd9KGfFlqkwfx2gN6CdhCt5bbeoShjBasK4r7eO/YpmgOiOu9+bcTsjtI+NuzNW7qky6g+aoLo1K2jntnfWHmSXRTzzho+IQ6lkVeW4gifMBKJ5UDpyr86e2eK2BjToRnO/W933Y5eY5I+1u5IpXQgdwWqNrT5KMJ0Z/8wVianfbi6OGx8FK6PaZrEy3dCiVtqWWd93N03oWj4rD03YJ1uJyJbgWNxzNKSAY4U/cays0JMf5ARz7ludl5Kezp2wctyOHqehvWenDHfcCHImySpx1pmVc8Y99H6J2KlDl3dPXIYbYeVZQ6Lb3UX6+Ro4zlj8CR1Bfs3o3ZFjxTGMva3XMlhpi6b0B6g5XtEbW0QvFKoc78pZjg01hO5SLmrzl4Le3RpkLlTDfbPycNTa+r4zKnOJEOmJu2si7o7QOVmzsgWXy4a7Iq2T95quU5IDJczIx+GdY5yN/crZHYe2vCh2qEd303HU2uPz8PCQsM8ZA+gYNJ3R5K3CazGcEtihS7R4OUz431qJ29eim6N/4iZP16AYtjpFd7fLdGJubfk3WvKiPWVGMTUgrKzGZWjOldUzKe5+8FqLg5p4dXwYeWKyzgqRi1p6rwotvve/eqOVjiA9SdQxbI+QQwEFVR43GUS7aYRal+Zedzohvl1gCkezi7e0oWr6Rcz/tAlzx6zcKtTNW4tjw7a+vRZpS563oWG0NMdZWYfL0M/BkM6koOFxXw3d60csBMzNw9d6xAgOe3TqbFQ5hR9nXQeldxBzwnu5vRQi0SJ6ROj5PGWz0W26oS65j8jwfnSU6CHzMgrbc5nQmZ82YXzTMDLnuVSbxTfdnCGa2Ge+sYMRs5fWOWVuDNt2WVmByzDKV+bPJMfhcVxtdR5On5enzv1WXUlYgxL05+xPIq+8JoB622asAj621F1zNFFaiZsMcYtY5j5hDwuAj55VW9wksQMQfx8pwzJrJYxrONd6wj7lcl+IJvNwO/Mtc5lEsR8luMrwqs/KUlwG9nf7hjPJggXEoiadwS6jMndett1vbUVsUdE7RM/tnP1J1GuvqWJcCPi3G9PQQyH23kWMQtxk4OhUL2I7b9WLs1dU98AHHG1pe01Ev3yHLNl6tPOOo8acBuhGFjd5pJrd750Ii8b9kVGHZGURLoP8ORi9mcSMJrFU0eGwT0Rm8+Qh58f8dFM7E6c76Nv8YpnM0SHtWakCyFEV9FBkx1FYp/eUGa42qmuY2apt6xXhVU/EkCVMP+mWNLFfjr7l73Euzgfdv4RCQmf1UejMmcskOwQnfkO3o2UwPDOuWlxQ4DAuQz2dcfGdvorxAx6hP6EXrbm0LYrf96E/cctHT08VJWBgpf1xb/njMmuGW4wm72Qua5RLkNsJ6VvyV6SctShtwvRuf6k2e0zc51uQCVQtOisy96/kFUatKmdeiVq5HS2Dx/OVexI3SEEhVvucs6ZHL+WzwCjf7rDvXouye9fWcBFxc3wo8p1NCUKt0WImfLhsnBHrc8Rs91VI2yrpJ9pWTijuiZXjtm++A+0kSdv6p8RcoURUP+FGGLMyE5dhr79FMtSp2FDjbraEG6a8M/NJIrRfleT70HbfC6riRmrPa7S6R+UciJgPPW3JKGA057XuRfQ6Z7zcS7uuhpoO5Y+yEH8w83V6hcKih9N2ymKVZjE54GoloSuhokcsVpbisj2g7lNnqFA6X70YyLGtSH/7IjPaERbbEUQlxxk6FApPgjwvxf2n9RL8bztCBNlxDvSGNTlQRot7WPGI5o5zJvnGRydetNHoONiPlr2CoNbDbJi5f83amDLbqjUETS1dX7iszMFluGVW9hqbzN3Lorz3OjPaXrbKOTM0jUpcqFvl2hs1ykmAazpy3KodygpEkFG79nHvqc0MVPLuRVQOWvQc50zCijRcUaffWUYHjKy8h9HMd5VjaP032q77ihfdPGJuGyYPm5WHuAxmVh4uNwlDxZyye9gsLWrpt/vsQmsFnTAK66i4BMErzu4hXX93utXsFYE454dOMieDuqdo0JLD5TVF7TXj9mCvqEavSMzb3Pe2knYtLghDzXvYX0StErYwdI2KmCEunTJ6Fb3xJdwFMlamcRnugpXX+tJFfM/LOsfbnbMR33/HgWhF6qHXlPbq1JpowXHMa+F2v5f59yZ/qVUsEXEdzAmp1z4UOrF3OAOHyqV7R07X4oKQM4gWbZa7OyJc9OqRwwBpGhI2Pt9qnbZCViZwGWysXHXDcbpYxpjACMdhCOo4oZB/cQ9dGA5K3ORBrVcydJWulhbS9f+iisK1E+eH0UbNiUzzTVisuITLK6TTnRm2Teupo+acTolUha7JtP4I01Kd0fUtmntTKH9VCdIQvX2k3QJuR8vgysoufYsbKhFtZHrL1EZcn3hTDdUyuxO9MaCOVVJedzGhaIV+V093o1n6YomA1K7LTOAYXT91n2xee0OmodCJsecVSW0ueWWw26K/9Uvojwi+SKfCgcwJQ4cu7WaP0xBtmnm7ecTQ6WgZDKwsnUP5Q0UQhu995ahNvX4ZfchfHInRmVWkkOcYT+KJFvYbTdEpNUi5bHKWISAGEcCqXB2unIUxGkdErXa4IhFq0/rFVOJiRcfKyZH3ciDzvs4ZvllKEuwmLphyVkZxGbxZeeIA9/SUqoI2y4SNkGPCSBi+AdHdDEHLtDQOdjeip4RuBeSzrJS6+Jo5trzWkJzbf+izo0VHKwlEsp8VyTd6ltnONOfS/eHTJDMXYb7ahJnJ0Wbfjvcw/3U7RbRp2oTrgqli5RaX4d5ZudIWt1nal06X2ePIK6GhCJ08ds/tbtAamM9FDlpQOIs4f75FQEPEtreKo2amzwk3V86OKG2yB1ZgKkxGijRWkB4th67Alq0hekREeviG1GtO8o6cbDdntTxZWLnCZdCycvStHrFQhm6W0Xe46OacFXB+eNNuFXUQIhDw1ElH1oXC7qF6FBxvJVRJ3E0aN7scKTbHym6bZMbNaC6IhBz7flusHLTquiuRGsq8cYyq5q5XAeBnYOUSkeHRsPKqdm+sbIdLF2dCwUtkbhYr+24bZVvd7+pF7yurEnTsegjrewelrZiV/xHrQE5feuPi6LBX/WT3jKq8bnZ7k+QFsDQXbTp6TUsDD92IR2/idlURE4C/ZMVYt7HySsmgYuXopSduzBa1mTulV6vQjS1/sOgmybtFz6LFjYdCgkLqDmHErhlxy9BdCLpDqz769ithA2i1pUGe2lD02uiiJ3kNzJz5fE+iTUcv+8Z7IYEpmVZm8UnaIp+wVBZqPXAZdsnKcQPW7pS++uOahOqPvvMV5iZuGF6RcXcmIUSllG8zYx7Uu3YFaHvt3qPoPc+oP3oJMrbNhCcXW/Z4Jq97pcUE04QJF+tpy3X0fRe9bqTZRdUmz3wHVi5Pl92Dbul86ERph83LXOjGo95sOA0Vyi1xC3JJXezQ1h4hJ0z+0BA53hdxYVfYGhr1ndiZS5n7EPh2RLfIpFnM3wVyiIHz/7Wg/2eke+lZmbILZzZpNRBKQteNNKM9zQnr5Fa5EysDyM6VE5bXoG2SUG7cIxMiY/Ft2FaqPCdQc9duZgXRQ5Hduxy6ugWvX6ldY7KysfucpSa5I15BTjZnNzrxVmJOnhxiYLJyzmLb66Nv8EPr+zrci3zo0hHdqaHyhHVyq9/MyqvwWfm2JiKqilZuWTVCETAUT0Vbpn10QgOV4An/qCbCmYQQQfw5U+bCTSzTw4bSCa+2JfUqZxR8O5KzfeTb0imU7k3qMnwUhmKeO4bF127OXhbqc+iqntMj2kToItkRp0dhiKaX4/BEDxuqh6NcdxcxNTv2xUtD5papJo+IIpr5ou/qBc2fnPigi1p+2CPmm3pFYq4J0aHz1Zw5EApVmatlxHiJ6CRuwlRLVg0Rp/pF9Wl0THyt5Exp98iU0Z6ydERvtSdsbcwxajpXhuYRy8ZA+7aK2CMVyqWLxbCypV9zY+K4buZslu7KpY+zkHqednNJdeYzhK9p3715yBBB20AcwXC0TaEZtd393EoncuVMuNGW8vDwQE8e2kn3uVcqce91znwOnS1xM4GzcIUWgPrfFHNaVgbsp/uMgfZtFTqVpcr5c5euZuyU18TqrZX27gd1JG5Voiu0R8giT+IqhwanVThlM/MyLZ3tIs3orWHcBnripV8RjduaAPu5lYbK22F1NIdOHto9/jYnUk50PCLmOfM5brYYY6tzO3Tyt4aCekf0S4PLAPgVS6DdW9njSGhQ94K/6CT3yK4q8xaaMh/4OulEi4ht3tK7HI5x38jTepfTnVIhEzt6wu+R136TwxY6nVLTu7qVWv3Ewmu0Lp1Fjj6o53BcwHuavW6ZOOeryOgGVOF59ORvRyHBImyWZSErQwPKfFZOW4bsQaQ1GDsiVZ62pVm0xbnt0gt3T9QKmQ35+qNnu4uqBBMRdhO6U+pcb5l2q2vFq1MJ8ydoV+Oo3cNsCe11NWFEelym02k7Xb36SLun7rUuyL69i9C2Bq2n3Guse8qDBqLXzQSLzY0mYWXAQPkp+xHLjut7nCFmc7uJngb3nSxCVduLUnnoVFZrDoqk4qf1HCeYS6dy5pjjPprTu4S+9JSH7gfuWx3dPDpWxgqOfqYRQ7XYMk1XIrJIrG9xGxbtfPK88jUXsRfz9duXl5xBr7wth94ymbV9ZLMydECZ+SiMzJXIcRLEdWcdckLzzu/PUu2qPPS2sej3cmzVo/71aY4zyfMwYWhmuRoxYRL2hlD97kYnxspYwdHJ6KWvslVyQ6+CI08wk8pygkCIl/7QTjkqRHvNn/a6uIXGZzig7XXf0Ud7xGVlIEF5PVQmfLV3g69BbSvBBKqqHOb2haMhX4VtFxIWSosJu3vL98ETesGxErQxxCnJXASMRulWQfO8vIniTET0q9dw+oKQeR/l9LcyV06Y0HV4h6xMx6QVkf6hIaP/oXp06yS/s2U1Y1+kw0Qvj163QNt8zMqLcGDad+QsenTmdPeSY1kHeOf3Z75yRys6DWuihWM3aVXMJWMnUWUqcV+/JrZyn/Dl9hxkIq5f0Su/2ufkcczpb2UxaL+oCv+3RROcoXljGKtWepVD/Y9TYtHPnFHqZWoYeS+7dhPbiyQrA4OSS1bum9GPnEKPV3R8TfA1BymP9jltiUzWsG4S7h1UL3a+nmRG1biI5zTk1I8bAvUm5Ng1r4glrAm0Ff6WnxZeX3M5C+9pT6wccYOgktAFi7dx+tuY9Ezw1xOXqKLrpLEjtLdl0y4rAxuUaVbOX4ykFhUext1IQTdqkMOrq/w7Z3ovhkrQROSIrhE6Pw4InQAADkhJREFUdR/NCqxo2cr3MGJBcByFSpVuP3APhcg0Wjl6NeDYon24lWUWNZS58Ir6m7kL3NxGbHc7eXXqRYOYeJUExU2n2eIVjssgAeWbZmV1xB07VamNWP4iHEYnbuhC6aK8p8Trucguzuj2/imBlbbNv+MiFgSvgaAXzIg9T1TZEo3QpcDuQ/SSmNPTiM3C2NnMLSBhPXQHPovbyasTqnkNyPpvJXGmHfuocBhhZRCC8tPtA+OiZzOtMGJfdGzI0dm+iA6aUWH++uWlivkgi8zVX3pxbmx1DaWt7MvixJoiJZwrOaGQNslZBOzxDHUvode9OOcHnLCYuVKF7sXllbnbsdSB6PkgBc2gQcnsS83KIAflpaAdyJnHuvClbcDMoQoNYJy3qPL8cRcV0UOR8/e/ntHMHSi0obRV2q2atnr0NISOe+goD9eEhHK79xFTORHk6IBXq6XXLmwPb+Ze40WHCQtg9HyYDsq+fYTmjByrU7AyaEH56YuI4bgBI9QyLQZtdS56Inad0O02ZwnzUrgs+plUpDDB3PXnxtbiUnL8FbQX6hWxGQdFwKhnuDVGrFr2Pt7EfaTWnBzzEpdFkyE6vMl7jR0TE5aanHmedpvnsHJ1pRroKytbQBll5eSFgx++/dAncwbYbYV2OWcJU2vrHSGnTRVF75J3wYOVFYbUQVMsXztZspiezwLloSf7vI+GOvmzIrSDfFaO8MS46XvZ4oyLi/4cE0bNOXd6AmDQs6uQE4ANlJ++WCgzD3No+Ly8itt40OtGc2nb5H6iPUy0yF/u+eb2sx7FBYe/YST0TmEloknorhCqJH/GcjxM9ioZ2tpPQ/soenpmZih8bYm06UwnBDBoJlRqp+9NmYDhA8pVvnI0KBN9ky4uocHVNY/YL41tLVHdzzbvMgpxBd3X09xI2CEUStKWwgRWNvpgD4VjMGlKm8vKJ+z2mb6pR2hDK8T1dCIrR9y/XqoUtJPQnYhpQN/1QSWH6JhT2geXG6VXyYxgGv3EkSvdBZ1dtbf2ZTGHq0Rf12OG2u62upvLi0wfRLbSVqgcQwn3lAtexK05LgrzJ+3QvWSXHKerejJEd5av39GTtIVCrUq0NUds8XEBIRQm3FkJdMHRc1lJTg643CjdXPGaAXT3csJq0TaMg8ue6uitSzVj5OnmCkQeKp+4368zJNmHHW6BOTes2op7xELvo4jpVOmcMm9p95JdyqQcmrf20Mc0jplirtfWsoOnLa2O2uZOtuTNCFy+3lfZ6yEIczLp+pY8olKdjhwcYVrdxLFfzLYWOB7qn7vZPypWprXdByvv5D4Kmk7leu64tjv6lumS3ZbXbInrdf5CEbQnxukZzroeHbn4n6wt9P6KRgtpH8HlsXGVseFccVnFmJQTt0+4Vw5aiaSV53at11CXaCF1bPp+P4U5kjekocIcQxYr7ut46MaQsKVFz1u1xLnkGGTfVTeo145JbhFK7OYc40YMaLvjpK2r7qri7q/kLYkzWODycyTt8DP9s0wUjtHpYxlUcw8OxDnctnJHZNSxoNmik7j+6kYnLjgJtiKsOO4icXdoUDxb/e2k9RWdSz3fgoKQ1nDK3ZrPykE3UVrQ0IlXXombli6ap0wzkWYvB3p6toO1ZWUdLhs7YFkQCaOh62PEWCriNsvVUIdPl1PkhB1u9YofJanoPFHfFJYguIyd0XSEoYjFgdAQd19EK7dEQz3t4/yhr7hbtDvpaMi9sztnZbvFoOlRjfL6em+zUaEhLmJp3ST0NAtIw8oKXPbqgHSdRadg6CiK9Cfc6l5u6MLl7nCVaJFJikwJ9QHtdYLpYagzl/WE9dfFRG95DbqL1c4nzJycKarocutSnJ9p48Js6NtNAM3/3LP4EH0fRUesVQ6JhyBpoYjoSOh6yFSCXcFYWYrLEa4z5xO6LCas2kO2SLvVh60iXA112Khf5Ml+tnligy+9jbY+ayCiDbmvD5zl1SX4xvqhIa0Gbg/30Yl9K/l6mzYoU9ZPuAVWnmJRaiLnHkmLg3t3QhdDvhJUrQMux8VuuKi1y+L0uZi2ZVZRynTVpaf2X9ezhGtX2zyf5CK2edpozhYSbcvdRKUnc5Oeu5mdsAVnDzdR29+hP463ElOP3SK/eXLXHmdDqZWgBXxWHDJ3olAHOOtGl5X5uBwau1Vtb4a13JNQ+tH01xnkkj1Wag2cJ1r4DiWxSE3f5nXU5b7m9m6utCCE2nJfIjhrqzrsjq0SNjOvUMwaF5dbidPcJTgiJfkWXdrelkWm/mqjCV3x0oLgvk3PcoCzQVCszMTluNihXaomWTsLcwq9Z7godNGA+pm8hqJwTDf38nDYWXeKssdQuh3GjWZaTEJ3jrUjjia8pk30rubbZc4kmXIf9Uyn3UrDhslLrqNdi4Z8h6NvKKPy9maJMJ0Z9ohFNd8Bzno+YGUOLgcFbti3dZ5Fb7ScEZq7JPG9ypzZliwL4wLNnBLEKpZTOPDh22W+J9EBcRS+Od+Bm3jXS6e3faSYVqbcRz3T6lvJcTgcJ56vY9LmOSnLjg6nGeVrRg25W5cqtDgwcW47OsBZz8esPMTliMCJOqnbOx2H1nG0Qh3zjUxor9WbnKjh3G3ese+WIPSMRqzgvZvUeNvOkrg54NLW7iGnm20Fl8i4BETtiXSIezV9Q6HT5jXHdM+5F1mfdU9FzFh0/hDzxNGHzJh7uW25VV2sMxY6BivTuBwROGknK7sJux14H2lH3CqlzuhVW/3TesYdzjKU7bRxDJG0175uSMMSFArOvbbeSrMCru7XXK+GbY0ecpqjdTLvo2hPmAONLmLucXBZ5dRt75WVI6ZrTydtK39VcblBMh2Oc4CxnPJYmcBld7+lYbLMML4ogps/5G1kIlw9NWuo8af1KvcYs7Y7LsaA50zg4Yrpa4ujsKxjjKp0dMq5GhpwRxMuCu3+BE0k6dhFdM0rFC6eDOezdAXz7WNQw6rVrbDyLKMchcylOHplcOz4HpTkhOtkx2X3wEm7l7DXnjCqDuqOu8MR0XD/3enST2Lbc+wRqidhAqetYtLQVTeUVLN6aHR2FSYc9bv4HL3EK/RLB9GIBe7DEe1GLz6c5Suuj0HNqybqNZ9pOuL2zLfrdUsad7rMXSZ/ZlZtWw2KLYxX8wTQOTNur7dXIqIvim/CXmuJr6JHu3VyTbQI8hYNhYXDFNGOnkWZqxiqmd7vh6YrcYxGNGRE7A3R+5laiUK5b5Pk1TjTjXbmr/dO6J2b2dyxI2wQmROuiGXBcRR07nGW8fxQBzVHb0apA7zhO+G43F5Br0dEXxRc973QN766Trko9F3By3OFOKwpRzNu75m1x0/ZNoahLo22piuJC0jCWLuYMC7N7v1F9YiU60Y2cz9WW4nzobwj4lYqx45Ip0Sm56ELS0JgQxd293vTN9oWbe4LslRhyRucyrDkYACMQbn9NGgAmMH12rfUboRueEZt1RySmiASkXN2oLhC6A/tmntNx2iXYS8lbRQibEWYaJWkbYF8PfzNW+0Gc3dx6aPFRMJisodu+mqI2I/SzPF13kpUpXMsc4OzKPRakHU8VgESo/5JzMplhbgx4ETWa9+yuBG0Aav1EDOAY4XzRIuI+y0BzpjOz1q4Qx3gxz/NesLN636rohoUaqNZhDPJjT7ksMhN+JBw12TuMr1qQSnLQaFLmBvS5nZzxhGcvrUFOQPN4aDUAd5subDySsDA+3XrpVroMAwjm7Dd5hgNWgrRKzvxtvVHN+PdnZ++oKTRajUKmXa9oFNqJWh3TN41jd3cA3gFdXyKA9ELlztV6OrcFitzNFs4T9HW677T9Wtv8zOIInTWefdFwcp8UF4rJ4wEoTx5TsQZDeJXIm7LR7rnIgfd8+vb6Xd1NMokO8CxFb3fczqYEPag+9S4Uvt2llCu2+Mt/t/ZvdxqTtgEfalCXcHy+COvGyetsxHDkUaH7Udz4xwaihN2J0qtsxeT5miZXxIGQzQnop0JMpq/hVueaGHsae8+v0tWzo+wzlBC8Ie92zkr021FmiOCTI+gFyXvpLMite4OlMGslIeObII2estwNxq92jjes3aHQ+chYWhukKNDAfKznrYau+GOWVk310MnB6FcbTfoDqw+Qhc76SZq6SPf1fvYX6fMB52V3uvkUfAyPeUmnUhvpU71TuAYil05EMqaO4y2RVsmKyesco7rgHSjTOsvPQPnBjkhDlJWLtfJVkZt98rKls0pboqo1xr3VkxnfL+up3CVNwt9AuLlud0Bi4boBa4dkYT4czR72Y1YGSzLUWZsq51y+q0U0eXke5lQhSqPoIEEhcl3ffQqR5vIn0Kh4UUX8IQIzwpmpap90YvSKgrf7pOVZ7mks6trwokP/zCAua3yXaUn5VDt3P3V7oCleegax9y3gnzIuWfdraincVwfe5rXf6eMYEKvk29kWg+x6brYzRzEzGUn1BbHkGgjC/XEsaeribjbfyfBrFShr1uRhrH5aJesPFRorxDhlc60V/3qCFnHBHbOkN6oOQt35hZrd34Pe+QOb+pZVhw3g2giid4m1conMkfc/WhfLXOCxlGbOW1CbXEMRWxkOk/c+xu9Ali6FudYKxbTHQ0FK0tLUP+Z8zh/YILmhL0ymmVh2dUUS4z6LrUsZxERtkdvisMRcfZ1I+eeHWoInQwR1vmmE7bJW7wvjKYtN0icad9Icgw5pixnwhxqK/8+Tetyzjqg6FrQpsbpr3rdKBvujpV94z7FN2llXU3OymXpPjr/euuO0ZC78y6qQqEqRw9HoQUF3DuVwxZBNzKnfsTIrjdgwh4ZcadHa4jzOXpKh47mlgPG9S2sXJrIxDjU3NCBIKpL62zaaiDqmuPmWC56Q+V+dk8AwtSLS/n/AfajP8FPprwRAAAAAElFTkSuQmCC" alt="" height="240" width="400">   <img style="" src="data:image/png;base64,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" alt="" height="217" width="400"><br>I attach also the step and geo files of the wing so anyone can help me.<br>Thanks for your help!!<br><br>El viernes, 15 de mayo de 2015, 14:08:20 (UTC+2), Javier de la Sierra  escribió:<blockquote class="gmail_quote" style="margin: 0;margin-left: 0.8ex;border-left: 1px #ccc solid;padding-left: 1ex;"><div dir="ltr">Hi Alexander,<br>I know it has been a while since your last answer, but I have to try.<br>I need to create a boundary layer arround a wing imported in STEP. I try with Boundary Layer Field but I can't make it work. Could you make your boundary layer? Can you explain to me how this field works? A general explanation of size fields would be really helpful. <br>I attach my code so you can take a look.<br><br>Please take into account that my wing is shaped by surfaces 5 and 6 (intrados and extrados). Since I want to run a 2D case the wing is placed between two planes.<br><br><div style="background-color:rgb(250,250,250);border-color:rgb(187,187,187);border-style:solid;border-width:1px;word-wrap:break-word"><code><div><span style="color:#800">//Boundary Layer</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">]</span><span style="color:#000"> </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#606">BoundaryLayer</span><span style="color:#660">;</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">].</span><span style="color:#606">Quads</span><span style="color:#000"> </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#066">0</span><span style="color:#660">;</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">].</span><span style="color:#000">hfar </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#066">1</span><span style="color:#660">;</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">].</span><span style="color:#000">hwall_n </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#066">1</span><span style="color:#660">;</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">].</span><span style="color:#000">hwall_t </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#066">2</span><span style="color:#660">;</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">].</span><span style="color:#000">thickness </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#066">10</span><span style="color:#660">;</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">].</span><span style="color:#606">FacesList</span><span style="color:#000"> </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#660">{</span><span style="color:#066">5</span><span style="color:#660">,</span><span style="color:#000"> </span><span style="color:#066">6</span><span style="color:#660">};</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">].</span><span style="color:#606">AnisoMax</span><span style="color:#000"> </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#066">1000000</span><span style="color:#660">;</span><span style="color:#000"><br></span><span style="color:#606">Field</span><span style="color:#660">[</span><span style="color:#066">2</span><span style="color:#660">].</span><span style="color:#606">IntersectMetrics</span><span style="color:#000"> </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#066">1</span><span style="color:#660">;</span><span style="color:#000"><br></span><span style="color:#606">Background</span><span style="color:#000"> </span><span style="color:#606">Field</span><span style="color:#000"> </span><span style="color:#660">=</span><span style="color:#000"> </span><span style="color:#066">2</span><span style="color:#660">;</span><span style="color:#000"> <br></span></div></code></div><br>I don't even know how big must be hwall and hfar parameters. If my chord is 1000 mm, how large should these parameters be if I want a 10 mm BL? I know boundary layer depends on y+, I just want to know if these parameters are mm, m or some kind of ratio.<br>And finally I'd like to know how "Background Field" works. If I set my Boundary Layer field [2] as background, the whole mesh is refined with the same size (tetra). If I set another field as background, the boundary layer field is not noticed. <br><br>Thank you very much and I hope you can help me,<br><br>El domingo, 9 de febrero de 2014, 15:04:26 (UTC+1), Alexander Tismer  escribió:<blockquote class="gmail_quote" style="margin:0;margin-left:0.8ex;border-left:1px #ccc solid;padding-left:1ex">Dear Christophe,
<br>
<br>many thanks for your help.
<br>
<br>If I try to create the layer by extrusion I get an error:
<br>
<br>"Impossible to extrude entity 8 (of type 306)"
<br>
<br>As I mentioned in the first post I create my geometry using my own-written subclasses of GFace, GVertex and GEdge. 
<br>Is it necessary to code the extrusion-function for my own geometry entity types?
<br>
<br>After spending some hours to the gmsh code and to the manual I figured out another way. I used a BoundaryLayer field. 
<br>
<br>Field[1] = BoundaryLayer;
<br>Field[1].FacesList = {1,3,8,9};
<br>Field[1].hfar = .5;
<br>Field[1].hwall_n = .5;
<br>Field[1].hwall_t = .5;
<br>Field[1].thickness = 10.;
<br>Field[1].ratio = 1.1;
<br>Field[1].Quads = 0;
<br>Field[1].IntersectMetrics = 1;
<br>BoundaryLayer Field = 1;
<br>
<br>Using the mentioned field I get a mesh with a boundary layer. The mesh looks nice, but if I convert it by using "gmshToFoam" and check it with "checkMesh" I get some errors. The mesh fails the open boundary check.
<br>
<br>***Boundary openness (-0.00152301 -0.000276836 -0.00087618) possible hole in boundary description.
<br> ***Open cells found, max cell openness: 1, number of open cells 21
<br>
<br>The boundary layer looks very fine. Please find attached two pictures.
<br>
<br>If I don't create a boundary layer then my mesh is ok (according to checkMesh). But openfoam runs into problems with the periodic patches (cyclicAMI). I figured out that it is possible to set a master surface to a surface and gmsh copies the mesh from the master surface. I try to do that with my own function:
<br>
<br>void gmshVolume::<wbr>setPeriodicPairOfFaces( GModel *gm, int const numFaceMaster, std::vector<int> const & EdgeListMaster,int const numFaceSlave, std::vector<int> const & EdgeListSlave) const {
<br>                
<br>int NEdges=EdgeListMaster.size();
<br>GFace *gf = gm->getFaceByTag(abs(<wbr>numFaceSlave));
<br>gf->setMeshMaster(<wbr>numFaceMaster);
<br>        for (int i = 0; i < NEdges; i++){
<br>                gf-><wbr>edgeCounterparts[<wbr>EdgeListSlave[i]] = EdgeListMaster[i];
<br>                GEdge *ges = gm->getEdgeByTag(abs(<wbr>EdgeListSlave[i]));
<br>                ges-><wbr>setMeshMaster(EdgeListMaster[<wbr>i]);
<br>        }
<br>}
<br>
<br>Gmsh tries to mesh but ends with
<br>
<br>Error   : Only rotations or translations can be currently taken into account for periodic faces: face 2 not meshed
<br>
<br>Isn't it enough to set the master edges to edgeCounterparts on the slave surface? Because I'm sure that my two surfaces are axially symmetric.
<br>
<br>Thanks
<br>Alex
<br>
<br>
<br>
<br>
<br>
<br>-----Ursprüngliche Nachricht-----
<br>Von: Christophe Geuzaine [mailto:<a rel="nofollow">cgeu...@ulg.ac.be</a>] 
<br>Gesendet: Freitag, 7. Februar 2014 19:12
<br>An: Alexander Tismer
<br>Cc: <a rel="nofollow">gm...@geuz.org</a>
<br>Betreff: Re: [Gmsh] Create a Boundary Layer around a blade
<br>
<br>
<br>On 07 Feb 2014, at 19:10, Christophe Geuzaine <<a rel="nofollow">cgeu...@ulg.ac.be</a>> wrote:
<br>
<br>> 
<br>> On 06 Feb 2014, at 10:05, Alexander Tismer <<a rel="nofollow">alexande...@ihs.uni-<wbr>stuttgart.de</a>> wrote:
<br>> 
<br>>> Hello,
<br>>> 
<br>>> I try to create a boundary layer around a blade of a hydraulic turbine with gmsh.
<br>>> 
<br>>> According to the paper “Gmsh: a three-dimensional finite element mesh generator with built-in pre- and post-processing facilities” (page 18-19) gmsh is able to create such a layer from a set of source surfaces. For me it is not really clear how to do it.
<br>>> Has anybody an example geo file?
<br>>> Furthermore I want to do that with my own written subclasses of GEdge, GFace and GVertex using gmsh as a library. Is this also possible? Currently I created a 3-d mesh of my channel using my own written classes successfully. However I’m in trouble with the boundary layer creation around the blade, hub and shroud.
<br>>> 
<br>> 
<br>> Dear Alexander,
<br>> 
<br>> The feature mentioned in the paper can be accessed by simply using the "Extrude" command (see the attached example).
<br>
<br>With the attachment:
<br>
<br>
<br>> This creates actual geometrical entities for the layer. A more "classical" boundary layer mesh generator (which does not create new entities, but simply extrudes a layer inside the volume) is also under development, but it's not documented yet.
<br>> 
<br>> Christophe
<br>> 
<br>>> Any help is really appreciated.
<br>>> 
<br>>> Many Thanks
<br>>> Alex
<br>>> ______________________________<wbr>_________________
<br>>> gmsh mailing list
<br>>> <a rel="nofollow">gm...@geuz.org</a>
<br>>> <a href="http://www.geuz.org/mailman/listinfo/gmsh" rel="nofollow" target="_blank" onmousedown="this.href='http://www.google.com/url?q\75http%3A%2F%2Fwww.geuz.org%2Fmailman%2Flistinfo%2Fgmsh\46sa\75D\46sntz\0751\46usg\75AFQjCNEJ3QLvAdHWrw4QzBDqKw4PAU6GzA';return true;" onclick="this.href='http://www.google.com/url?q\75http%3A%2F%2Fwww.geuz.org%2Fmailman%2Flistinfo%2Fgmsh\46sa\75D\46sntz\0751\46usg\75AFQjCNEJ3QLvAdHWrw4QzBDqKw4PAU6GzA';return true;">http://www.geuz.org/mailman/<wbr>listinfo/gmsh</a>
<br>> 
<br>> --
<br>> Prof. Christophe Geuzaine
<br>> University of Liege, Electrical Engineering and Computer Science 
<br>> <a href="http://www.montefiore.ulg.ac.be/~geuzaine" rel="nofollow" target="_blank" onmousedown="this.href='http://www.google.com/url?q\75http%3A%2F%2Fwww.montefiore.ulg.ac.be%2F~geuzaine\46sa\75D\46sntz\0751\46usg\75AFQjCNEmdacRlcY6sK29fZnmB1uwQmsWWQ';return true;" onclick="this.href='http://www.google.com/url?q\75http%3A%2F%2Fwww.montefiore.ulg.ac.be%2F~geuzaine\46sa\75D\46sntz\0751\46usg\75AFQjCNEmdacRlcY6sK29fZnmB1uwQmsWWQ';return true;">http://www.montefiore.ulg.ac.<wbr>be/~geuzaine</a>
<br>> 
<br>> 
<br>> 
<br>
<br>--
<br>Prof. Christophe Geuzaine
<br>University of Liege, Electrical Engineering and Computer Science <a href="http://www.montefiore.ulg.ac.be/~geuzaine" rel="nofollow" target="_blank" onmousedown="this.href='http://www.google.com/url?q\75http%3A%2F%2Fwww.montefiore.ulg.ac.be%2F~geuzaine\46sa\75D\46sntz\0751\46usg\75AFQjCNEmdacRlcY6sK29fZnmB1uwQmsWWQ';return true;" onclick="this.href='http://www.google.com/url?q\75http%3A%2F%2Fwww.montefiore.ulg.ac.be%2F~geuzaine\46sa\75D\46sntz\0751\46usg\75AFQjCNEmdacRlcY6sK29fZnmB1uwQmsWWQ';return true;">http://www.montefiore.ulg.ac.<wbr>be/~geuzaine</a>
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