From c2a65b188b81ada840bef2aa4f7d36db1efb3ece Mon Sep 17 00:00:00 2001 From: Michael Zingale Date: Fri, 13 Oct 2023 10:39:53 -0400 Subject: [PATCH] update table outputs --- networks/nse_table/nse_table.ipynb | 397 ++++++++++++++++++++++------- 1 file changed, 309 insertions(+), 88 deletions(-) diff --git a/networks/nse_table/nse_table.ipynb b/networks/nse_table/nse_table.ipynb index 4a69cad845..7bdd8a99bb 100644 --- a/networks/nse_table/nse_table.ipynb +++ b/networks/nse_table/nse_table.ipynb @@ -3,7 +3,9 @@ { "cell_type": "markdown", "id": "4f94356b-d5d5-4f99-b2ea-3327157a17c1", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "# NSE Table for Massive Stars\n", "\n", @@ -41,7 +43,9 @@ { "cell_type": "markdown", "id": "b574453b-7505-4757-8d98-2faf6a316897", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "## Start get getting the nuclei we care about" ] @@ -66,7 +70,9 @@ { "cell_type": "markdown", "id": "4739f2fb-dd1e-4589-9a86-f591fc6858d3", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "We need to be careful with which nuclei we add, since some do not have spins" ] @@ -119,7 +125,9 @@ { "cell_type": "markdown", "id": "35db9ffd-fa6a-4ce3-b1b9-226999dfd8e3", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "## Create our network" ] @@ -127,7 +135,9 @@ { "cell_type": "markdown", "id": "49390b02-00b9-4061-bfbd-728c3e9ae981", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "Find all the rates that connect these nuclei in both the ReacLib library and the tabulated rates pynucastro knows about" ] @@ -184,7 +194,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "id": "86f62e44-5fe3-4d9b-997f-725cc9d21b9b", "metadata": { "tags": [] @@ -196,7 +206,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "id": "9eb89547-f116-406b-9d55-f615ae466363", "metadata": { "tags": [] @@ -208,7 +218,7 @@ "755" ] }, - "execution_count": 8, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -221,7 +231,8 @@ "cell_type": "markdown", "id": "5d3642f4-da22-43b6-849d-5f822ce10c66", "metadata": { - "tags": [] + "tags": [], + "user_expressions": [] }, "source": [ "Find any duplicates between ReacLib and the Langanke rates" @@ -229,7 +240,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 8, "id": "8f0e565e-d6b9-4acf-8343-92a6edfae41c", "metadata": { "tags": [] @@ -241,7 +252,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 9, "id": "d3e6e6b5-23bd-421b-85ed-1d89bd36e181", "metadata": { "tags": [] @@ -375,14 +386,16 @@ { "cell_type": "markdown", "id": "0bbee2a7-da26-4520-866a-cea586f92449", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "The last one is special -- I think that ReacLib suggests you include both (although, it hardly matters for us here)" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 10, "id": "87191b78-a2a0-4877-ac53-9b65e258c93c", "metadata": { "tags": [] @@ -404,14 +417,16 @@ { "cell_type": "markdown", "id": "9688dfae-5963-480c-aa63-a40cea23a885", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "Now remove the ReacLib rates in favor of tabular" ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 11, "id": "6ca38edb-c044-4b9d-ab08-8dc3a621c700", "metadata": { "tags": [] @@ -428,7 +443,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 12, "id": "b3faded0-9efd-4dfa-8d43-8e9114eb1cf8", "metadata": { "tags": [] @@ -440,7 +455,7 @@ "719" ] }, - "execution_count": 13, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } @@ -452,14 +467,16 @@ { "cell_type": "markdown", "id": "6a4e1097-ca92-4571-8b28-0b732271ec7d", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "Finally let's plot the network" ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 13, "id": "aa4e319d-471f-4460-b665-fdd0ae0d1791", "metadata": { "tags": [] @@ -467,7 +484,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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GyRXSC7V8A33goFJCVyrZbeHs2bM4e/asqC0+Pl443r9/P/bv3y/qP3LkiOi8Ytaem5tbgxbNiMg6uy2cBQcHIzExETNmzMCmTZuwYsUKKBQKtG/fHh9++CEeffRRW4dIRERERERERESNmN0WzgDz64Dnzp1r6zCIiIiIiIiIiOgWZLcvByAiIiIiIiIiIrIlFs6IiIiIiIjI5jRZBfjhnWXYsXwvLiZnwGg02jokAIA2vwir5q7FsV2nUFxYtxcBXG/2miuixsiul2oSERERERHRraG8TI9fPl4unDu5OqLHg3F4deFzUDrY7qurrqgUX09cKJwHRQZgwpej0OnOWJvFZK+5ImqMOOOMiIiIiIiI7E6JVodNP+/A6Xjpt13ayvnTl/D77NW2DkPEXnNF1BiwcEZERERERER2yS/EFy07hNg6DAu9Bne1dQgW7DVXRDc7Fs6IiIiIiIjILnXo3w5qJ7WtwxBROarQ5Z72tg7Dgj3miqgxYOGMiIiIiIiIBGq1bYovhlKDRdu/Czfj+W5ToCvW2U1cZboyjGz1Arb8utNuYgLsI1e2ei7R9SQzmUwmWwdxvRUUFMDDwwMajQbu7u62DoeIiIiIiMhunThxAlu2bEFpaWmdrzHojci7kg8AUDur4OblivLScmiyC4UxPgFe0GQVQF8uLvrIZDI4Ojni+IqzyDlZAABwcHRAua5cGOPk5ojeo+KQY7gCuYNMdL3SQQnPptLf8wrztCgtLgMAePt5Qq6QIzcjD0aj6b9rFXDzdhNir8pBpYTJACT9fR45JwsgV8hhNIjfXtnl8RgomhugN+gtrq943q2SK88mnrjrngGIioqSvD/RzYqFMyIiIiIiIromZw6dxXOd3gAANG/ljx9OfwkAuFP+iDDG0UWNBybcjd9mrZK8h5ObI0oKdQiM8MeXez7C7FHzsHtVfK3PHjntUTzx9sPSfRETcSn5MgDgm0Oz0DI2FE+EP4crqVnCmCenDcXP0/4QCkTVKZQKGPQGvDD3GQS3DcSb985AaXHNRUW5QoZ/dL9CoVBY9DXWXMlkMoz/7CkMfuHeWuMguplwqSYRERERERFdk9Vz1wnHl1Iuo0RbgrKyctEYXVEpVs9bV/1SQUmhDsPeHIKv98+Em5crpq18HS99Nw4yuczqNQDQLNhXsr24sAQZZ68I52vmrQcA+Ph7icYtefd3OLk7Wb9/iC++3j8Tg8bfhZg+bfHbpQUIiwmuMaamLXwli2ZA482VyWTCP99vrPH5RDcjFs6IiIiIiIjoqhUXlmDbH7uFc5PRhNXz1uPU3iSLsSVandX7RPdqjcffHAIXd2eh7d7R/TH/0CdQOEgXoQCgaXATyfZVX6+FqcrMqK2/7UaJtgR5lzUWY4vyiyXv4aB2wKgPhyGyc7jQ5uLujG8Pz0bX+zpajammAlVjztUTbz8i2Ud0M2PhjIiIiIiIiK7aqq/XoqRQXOT5Y/YqHN5yrM73UDurMGvTu3B0ttxcPqxdMP7U/Gh1NpVUkaq4sAR/zFktaisqKMbqeeuRn2lZDLLm0Tfux22PdJfs++CvKej3WE/JPmv7iN2quSK6mbFwRkRERERERFdFqugCAJrsQuxcsb/O9yktLsPnz35rtf/zMd+KZkRVNWvk1xZLHVd9vRaFuVqLsX/MXgVdUS37k1UpOv06409ocgolx+VnF2D7//ZK9u1Yvg+7qu05divniuhmxsIZERERERERXRVrRRcASD9xocZrH371fgyvslH9+h+34lR8ssW4E3tOY9MvO4TzByfeA0eXytlWR3ecxKP+Y5B6NB2A9QIVYC5S1fR+PA9fd8w/MhtOro4AAEO5AVPu/kBy7JQBH8CgN7/10snNEf0er5x9ZjQY8d7gWfh0zHyh7VbOFdHNjIUzIiIiIiIiuiqbf91htc9oMEq2d7wjBr9f/g5jZ43AU9MehX94M6Fv6sAZMBorrzMajXj7/pnCefNW/pjwxSiszPsBnQbECu3avCKM7fAaln+2BgnrE60WqKySAe+veh3/u7IQoVEtMGXpJKHrTMJZrFmwQTR89TfrkHw4tTLu317Cm79Mwkf/vAmVo4PQ/u/CTXgqciLyswtu2VwR3exYOCMiIiIiIqKr0rF/jNU+R1dHOLs5wTfIBw4qpdCeeuwcvJp6Cucfr39b2JNLk1WAz8ZWLkOcM/obFOSYCztyuQwfr58KAFAqlZi5diqe++Jp4VqT0YT5r/yI/326Bq5eLlbj8mzmARcPZ7Tu2rKy0QS06d5KOO0+sBPi7ukgnM99YREKcs3LEDU5BZg3abHQ121gJ3S52/yigLi7O+DXC98iKDJA6L945jKGBY1DQLjfLZcrosZAZqpp7mUjUVBQAA8PD2g0Gri7S2/SSERERERERPWXn6XBwQ2JmPHEVwAA3yAffL5jOrz8POGgMs+++uG93/HL+38I12ww/iG6x+K3l2Hph8uF87n7Z8BoAiZ2nSK0jXj3ETz57lCL56cdP4+Xb3tHNHPKzdsVU39/CbOfmousC7kAgDeXvogO/dvB09dDGHeXw6PCbK9OA2Ixc+1Uoa9MV4aHfEcJ+3xFdmmJr/fOwHNxb+BMwlkAgJOrI/6XvQgqVeUsswpfjF+ANd+KZ1/d9VRfdLyj3S2TK6LGgDPOiIiIiIiI6Kp5+nrAs5mncK5QKtC0ha9QCAKAp94TF3HWLt4sOn96+mPwC20qnL9530d4676PhHP/8GaShSAACGkbhGWXFqB9v2ihrTBXi8kDPkBJcVllnE09RIUgAAhvHyIcJ1Z7s6XKUYUpv7wonJ/en4yPn/xSKJoBwJu/TpIsmgHAi988i/dXT4aDunIG2boftuL7KUuF88acq38XieMmulmxcEZERERERETXnYuHs3C8eOqvFv0z10+tsgyxEAXZ5uV+MrkMH69/u8Z7q1QO+GTTu3h29gjRckRtLft3Tf75BeFYX26ANl88vsf9caL9wTb+XLlPWdw9HdDtvk413r/7wE5Yem4+AlpWLtPMOp9T4zVA48jVV899ZzGG6GbEwhkRERERERFddw9MuEs4zs3It+hvHu6PR19/0KL98SlD4B/azKJdyiMv34/5B2fB1dNy367si7kWbS0im0OuqPxa/NGwLyzGvP/n61A7q0Rtji5qvLf81TrF5OnrgR+TvsLdo2636NNkS+8F1hhyVV6mx5v3crkm3fxYOCMiIiIiIqLr7ukPhonONyzZKjHmMWEWFGDe5H7kNOllh9aExYTgt8vfoV3vNqL2T56ea7HnmHl8sHB8aPMxi36Vowp3juwrartr1O1QOaosxtbkle/H493lr0KhVAhtJYUlGNPuZWg1RaKxN3Ou3lhSOTPt5N4krP9xS71iIrI3LJwRERERERHRDeHs7iQcL3xzqUX/l899B5Ox8v11RqMJc19YVO/nqFQO+HTb+3D1rFzyaDKa8MX4BZg6aCaMRqPQ/saS54VjfZneYnmhNl+LtQvF+3X9s2ADigqK6x1Xr8FdRUseAfOG/Y8FPItDm4+K2m/GXAFA7yFd0eH2dsL55+MWXFWuiOwFC2dERERERER0QwwaN0A4zrmUJ+pLPpyKv7/baHHN6m/W4ezR9Kt6ntQyxH1/J+CxwLHISL0CAAhp20I0c2vmiK9E49+8dwb0ZXpRW3mpXrQhf324+7hatJWWlOH1O97Hgtd/EtpuxlxVeH/161A7/bdk8xpyRWQPWDgjIiIiIiKiG2LUR+IliJuXmTfbNxqNePPej4D/JlA1C24C3yAf84kJmHL3h6KZT1ejRZtA4Tjvcj6einhBeGNlWLsWQl/ChiPC8foft+Dk3iTh/OFXBgrHx3edxqallS8LuBoeTd2hcKhcuvnH7NUY1+E1FGtLbrpcVeXo7IjXfqicndYQuSKyFRbOiIiIiIiI6KqYTCaknziPC0kZQlt5aTmSElKgzS+yGC+Xy0VLEBe89jMAYO4Li5B3OR8AIJPJMHPd25ixdipkMvPsptyMPMx/+Yc6x6XNL0JSQgrKS8uFtgcn3o0HJtyN/24Jo8GIOaO/wXtDPsGriycI4/RlemgLilBUUIzPxy0Q2jvc3g5jPxmJ2NvaCm1znvkGxdqSOsUklSulUoFpq15Hk0BvoS0lMQ2P+o/B8d2nb5pcSbntke5XnSsieyIzmUym2ofd3AoKCuDh4QGNRgN3d3dbh0NERERERNQozHrqa2xYsk2yT+XogHkJsxBcZfYSAHz7+hL8b/ZfleeHP8HYDq8JM6geefV+PDtrBADgm5d/xIrP1wAwF4kWHJmDkLZBNcaUfuI8nuv8Bsp05ZL9Xe7riKPbT6CkUCe0+QR4IScjT4ih26DOKMwpxPHdpwEAaicV/pe1EI7OjijWluCRpqOF+7fr3Qafbnu/xpiAmnPloFaiQ/922P/PocpGGdA6riVO7U8Wmuw1V9NXvSF5/dXmisiecMYZERERERERXZWzR6zvp1WmK8el5MsW7aOrLUF8ue+7QhHGN8hHKAQBwPhPR8KnuXk2lslkwpR7Pqg1potnLlstBAFAXkYefs/4DpFx4UJbzqXKQhAAxP97UCiaAcBrP0yAo7MjAMDZ1QmvLnpO6Du64yS2/Lar1rhqylV5qR4Dxw7A5J9fqHzrpgmiohlgn7k6sP6w1euvNldE9oSFMyIiIiIiIroqdz3Vz2qfT4AXOt0ZY9G+9IMVwrJCACjKN79xUSaTYcbaqRbjZ6x9SxiffSEXc19chMVTf8WwFuPw0/t/WIzvNCAG3v5eVuMa8FQ/ODo74ut9MzHsrYcAmeUYg75yj7DY29ritkd6iPr7PdYL0b1aC+ezn56LIztOYFLvqRjT7mVhM/2q6pKr/sN6Y0nyV/BpLh2/PeZKX6qHtoYlmFeTKyJ7wqWaREREREREdFVKS0rxZMuJyM3Is+ib8OUoPPj8PaK2stJyDHJ9AkaD5eb1QyYNxPhPR0o+5+sXFmHV1/9atCuUCvyl/QkOKgdR+8ov/8G8SYstxvsEeGFJ8tdQOaqEtuO7TuGV29+DodxgMV7l6IA/MhfC2dXJoq9YW4KHm45GucSMrRHvPIIn3xsqaqtProxGI95/eA52/bnfYixg21xNvvsD6IpKRWM73RmDmevelowHqH+uiOwJZ5wRERERERHRVVE7qfHYGw9atPsEeOHeZ/pbtGeey5Ysmjk4OmD0R49bfc4zM4fB0UVt0W7QG5B9Idei/d4x/SVnUj02ebCoEAQAbXu2Rs8Hu0g+t/ugzpJFM8C8DPHRNx6Q7JOaRVWfXMnlcjzz8ROS94YMGPHOQ9J9uP65+i3jO7TsECpqT9hwpMYlmPXNFZE9YeGMiIiIiIiIrtq9Y/rDzdtV1CZVdAGAzPQsyXuU68rxfNcpKNJYvqFRm1+Eid3etJjlVOGKxD2lilTuPm6SxTwAyLlkWVACgG1/7MHz3abAaLQs9v29YAOWTl9e55iAhskVTMCQJqOQuPWYRdeNyJWzqxO+SZiFO0feJmr/6PHPMeOJLxosV0T2goUzIiIiIiIiumpqJzVuf7yXcC5XyK0WXS6nWS+SpB49hwPrj1i0J6xPRNqx81avs3bPe8f0h1xR+ZX39uG9JAtUAHClhrhO70/Gk+HPI/eyeYmlyWTCvn8O4teZK2E0Su98ZO1+DZUrk9GEV2+fhl8+qixG5WTkYfHUX697riq8vvh5i7bNS3c2WK6I7AULZ0RERERERHRN7n22svgT1Lq51aKL1VlUAAIj/NH5rliL9s53xaJ111ZWr7N2T7WTGkGRAZUxjrlDclx5WTmyrcw4q3AlPQvDQ57DjhV78csHyzF14AxkpmdD4aCQHJ91IQcGveWeaUDD5KrCD1OXYVLvt3HlXCae6/wGVs9bBxcPZ6vjrzVX1QVHBVq0NWSuiOwBC2dERERERER0TdROlXtqtewQYnXczj/3We0rLSmDi7tl0cfFwwWf75yOl78bB8+mHpb3XGn9nlX34lJbKVBdSrkC1OGVefoyPd5/eA5+fPc3AObZVBGdw9FrSFeLsSajyereXQ2Rq6pvtzy+6xSeDK986UCRphhDX3/guuSqulcXT5Bsb6hcEdkDvlWTiIiIiIiIBMePH8fWrVtRWiq9T5YUo8GI3Mv5AAC1swpuXq4WY0xGE3KqvVFS6aCAvtwAQ6kB6VszsezYwhrj2rxpM/JzNCjR6kR9Pv5ekMllFtcU5mlRWlwGAPD28xQtRxTG5GpRWlImnCuUCmEGlKHUANNlBxz/NwVlVcYIz41yR5eRbVGu10ObXySaOaV2VsPNy8XimgbJ1ZZMhIWEI/7fQxbXAkDnodEI6OHd4LmSkn3RPFvveuTqWqnVavTr1w9RUVENfm+6dShtHQARERERERHZj61btyI7O7ve16ndHf47MqGwsLCWMZUUTnIADgju2xS7Vu1Hzwek33C5detW5OblAnLL+2iLtNJBKSvHFhVbvngAAOAAqB3E91MKi7McUCIvxdL0eRge8pxQWKoQ3LcpCovNP6vSWV7lOgAw1iEPV5mrfk1x3513ICCsKVbNXWcxzthEd31yVWOc1ydX16KwsBBbtmxh4YyuCZdqEhERERERkaA+M80akkKtwDeTFlvtt1Vccgc5/pq7waIQBJhjtgWFWoG5LyzGtt/3WO23BXvMla3+bqjx4IwzIiIiIiIisgtXztV/ptuNsOqbf20dgoWs88wV0Y3AGWdERERERERkH0zA3jUJto7Cgja/GNG9WsPRWV374Buo26BO8AvxtXUYIvaaK6KrxRlnREREREREZDfmvrgI3QZ2snUYIvoyPWasfwsODg7ISLmClMNpSElMw9nyUzaNK+3Yefx0dh60+UU4eyQdZxPTkbj1GEqhsVlM9poroqvFGWdERERERERkNy6nZdo6BEmfjv4WCoUCgREBuG1oD4z6cBi8/TxtGlNFrlw9XRDTJwoPTrwH7y5/DU2ae9s0LnvMFdHVYuGMiIiIiIiIaqVSqUT/vW5MwP61B+sdy/WOb9ef++scyw1zlbm63qzliuhmxKWaREREREREVKuxY8ciMzMTp0+fxuHDh6FUKhEdHY3i4mK0bt0aq1evvqb7y2SVx189vwg/JXescyzW2hpSWUkZdDodHB0da4zF19cXgwcPRlFREWQyGVJTU7Fr164GjeVacuXs7Izo6GhkZWXB09MThw4datDYAOu5AoDo6GiUlJSgZcuW2Lp1K4xGI0JCQtC1a1f8/PPPDR4L0bVi4YyIiIiIiIhqtXXrVhw9elQ49/X1hbe3Nw4fPow+ffpAqVRCr9df9f3VTpWbyV9OvVKvWKy1NbTPxizAlJ9eqPG5SqUSCxYsAAC0bdsWp041/N5e15KrXr164fTp00hPT8cdd9wBb29v5ObmNniMUrlq0aIFVCoVjh07hpSUFKH9zJkz6NGjR4PHQNQQWDgjIiIiIiKiWvn5+aGwsBABAQHYvXs3MjIyoNFoEBcXh3379glFs5iYGHTp0gX+/v7YtWsXtm/fLvT16dMHvXv3xtGjR7F+/XrodDrh/q5eLpUPMwEJGxLR6c5Y6IpLcWDdYRj0BquxWGuroFar0bNnT7i4uCA/Px8GgwHZ2dlwcnJCfn4+0tPTrf7cckXlDke7VuwDfjIfpx5NR1lJmWReAHORKCMjAwaDOe6wsDDExMQgKioKGzZsQHx8vMWzhg8fjoCAACQkJGDv3r0oLi6WjMnB0eGqc5WTkyPMBHN0dISfnx9yc3MRGhqK2NhYxMbGIj4+HhqNBnK5HB4eHoiOjsa8efNQUFBgNU815apCmzZtoNVqERQUhKCgIIvfk5Rr+d0RNQTucUZERERERES12rBhA9LS0qBQKBASEgIAKC4uRnx8PNq1awcfHx8AwJEjR7B8+XLIZDKcOHFCNAttz5492LlzJ1avXi0qmlVQO1fuw/X5uAVY/tkaPBk+AdMemo38zMo3RUrFItUGAK6urnjmmWeQl5eHv/76Czt27MDu3buh0Whw99131/pzGw1G4bi0pAwn9p3GOw9+jGdjX0VBrtbqc6OiokQzuc6ePYstW7bg+PHjiIuLs3iOn58f8vLykJmZic2bN1stmgFAYa5WdF6fXCUkJECv1yMoKAhGo1Eo7KWmpmLLli0AgF27dmHXrl3YsWMH1qxZg5UrV8Lbu/YXDlTPVVlZmahfoVAgKysL58+fh0qlQmhoaI33u9bfHVFDYOGMiIiIiIiIahQTE4O2bdsCMM8AAoC4uDh06tQJAGA0GkWFlby8PKSkpKBz586i+0RHRyMxMdHqc/o8Urlc73JqJua/8iPyrpiLQCaT9Vik2ioMHDgQ58+ft9jL68qVKzh4sOaN9aW82H0q9qw+AADo0Km95HPd3Nzg4uIieX1aWhpkMhmCg4NF7Z6entBoNJLX1KY+uWrZsiUUCoVQvEpLS7N6Xx8fHzg5OSE5ORlKZf0XrE1/eI7ovGI2XoWKop01Df27I7oaLJwRERERERFRjc6ePQu9Xo/IyEhoNBqkpaUhNTUVpaWliIyMRGZmJpKTk0XXHDhwAO3atRMVlLy8vJCfny/5jMJcLU7sqX0/MKlYpNoA84yliIgIq8WhkydPory8HK1atcK4cePQv39/xMXFYdy4cXBwcJC8pqrkpGTJ5zo7O6OoqMjqdQkJCaKiokqlQmlpqWhMRUx9+/YVllAOHTq0TnFVkMpLbm4uvLy80KlTJxw/ftziuVWFhoZCpVLBYDAIv9+2bduiV69eaNeuHQYOHGhRqKxq75qDuN9jBN5+YCYKc7VITEyEn58fWrduDZ1Oh3PnzkGhUCA6Ohqenp6Ijo6GQqEAUPffHQAEBwejZ8+eiI6ORt++feHv71/nHBHVhnucERERERERUY20Wi1Onz4tasvOzkZ2djYAWPQBQFJSEkpKShAbG4v9+/ejefPmuHDhgtVnlJaU4WLS5auKRaoNMM/ikslkVotYVeMJDAxEUFAQNm3ahOLiYqEoU5PCQunnXrlyBWvXrrV6XWJiIvr27QtnZ2cUFxcjNDQUSUlJCAgIEMacOXMGgYGB8Pf3x9atWwGY9wgLDw9HYk7dXoIglZfc3Fzs27evxuvi4uJgMBjQuXNnnDlzRmhv3rw5unbtikWLFgEwFwh79+6NjRs3Wr1XSaEOe/9KQFzLSKgdHLB9+3ZRv8FgwLFjx3Ds2DFRe11/dz4+Pujfv78Qk1wux/jx47F48eIal7sS1RVnnBEREREREVGDM5lMOHjwoLCcs1WrVqIizI2Qn58Pk8lkddmkXC6HSmXeV81oNApLCY8fP35d4yopKcHp06fRsWNHIQ5TxfrKKoxGIy5fviy6rqYZXg0lPj4eW7ZswZo1a0Tt0dHRKCsrQ2RkJCIjI6HX669bcaquv7uYmBihgAuYc6bVahEVFXVd4qJbDwtnREREREREdF0cPHgQPj4+wtI8qeJQBW8/T3x37FPcP+GuBnu+VqtFUlKSaNP+qoKDg+Hq6iqcV9/M/npKSEhAx44dERgYiIsXL1odZzQarfZdbydPnhTtu2Y0GqHT6XD69GmcPn0aCQkJtb4ZU6lSYkny1/D286zXs+v6u1OpVMLyzgpyudyijehqsXBGRERERERE14VWq8WpU6cwcOBAHD1a8/JCuUKOkKggTPzqGTg41n0fr9qsWbMGQUFBaN++vahdrVajSZMmojdf1qRtj4hrjkUmk0EmkwEAzp07B71ej7Zt26KgoOCq7ucT4AW58sZ9rU9MTERQUJDoRQEVMwqrqporfZkevi18IFfUP866/O6OHDmCpk2bCn1KpRKenp44ceJEvZ9HJIV7nBEREREREdF1Ex8fD4PBUONm+dX1GtwVW37dKZy36hgKR2c1TKj/7CutVovvv/8ePXv2xKBBg5CXl4fy8nLodDokJCQAAMLDwxEREQG5XI6ioiIcOHBAuF7tpMK3h2cjLCYYdyoeAf6bNOcf1hRKh7rPagoLC0P37t3h4eEBmUyGQ4cOIT4+XnhZQpcuXRAVFQVPT0/069cPOTk5iIgwF6AuXrwIJycnBAUFwd3dHZkXs9Dly56495n+mD36mwbJVUhIiFCg6t+/Py5evGixF1pmZiZWr16NAQMGIDMzEwqFAkeOHKk1V1899x3Qul7hAKjb7y4jIwObNm3CbbfdBq1WCw8PD/z+++8oLCys/wOJJMhMNc2VbSQKCgrg4eEBjUYDd3d3W4dDRERERERktz799FObFB3c3Nzw8ssvAwB0Oh0GOY8Q+j7b8T7W7/vX5nGNCJ+Ay6mZAABHFzX6Teto85iYq7rHRHQ1uFSTiIiIiIiI7IqjoyNUVZZrfvrMfBtGU2ni3NHCsa6o1IaRVGKuiK4vFs6IiIiIiIjI7nR/IE44vpCUYcNIKnW5uyMgqzzX5td9+en1xFwRXT8snBEREREREZHdeXXxeOHYZDJBX6a3YTSV/IJ9hePSYvuYScVcEV0/LJwRERERERGRzRkNRlTdgrv6EsTCPNvMWKq+LfiEL0dX6bvR0ZgxV0Q3Dt+qSURERERERDaXezkfD3qNRHhsCMJighEWG4IO/dth398HAQAGvQFKG8z9yLmUh6ciX0BYbDDCY0MQ0Tn8hsdQHXNFdOOwcEZERERERER2obigBEd3nMTRHScBAConlY0jMrt4JgMXz2Rgx//2AgCc3BxRUqizaUzMFdGNwaWaREREREREZJfKSsqgVNnffI+Q6Ba2DsECc0V0fbBwRkRERERERHbprqf7odvATrYOQ0Tl6IBXFz4nemOkPWCuiK4PFs6IiIiIiIjILu1eHY/Hpwy2dRgiZbpyrJq7Fr5BTWwdighzRXR9sHBGREREREREArVabZPnGkoNFm2FOVpM7DoFCoVcsv9GkHru6rlrYTIY7Som5kqarf6eqfGwvwXQREREREREZDP9+vXDli1bUFpaWudrDHoj8q7kAzAvz3P3cYPRaEJuRp4wxsXDGfpyPUqLyyxvYJQhY0/l2H6P98TWZbthMplgNJoAmJC+JRPB/ZpCoVaILnV0VsPVy0UyroKcQpTpygEA3n6ekCvkyL2cD6PBKIzx9vNE7uV8yesVMgXSt2QCAILbBqK0qAyX08zn2RdzYdqil4wJAHwCvCCTWa5RZK5uXK5kRhkCQoIk4yWqK5nJZDLZOojrraCgAB4eHtBoNHB3d7d1OERERERERI3K5qU7MOOJLwEAzm5OWKVZAgC4U/6IaFzPwV2wa+V+q/dpGtQEg8YPwGOTByP5cCpevf09FOUX1/js8Z8+hSGT7pPsu99jhPBGxzd/fRH9Hu2FMTEvI+3YeWGMT3NvFOUXQVckXSj09HVH8wh/vP7D8/APa4Y5o7/Buh+21BiTs7sTVuUvkexjrsRuRK6+2PUBorpH1hgHkTVcqklERERERETXZNXctcJxcWEJkg+nIvtSrsW4moobAPDWskl4bLJ5n66W7UPx+6XvEBpT81sZmwZL75+VfChVKAQBwOqvzTE6qB1E43Iu5qK8VG/1/q06heHzHR8gINwPMpkMry56Du/87xXJGVIV/EKaWu1jrsRuRK6IrgULZ0RERERERHTVkg+l4sSeJFHbz9P/h6PbTtT5Hg5qB7y5dJLFrCCVowoLDs9Bn0e6W73WWuHlp/f/EJ0f23XaXHi5aFl4Meil99/qel9HvPbD8xbtvYd0wzeHPoHKUSV5XbMQX8l25sqSLXJFVB8snBEREREREdFVq150AcwzgPb+nVDne5SXliMk2vpeVMPeHGK1zwTL3YeSD6Vi96p4i/afp/8PhbnaOselzS+CV1MPyb7wmGCExUrP8Mo6nyPZzlxZsmWuiOqChTMiIiIiIiK6KtaKLgCQsOFIjdc6uqjh5u0qnE+5+wMYjUaLcUajEW/e86HV+zzfdQrW/yjeR0uq6AKYCy/6MutLDQGgTbdWwvHxXaexaekOyXHrl2zDqX3Jkn3Jh1IxvuPrKNaWiNqYK0u2yhVRXbFwRkRERERERFdl6YwVVvs0WQXSHTIgqHVzLDr5BT7bPl3Y/yrnUh6+feVHi+FzX1xs9U2OAGDUG/HJ0/Mw7eHZMBqNSD12zmrRpSaOro548r2h+HL3R4jpEyW0f/rMN6KiDgAUFRTj87Hf1ni/5MOpeNR/DI7vOgWAuaqJLXJFVFcsnBEREREREdFVuZiUUe9rut7XEYtOfA7fQB8ERwVi8Av3CH0rv/wX6ScvCOepx85h9bzKDeIfmHC36F5q58p9s3au2IdhweNwYs/pescEAH8V/IQR75jf1jh9zWSoHM0b45fpyvH2wJmisVPvm4Hy0nIAgMpJBS9/T6FPrqz8mq0rKsWkPm9j8dvLmCvYT66I6kNmMpksFzk3MgUFBfDw8IBGo4G7u7utwyEiIiIiImoUju8+jdXz1uJyWhZO7DYXYdTOKnQeEIvA1gEwGUxo3sofK778B+nHzgMAHNRK/FPyq3APo9GIYS3GIedSHgDAN8gHS9PnW7YH+mDpufm4x/FxYQlhWEwLKByUOJNwVrifQilH1/s6QSYDDqxPRGlxGQCgbc9INAv2RcsOYcjP0mDAyNvwTNuXheumLpuE24b2FM43L92BGU98WaX/Jdw2tAc2Ld2BmdXay/UGfFyl7Y0lz2P2qHkw6CuXCLZo3RwhMS2QfSGXubJhrojqi4UzIiIiIiIiuiYHNx3BG3dOBwD4hTbFTylzRf3Jh837WFVYWbAErq5OwnnqsXMYG/sKKr6dPvTyQJgMRqz44h8AgEwmw3dH5yA4KghvDfwI+/85BACQK+RYV/4bFr21FL/OXImqe9/3fbQHTuxNQmZ6NgBg1sZ30OH2dqK47vd4EiWF5qWFTQJ98Os5cWHlpd5v49h/ywdVTir8lPo1RoRMQJnOPIMqpk8U5mydBgC4U/6IcN1jUwZj4LN34MWeU4XCDQA4uTli1IePY+4Li5krG+Vq3OyRIKoPLtUkIiIiIiKi66pl+1DI5DLh/JMnvxL1h0a3wKDnKpcWLv90DVZ8+Y9wPviFexAcZX474pSfXxDajQYj0k+ex6gPh+HTbe/D0UUt9G39bTeyL+TWGNc9o28XjrMvWL7d8YO/p8BB/d8yxJIyjIqcJBSCVI4OmL5msjDWu8oSxL/mrUOz4KZYem4+eg7uIrSXFOow98XFNcbEXJldj1yt+OxvnD99scZ7ElXHwhkRERERERFdd8FRgcJx/L+HLfonfPG0qKBSMSPKp7kXxs6pnCXk6ukKpYNCOJ85wlwsaderDX7L+A5hscFCn9FQ89sUx8x6QnS+c+U+0bmLuzMmfTtWOC/SFAvHry58Ds5VZjc9/eEwi3FyuRzvLX8NrywcD7lCLvq5AFh92yNzdX1yZTKZMPmuDyTvQ2QNC2dERERERER03b32w/PCcXlpObTV3r4ol8sx49+3LK6b8e9UyOXir67t+0ULx2cT04VjZ1cnfHtoNh559X6L+yybudKi+KJUKuHk6iicz3vpB4vrBjx5G1p3aSlqi+oegX6P9xK13f1UP9H5D+8uq+x7+nYsOvU5vJp5iMZknctBUkKKxTOZq+uQq/8mpmWey8Z3k3+2uA+RNSycERERERER0XUX0TFMtKxuzlNzLcZULPWrSiXR9tayScKx0WDEuWrL756dNQKfbHpXKJYAwMGNRzGy5fPIvZwnGnvX05VFnKzz2ZKxV4/LwVEpOc7Lz1M4/vOrf0V9zcP9seziArTu1kpoM5lMeL7LFPw6c4VoLHPVsLkKiwnBwGfvFM7/mL0aF8/U/82ddGti4YyIiIiIiIhuiKDWzYXjff8ctOiXWkY3+a7pFm3VlyBWfUtjhfb9ouEb1ETUdjktC8NDnhMtMxw758nKASZg16r9omt2rNiLoztOitoSt5zArlXxFs8c9VGVJYj5xRb9crkcT09/TNRmMpmw6M1f8VKft1FWVi60M1cNlysAmDj3GWEWm8lokswVkRQWzoiIiIiIiOiGeHXheOG4XFcOnU4nnH83+WdknrOcxXQ5LQuLpi61aI/p21Y4Tj6cJvk8RZWZSBX0ZXpMe2g2Zo+eB8ByCeI3kyo3pNcV6/DxiMoN56uOm/nEFyjTlYnuXX0J4pJpf0jGVaHqTKljO0/hUb8xOHvE/LMwV2JXm6sKcrkcH/z9pjCzzlquiKpj4YyIiIiIiIhuiDZdI8RvQRxpLshcPJOBP2avFtoHjr0T94zuL5wvm/knLqaIl9ZN+WWicGw0GHExueald898PBwqx8plhOsWb8HIiInIzy7AHU/eJrRfqVKQevfBT1BaYi74OKiV+O7YHChV5qWHuqJSvDvkE4vnVN2ba+UXf9cYU9OgJuh8V3vhXJtfhHEdX8cfc1YzV9VcTa6qi+gYhntG1ZwroupkJpPJVPuwm1tBQQE8PDyg0Wjg7u5u63CIiIiIiIgahTMHz+LvbzcgI/UKDm48CgBwdHVEr8FdEBrdAg+/Mshis/rRbSfh3EnzPlsqRwf8XbwUI8Kew+W0LADmYsqyiwsAAEP9x0CTVQAA8A9rhiXJX4vudbf6MRjKDQCAiLhwPPbGg7h4JgMmkwnnTl7EzhX7oCsqBQB0vCMGPs29cHTbCeFZgLnI8+aySZg2eLbQNn31ZBj0BrxXpdjzysLxuPvp2/HP9xvx2bPfCu3vr3oD3Qd1Fs7/XrABn49bIJz/euFbbFyyDZ5NPXBq3xnJXBUVlGDvXwdgMlZ+PW/fLxrZl3Jw4XQGc3WVuZJiNBprzRVRVSycERERERER0VUZ3+l1JB9KtdpfvVACACf2nMaLPacK50NffQC/z15lPpEBc+M/RkTHMABA0oFkTOgyRRg74p2H8eR7jwrnr/V/D4e3HK9XzK06hqJ11wj89c06UbtCKYdBb36TZNPgJtBkFaK02FxIat21Jb7aM0MYO6HLZCQdML/h0dHFEctzFkGlqpyhdaf8kXrFBADPfz0aS979DQU5WqHN2c0JxYWVb4lkrszqkqu/in+Co6Oj1OW15oqoKi7VJCIiIiIioqvStEWTGvubBftatPmHNROdC4UgAPeO7i8UggAgonNL3FVlL6yfP1iOK+mZ0ORoMKHLZCRuO1H/mIN98cLcZ/DBmimiN0BWFIIAIDM9WygEKVVKzPj3LdE9Zqx9S9hwX1ekw/sPmWdgrfzyHwxp8nS9YwKAdr3a4LeM79ChfzuhrWohCGCuKtQlV7Of/sbq9dZyVaQpwo4V+5CXqbmquKhx4owzIiIiIiIiuion9ibhxR5vSfZ1va8jPvhriqjNZDLh2ZhXkHb8vMV4D193/J7xncXSTqPRiEeaPYOCnEIAgLe/F0q0JSgptNwAvoK7j5swvrqv981AZFxLAEB+dgEm9ZyKi2es73P10oKxuPeZOyza/5q/Hl8+951w3r5/NA5vOmb1PjWpnqvln63B/Fd/BKx8W2euxLn69rUloqWbgHlZ6T8lv1q9j1SuZDIg51IeQtu1wILEOVcVHzU+nHFGREREREREVyWqWwTi7m4v2TfiHcsleIW5WsmiGQB89PcUi0IQ8N/bENdMFs5zM/JqLAQB5j26pHS9r6NQCAIAzybu+OH0lwiOCpQcH9E5XLIQBACDxg1Ayw6hwnlthSAHtbLOuXropYGYs3Wa1XsxV5Ueemkg5h/6BK5eLqL28lI9ko+ctfoMqVzlXMoDAKQePQdtflGNMdKtg4UzIiIiIiIiumpPSBTIqhddKlxOy5S8h1whR05GvtVn5GcWQOWoqnNMPR6Mkyy8SBXzAMvloxUunL6Ey2lXJPsK87TwD5e+Toqbl2u9cuXorLZ6r38XbbbadyvmKqxdMH7L+A4xfaJE7eM7vIHV1fZnq6qmXFn7W6VbDwtnREREREREdNWiukUgIi5c1Gat6HIlPVuy3Wgw4t0HZ+F0fLJF36n9Z/Dug7NQpiurc0yxt0VZFF5ad20lWXQxx5Ul2V5cWIKRLSfi0OajFn0fP/kVdvxvr+R1cqXlV+0mgT4NkisAWDN/A17s9Rb0er2o/VbNFQCoVA6Ys3Ua3Ju4VTaagK8mfI+3Bn5U71xl1pB/urWwcEZERERERETXZNC4AcKxo6uj1aJLppWiC2De/6xMV27RXlpShpq25u56X0eLNm8/L0R1i4CjS+Wsrfufu8vqc60VgwDAaDTh9Tvex7evLjH/DOeyMPnuD4Q3RUpRO6vg4SveX9toMABomFwBwIndSXg8cBwuppj3HFv55T+Y+eRXt2Suqnrnf69YtO3/51C9c1XTz0m3FhbOiIiIiIiI6Jq0691GOI69LcrquNSj6Vb72vaMFN2n8n5t8caSifBq5iF5nbe/F4ZOflDUVlRQbBFL2x6Rktdr84tQXFAi2VfV/z79C2NiXsY7D85CwvpE5F3RILRdC8mxJQU6zI2fCZlMVvkcjTmmhshVhfxMDUa1noTPxy/AvEmLcTEpA85ujvBsemvlqqrYPm1F96pQ31ylHjtXp+dR48e3ahIREREREZHg+PHj2Lp1K0pLS+t8jUFvRN6VfADmGURuXq6S43Iu5UnO8jGUGnBpVy5+OvSt1WccPHAI//71L4q0xaJ2mUwGnwAv0b2d3Zzg7O6EwjwtSovNS/G8/TwhV1jOHSktKUNhrlb65yo1IPtgIc7tld67q0W3ZmjzQCgK8gqgLzeI+ty9XQGZTHhro0wG+AR4N0iuzu/IQvaxAqszph6edjey9VdumVxVl3clHwa9sUFydT2o1Wr069cPUVF1KwaSbbFwRkRERERERIK5c+ciO/vG7+9UnKXDh59Ph1KplOy3VVxlGj1cM5tg89KdFn0dn2sJZ1/HGx5TcZYOTw4fiSl3fyj51szOL0TC0cvhhsfFXNVdkyZNMGHChBv+XKo/LtUkIiIiIiIiQX1mmjUkhVqBT8dYn3Fmq7hMMhOefG8oVI6WxRWFWmGDiMzP/XvBJvR7tKdkv8w2YTFX9WCrv2eqP+lSPhEREREREdENtv2P3Xh9sf3Nwpn9zDzJFxfY0rbfdtldTABzRY0PZ5wRERERERGRXSgtLoNer7d1GBZSDte+Uf+NZq+FIOaKGhvOOCMiIiIiIiK78cX4BXjlu+dsHYaIrlCHt39/GUkHUnD2SDpSDqch93K+rcNC74e6IbpnayQnpuJsYjrSjp2DQW+0aUzMFTU2LJwRERERERGR3diybLfdFc5MJhO8/T3xzMwnhLa8TA3mL5iHMkOZzeLav/YQ3vnjFeFcX67H+VMXseS3HwHY5j2AzBU1NlyqSURERERERHajtKjULpdrzhk9X3Tu1dQDame1jaIxq54rpYMSoe2C4ebtasOomCtqXFg4IyIiIiIiolqpVCrRf6+nryZ8bzexVLh4JsNuYqnqZsoVAERHRyM8PBx33XUX1Go1lEol+vXrh9DQUPTp0+e6xlVbrqrH5uzsjHbt2iE6OhoDBgyATCa7rvGRfWLhjIiIiIiIiGo1duxYPProo4iKigKABi8qKBSVX083L91Zr1gquLm5YcCAAdcUhzUmkwnHdp2sUyzVCzAN7VpypVarERUVheDgYMTFxTV4bID1XLVo0QIqlQopKSlYt24dSktLERsbi6ysLKSmpkKhUKBFixYNGktdcyUVW2hoKBwdHXHs2DHI5XKEhYU1aGx0c7D7Pc40Gg1mzpyJFStWID09Hc7OzmjdujVee+01DB482NbhERERERER3RK2bt2Ko0ePCucVRYX4+HgEBgYiLCwMKSkpV31/F08X4Vj337I6pVL6K2v1WCq0bt0aTk5OVx2DlKr1wE/HfItFJz6vMZaKAsyxY8euKR81uZZctWjRAnK5HOnp6QgMDIRKpUJZWcPsPVZbrtq0aQOtVougoCAEBQVh9+7d8PX1xfHjxwGYv//7+fnh3LlzwjVqtRo9e/aEi4sL8vPzYTAYkJ2dDScnJ+Tn5yM9vea3eNY1V1KxVcQFAK6ursjOzgYAhISEoHXr1oiLi0N8fDzWrl0LAPDy8kKvXr3Qpk0bHDx4EJs3b8bo0aOxf/9+JCYm1i2JZHfsunB2/vx59OvXD7m5uXj66acRFRWF4uJinDp1SvRBIiIiIiIiouvLz88PhYWFCAgIqLGoEBMTgy5dusDf3x+7du3C9u3bhb2l+vTpg969e+Po0aNYv349dDqdcA+VowMgg7BP+7wXF2PCF6Ow8eftWP/jVnj2cRDWTFWPBQDCwsKQmpqKgIAAi9ivpfgil1fOWLpw+hIA4GJyBn77eBU0TQrg100ci1QBpiK+mJgYREVFYcOGDYiPj7d41vDhwxEQEICEhATs3bsXxcXFkjGVaEtE5/XJVVpaGoYOHYqoqCicOHFCKJqFhoYiNjYWsbGxiI+Ph0ajgVwuh4eHB6KjozFv3jwUFBRYzVNdcqVQKJCVlYXz588jPDwcoaGhkMlkMBrNb7esegyY/65GjhyJ3bt3Y/PmzUJ7s2bNMHjwYCxbtqzGeKzl6oW5YyzGScWWmpoKAGjVqhVOnDgBjUYDAEhLS0NeXh4MBgPi4uJw5swZpKSkIC8vD3/99Re0Wi22bNkCANi2bRsyMqwvXSX7Z9eFsxEjRqCoqAiJiYkICgqydThERERERES3rA0bNgAAgoKCEBISgrS0NACWRYUjR47g/PnzmDhxIk6cOCHakH3Pnj2QyWTYtm2b5DOatWiCK+nmAty/izYjYX0iLqVcAQDEdYyE2t1BMhaNRoOioiKUl5db3PNaiy8GQ2Uhx2Qy4a37PsKB9YkwGoyIeynSIhZrBZizZ88iJycHJpNJmKlUlZ+fH/Ly8qBUKkVxSikvFb884d+Fdc9VaWkp9u3bB6VSiR49eiAtLQ1arRapqanIzc1FbGwsdu3aJfw+AeDMmTPw9vautXBWW66qF5AMBgMyMzPh5uYGAPD29saZM2eE/oEDB+L8+fM4dOiQ6LorV67g4MGDNcZiLVcblmyXLJxJxQYAAQEB0Gq1yMjIQJMmTYQCMQBkZmZiw4YNePDBB/HNN98Ihc6qxb+kpKQ6xUn2y273ONuxYwe2bduGN954A0FBQdDr9SgqKrJ1WERERERERLecmJgYtG3bFgBEe3ZVFBVOnDiBJk2aCO15eXlISUlB586dRfeJjo62umTNZDThiXceFs71pXqhEFRbLH5+fvD09ER4eDg8PDzQtGlTYXxDFF+q2v/vIRj/KxB16NTeIhZrBZgKaWlpkMlkCA4OFrV7enqKilX1oS+re67atGmD5ORknDp1CmvXrkXz5s2t3tfHxwdOTk5ITk62uhS0JlVzBQCJiYnw8/ND69atodPpcO7cORw5cgT+/v4ICQkBAKEg6+rqioiICOG8upMnTwqF0uDgYPTs2RPR0dHo27cv/P39rcakK9Lh54/+h5yMPORnaWAymqzGFhgYiPvvvx933HEHnnrqKcl9/OLj43Hp0iXcf//9Fn2hoaF45pln0LNnz7qki+yU3c44++effwCYp7MOGTIEf/31F/R6PYKDg/Hqq6/i+eeft3ptaWkpSktLhfPaquJERERERERk3dmzZ9G8eXNERkZCo9EgLS0NgYGBGDhwIIqKiqBQKPD333+Lrjlw4ACGDBmCDRs2CN/PvLy8LApYFXIy8jDn9flXFQtgXiYYFxcHhUIhFDgqii9//vmn5L1OnjwJo9GIVq1aoX///jhz5gwKCgrQqVMnLFy4UHIGW1XJSckIbR0iiuXcuXPo1asX5HK5UICpLiEhAZ07dxaWiKpUKtF3WABCTKdOnUJeXh4AIDIyEitXrkQpao6rplxptVp07NgRGo0GarUap0+ftnp9aGgozpw5g5KSEiQnJwMA2rZtCy8vL2g0GgQHB4t+v7UxGo3Yvn27qK28vFxY1li1SObp6QmZTGZ1As2FCxcAmIt7/fv3x6JFiwCY/w7Gjx+PxYsXW13q+uPU3/Dj1N8AAHEvmWfnScV24cIFzJ9f+9/kqlWrMH78eHTu3BkHDhwQ2lNTU5GSknJVRUeyH3b72zt16hQA4JlnnkFoaCgWLlwImUyGefPmYeLEicjLy8Pbb78tee2MGTMwbdq0GxkuERERERFRo6XVai0KLLUVFZKSklBSUoLY2Fjs378fzZs3F4odDR0LYC7K7Nu3D/v27RPa6lp8AYDAwEAEBQVh06ZNKC4urrVoBgCFhZaxSBVgqktMTETfvn3h7OyM4uJihIaGIikpSbQ/25kzZxAYGAh/f39s3boVgHm2WHh4OBJzLF+MIEUqV9nZ2aLlhlLi4uJgMBjQuXNn0dLJ5s2bo2vXrkKRytnZGb1798bGjRvrFE995Ofnw2QywcXFRbJfLpdDqVQiJiZG9PMYjUZotVpERUWJiljXU3FxMf78808MHTrUYoZc1WWbdHOy26WahYWFAAAXFxds374dTz75JEaMGIFt27YhPDwcM2bMEKru1U2ZMgUajUb43/nz529k6ERERERERLc8k8mEgwcPolOnTgDMM6iqFmGqUzk6oGmLJuYXBDSQuhRfVCoVAHOBo2KZZdUXH1wPJSUlOH36NDp27CjEYTKZLMYZjUZcvnxZdF3VpbLXS3x8PLZs2YI1a9aI2qOjo1FWVobIyEhERkZCr9dbndV1rbRaLZKSkoQlnNUFBwfD1dUVKpUKCoVC1CeXyy3aqvMN8kG3QZ3ML6VoACkpKTh06BCGDBlS67Pp5mK3hbOKVwgPGzZM9A+DSqXC8OHDUVJSIvp/EqpSq9Vwd3cX/Y+IiIiIiIhurIMHD8LHx0fYN0qqOFTB3ccNv6R9g5U5PzTY8+tafKlQ8YbJGyEhIQEdO3ZEYGAgLl68aHWcLWcsnTx5UrTvmtFohE6nw+nTp3H69GkkJCQIbw29HtasWYOgoCC0b99e1K5Wq9GkSRPk5ubiyJEjoj3tlEolPD09ceLEiRrv3XNwV0xfNRnuPm5XFZtMJrPY82zDhg2Qy+XCyw6ocbDbwllgYCAASG7qV9GWm5t7Q2MiIiIiIiKiutNqtTh16hQGDhyIo0frtrzQ1dMFvkE+Fu1XOxGtLsWX2rS/PRofrplylRFUqlpsOXfuHPR6Pdq2bXtV+3K7erpg5LRH4dPc2/I51xyptMTERAQFBYn27KqYUVihoXIFmP9+vv/+e3h7e2PQoEHo1asXunbtitatWyMhIQGA+WUMmzZtwm233YZOnTqhT58++P3334VVbIB0rtYtrvnNpTUJDQ3Ffffdhx49egizBgHziyCWL18uLPNt2bIlIiIi0KpVK6HGQTcfu93jrFu3bpg/f77kMsuKzRWbNWt2o8MiIiIiIiKieoiPj4fBYLC6z5iUcXOexPShnwnnry56DolXDqBEV/9lgRXFl549e2LQoEHIy8tDeXk5dDqdUHwJDw9HREQE5HI5ioqKRHtjefq64/WNrwMAHNQOKC81F0X8wprCzcsFZYa6zVILCwtD9+7d4eHhAZlMhkOHDiE+Ph75+fkAgC5duiAqKgqenp7o168fcnJyEBERAQC4ePEinJycEBQUBHd3d2jyNHgrdQpcPFzQok1Ag+QqJCREKC72798fFy9etFjllZmZidWrV2PAgAHIzMyEQqHAkSNHGjxXVZWWlmLz5pqLXMnJycLLC6pz83LBz6lzLXJVUqiDXq+vdzyAedP/1NRUyb6srCzhZYc1xUU3D7stnD3wwANwd3fHkiVL8Oabb8LDwwOAee+zH3/8EV5eXujevbuNoyQiIiIiIqKapKenC2+PrKs+D/cAUFkMSj16DsrmCkB3dTHUVnxJSUlBSkqKZJ9SVfm1ufPd7bFnVTwA4EpaFjo4h6OssG7FoLNnz+Ls2bOitvj4eOF4//792L9/v6i/alEKgDBrz83NDS4e5n3bGipXaWlpSEtLs/oG0go3IlcNSe2stpqr79/4BWh+w0Oim4zdLtX09PTEZ599hsuXL6NLly745JNPMHv2bHTp0gUZGRn4/PPP4ezsbOswiYiIiIiI6DpoEli5XPPf7zfZMJJKr/80UTg2GU0wlBtsGE0l5qru7DFXZN/stnAGAKNGjcLq1avh6+uLadOm4d1334Wvry/+/vtvPPnkk7YOj4iIiIiIiK6T8Z9WfucrLiyxYSSVXF2doFRXzqoqzNPaMJpKzFXd2WOuyL7ZdeEMAAYNGoSdO3dCq9WiqKgI27dvxz333GPrsIiIiIiIiOg6Mi+rq1Skqf/+ZtdD5wHthWO9ncyiYq7qzl5zRfbL7gtnRERERERE1Php84qwdvEWJB9KRdl/m8o3qfIWRF1RqU3iKinUYf+/h5B9KRcmkwlv/PKCTeKoirm6NvaQK7p52O3LAYiIiIiIiOjWoSsuxZzR8wAACqUCQa0DENGlJbJXmjfMN5lMNomrqKAYb933EQDzWyNbdQ6HQqmAQW+7GVTM1bUZ/fET+PiJLwHYLld08+CMMyIiIiIiIrIrBr0BacfOY/fK/bUPvoHyswoQ/+8huHrZz4vqmKv6u2NYb1uHQDcRFs6IiIiIiIjILrl5u8LLz9PWYVi479k7bR2CBeaqfnwCvGwdAt0kWDgjIiIiIiIiu3TvM/0xZuZwW4ch4uTqiEdeHQSlyr52PmKu6mf0R8NsHQLdJFg4IyIiIiIiIoFarbbJcw2llvtg/TZrFeLXJVrtvxGqP7dEq8PwFs+hZccwu4kJYK6ssfb3fOeTfQHYLle2+pxR/dlf2ZeIiIiIiIhsplNsHNb/ux46nc6iz6uZBxRKhUW7QW9E3pV8AIDaWQU3L1eUlpShMFcrjGnS3Bt5V/Jh0BtF18oVcjg5OyF9yzmhTSaXwWQ0b9q+5dedkMtlSN+SieB+TaFQi5+vUCrg1cxD8mcpzNOitLgMAODt5wm5Qo6cjDzh3ipHB7i4OyMvU2NxrdpZBX2JAelbMi36igtLcGpfEnw07pIxMVf2kSsPL3f07dtX8ucFAG9/zwbLVX2o1Wr069evXteQ7chMt8ArJAoKCuDh4QGNRgN3d3dbh0NERERERGSXtv2xB7NHzYWuqNSyUwb8q/sVSgfL+Repx8/h2XavAADCY0Mw/9AnMBqNuEv5qDDGJ8AL/Z/og99nrZJ8tounM4ryi+Hp644526bhw8c+x9kj6bXGPOytIXh6+uOSfWPbvyrc4/vjnyG4TSCGh45HZnq2MOb1Jc9j1pNfS16vcnRAma4cAPD4lMHwC22KL8Z/B6PBKDlewFzZTa469G+HaX++DicXR1F7SZEOz8W9gQunLkleV99cUePFpZpEREREREQEAFjy3m/SRTMAvoE+ksUNAFi7cLNwnHrsHMrLymE0igsmOZfysP6HrVafXZRfjHtG346v989Ei9aB+PbwbDz08sBaY/YPbSbZXlZajrTj54XzdYvNMfoEeIvGzRr5NVy9XKTvoStHs2BfTP3tZTz9weO495k7sOjU5/BsKj0TqQJzZT+5OrTpKOL/PWTRvv/vg1aLZkD9c0WNFwtnREREREREBAC4b4z1NyA2C/aVbC8rLcemX3YI50aDERt+3IbkQ2kWY/MllvlVCGjph2dmPiF6zrjZI/HOH68AMusxN7US17rFW0SznTb+tB3lZeUozCkUDzQB2rwiq/cfMuk+3PZId8hk5iCah/vj1wvz0aKGWUbMlX3lqn2/aIv29rdHIyBcujgG1D9X1HixcEZEREREREQAzIWPEe8NleyzVuBYt3gLNFkForalH61A4tZjdX6us7sT5h+cBXcfN4u+3g91w9L0b6xe2yy4iUVbWWk5fp2xQtSWd0WDDT9uQ94V60WW6p6a/hiGvHifRbtSqcTC45+hy30dJK/zbe4j2c5cWbJVrjyauGP+oU/goJae7VbfXFHjxcIZERERERERAQDKdGX4fdafkn1+IU0tx0sUEgDgSnoWdi7fV+fnFheUYNnH0ntUAcCqueus9i2dsdKibd3iLcg6n2M59qMVKC4sqXNcy2auRJmuTLKvTFeGxC3HJft2rdqP1KPiPceYK/vL1S8frkB5qd6iXS6XwTfIsnBWU64466zxYuGMiIiIiIiIAADvPDhLeFugUqXE+6vfQFhsMJoF++KOJ2+zGG+tkAAAyYfTanxWryFdcceIynv+OmMFMlKvWIy7mJKB3z+xXvxYv3gLnoqciPxs8+wka0UXwFx4qXhLpBSVowOm/zUZSpV5FpKuqBTvPTRbcmzVXFVXpivH2A6vYflna4Q25uomyZUMePiV+6FSO4jjrCVXnHXWeLFwRkRERERERNi1Kh4J6xOF8xfmjUH3gZ3x7aHZ+OnsXAS28re45t+Fm6zeT19mOZMHAFp2DMUXuz/Au/97Fa8tfg4evu4AAJPRhDcGTLcYP3nAB0IBx8nN0aIfAC6euYxhQeOw75+DOLjhiNWii1UyYPjUh7CqYAm63dcJz381SuiK//cQ9v6dIBpePVdyheXGYiajCfNf+RGv3/E+9Ho9c/Ufu8+VCRjz8RMW42vL1T/fb7TaRzc3Fs6IiIiIiIhucWW6Msx84gvhPLJLS9wz6nbhvGKz9+r8w6xvri6TySBXyOHoohYVS7R5RYjqFgkAkMvl+GDNFKEvI+UKlkz7XThf/PYyXE7N/O+GwOwt00TPiIwLF47LS8sxdeAMbPxpG+QK6191VU4OkCvkaNK8yhsjTcBjbz4IpdI8e+q+MXeiVacwofujxz9H2X9L8aRyFXNb28qfWy6Dm7ercH5o81E86j8GHk0s99kSrmGuANhPrpZ+uNziub5BPjXmqqbPAt3cWDgjIiIiIiK6xb330GzoikoBmJdozlz7Vp2ue3Ppi/hq70d4dvYIoc3bzxOzN7+HZRe/xbry3/BX4c+4e3R/of9yWqboHq3jWmLAyL7C+S/T/4cr6ZnISL0iWhp396jbEdExDJ5NPYS2i8mX8f7qyaIN3rf9sQd+oU3x/qrX4eXnKbSPnfMkvtr7EVYX/IR15b/h1/PfigqCn46eL4pr5rqpUDooAAAlWh2mPzzHaq7eWvaicJ3JaMJnO94XvcmxIEeLhA1H8Mgrg5irmyBXf3z6F6oLjw3B0nPzMXvze5K5mvzzCxbXUOPAwhkREREREdEtbM+aBMT/e0g4f/6rUXD1dK3hikoKhQKtu7RCeGyI0KZyUiG2b1t4+3kJbRO/Hl15kQnYv/ag6D6vLBwPdx/zM41GE94Y8AHeGDBdWErn4euOl74dCwAY8c7DwnXavCJ0H9gJv6R/g4CWfkL7peTL+ODRzwBT5R5d4bEhaN2lFRQKhdAWGFG5/HTXynhRTO7ebhj/+dPC+d41CVgy7XfJXHk28YRCWXnfOaO/wSeb3sWzn4yATG4uOJmMJvwx5y9s/XUXc3UT5EqKj78XYvu2hdqxcv8zqVxR48LCGRERERER0S2qrKwcHw37XDhv1SkM9425s8Gfo1QqoXZRC+dfPb9I1C+XyzF99WTh/OKZDGSkVG7o/sGaKZDLzV9f73/ubtG1v378J7yaeuLHpK9wd5XlpWW6cuRd0dQY18vfj6syvgw6nU7Uf//4u9Cyfahw/tO0P4Tj6rlq26u1cHw6PgUA8Mgr92P+wVlw9XQR+pISztYYE3NlP7kiAlg4IyIiIiIiumW9/9Ac6LTmAojSQYGZ66Zet2f1e6yHcHxZ4i2HUd0j0X94b4v2ASP7onVcS1FbxcbvAPBHlTcjvvL9eLy7/FXhTY9Vlfy3ZLCq6J5tREsQPxuzwGLMjPVTRTOkAOlcTVlauQTRaDAKSwfDYkLw2+Xv0K53G4t7FxWUWLQBzJW95YpubSycERERERER3YLi1x7CvipvQBz/+VNw97a+Kfu1evGbZytPTEDChkSLMa//+LywXA8wbx7/ysLxFuOGTx0iHBfmakV9vQZ3xS9p8+AX2lTU/sHQOTi85ZjFvQJaVS5b3Llin0W/ZxN33Dumv6jtvrF3WuSqiZ8XFMrKr9gzqmyKr1I54NNt72P0R8OAKu9ZKMwpxNRBM2E0GkX3Yq7sL1d062LhjIiIiIiI6BZTVlaO6Y9+Kpy3bB+K+8ffXcMV106pVELtrBLOvxj/ncWYXz9aIew/BZj3uvptluXMn8ET7xOd/zFntejc288LP575Co5VlvGVl+rxWv9pWPD6T6Kxk+aPEY7LSiyXIJaVlWPjz9tFbRuWbINer7eIK6pHpHB8al+yRf9jkwdj4tfPiNr2/Z2AxwLHIqPKbCnmyj5zRbcmFs6IiIiIiIhuMR8++hlKCs1FD4VSgRnr6vYWzWt121Dry+oyz2VhSZV9sSr88PYyZF/KtWj3aFI5i2nZzJUW/XK5HJ5Vlt5V+GP2aozr8BqKtealf+37tkOVFYj4Ytz3ovFVc1WhuKAEHz72ucW931z2knBsNBiRdSHbYkzVTfYr5F3Ox1MRL2Dt4s1CG3Nln7miWw8LZ0RERERERLeQAxsSsXtV5VsRx306Ep6+Hjfk2S8tGCscm0zAwc1HhPPJd30Ao8G8DM/VywUuHs4AzEWVyQOmW9xr+NsPCccFObUvq/NsWlkYSklMw6P+Y3B050kAgH945RLEHX/sEY6r56rn4C7C8c4V+3Bo81HRM6ovQfzw8c9rjMnV01nYN8xoMGLO6G/w3kOfwGg0MlfV2GuuqPFj4YyIiIiIiOgWodfrMf2ROcJ5WEwwHnz+nmu6Z0mRDsWFlRu3Gw1GFOZpLfaiAv5bVudUuazuy/+W1S2dsQLnT18S2qevfgPvr3pdOE8/cQG/V9usvfqyuuWfrxGODQaDOQZDZQwvzh+D3g91Fc51RaV4+bZ3sOitpXixyhLE0pIy6PV6yVy9t/w1hLQNEtqmPTTbYhlim+4RwvHJfWdEfdVz5ezujBnr3oKTm6PQtmvlfgxrMQ45F3OZq5sgV8WFJSgpEs+yo8ZFZjKZTLUPu7kVFBTAw8MDGo0G7u6W00+JiIiIiIhuBdMemo2dK82buiuUCvx6YT68mnpe9f0WT/0Vy2auhNFo+bXSN9AHX+z+EL6BPqL2j0d+hY0/mffBkslkWHp+PoYHjxeKEf0e64k3l04CAEx/9FNs/29Wk0Ipx9Jz8+Ht5yXc66Gmo1CQXQgAUDur4Bvog8JcLUwmoCCn0CImuVyGbvd3xr41B2HQG4T2Vp3CcCbhrHA+4Km+KNaUSOYq93IehrUYB4PeHG+fR7rj7d9eFq7NupCNYS0qN55vf0c00o6cg9pJjazz2ZK58mnuBY8m7jibmC60KZQKtOnaEsd2nWauboJcPf7mEDz1/mMWfXTz44wzIiIiIiKiW8ChzUeF4gYAjJn1xDUVzQBg96p4yeIGAGRdyMGparOIAIjeZmgymfBiz7cql9J5uuD1Jc8L/VN+eUFYWmfQG/FGlaV1xdoStOwQKpyXFpfhQlIGNNmFksUNADAaTbiUfBlLkr+CT/PKQsmZhLOivbu2/LrTaq68/bww6qNhQt/2P/bgyPbjwvnltCzR2yAPbzyG/MwCXEnPspqrnIt5eGLqwxj21kPCtQa9QSgEMVf2n6tdf+6X7KObHwtnREREREREjVDelXy8ff9MzHrqa2SkXsG0h2YLfSFtg/DQpIHX/Iw+D3e32ufm5YKOd7SzaF//wzbI5JXVksz0yk3hp/35GpRKpXCuVCrx7vJXhfO0Y+ex/LM1WPLe73jA40kc3FC5l1VVcrn1r7p9h/ZE0xa+WJo+H70f6ia0V12LVV5auaRQKldDX30ALdo0F87fffATXDp7GY8FPYuX+7wD1HNdV0Wunp7+GD7fPh2OLo6S45gr+84VNU5cqklERERERNQI/fLhcvzw9jIA5qVsFcvtpJamXS1tfhGeCH0ORZpii76n3n8Mw6c+JGrTl+vxoOdIlJaUWYyvvoyvqqpLTCFDrcWW4LZBSD9+3qLdzcsFP52dCxcPF6Ft/Y9bMHv0NzBJzHCqKVdZF3LwROhzwqwmuVIOo95yX7eqXDyc65SrYm0JXu7zDlIOp0neh7my/1xR48EZZ0RERERERI3QxTMZwnHVPaqGvv5AgxTNAPMSOKmZa25eLnhw4t0W7VkXciSLZkqVEpN/nmj1OW8uexEqRwfzSR2mfvQe0lVYilfVQy8NsihuDBjZDz0eiJO8T/8Rt1nNlW+gDx5+ufJnr60Q5OTmWOdcObs6iWZEVSWTyfD6kglWn8NcVbJlrqjxYOGMiIiIiIioEbqSniXZ/ueX/2LvmoQGe87gF++Fo4ta1GatkFB1+VxV+jI93rn/Y5SVllv0lenK8Pagj1Gms+yzpuOdMRaFFyc3R8liHgAU5mol29cv3oKZT34p2bfnrwP465v1dY7Js6lHg+TKZDJhiNfTuJKeadHHXInZOlfUOLBwRkRERERE1AhdSZMunJVodVj01tIGe46rpwt6PdRVOJfJZVYLCZfTLAsYFQ6sS8S+vw9atO9dk4CE9YlWr1M5qSzaIru0xOAX74Wsyi72fR7qZnVWkLVcAcCmn3fgpd5vo6ysssCSfuI8Fry2BCVaneQ1zhKzkrz9vRosV2W6cjzZaiJ2rNgrtOmKS/H77NXMVTW2zBU1DiycERERERERNTIGvQFZF3Ks9vd7rFeDPu/BCZUFjWbBvlYLCdZmBgGAt78norpHWLS37dkazYJ9rT/7+XugVClFbSqVA1w9XdAsuInQdv8E6aJLbbkCgGO7TmGo3zNIPpyKtYs2Y0y7V3A51XqxRlekw0Mvi2cm5V3ON8fbALkCzMsd3394Dj4ZNQ9FBcWY2G0KfnznN4tZWlUxVzcuV9R4sHBGRERERETUyGRdyBE2Yq+qVacwfLZjOh6fMrhBn+fq5Soct+0ZaXXc/rWHrPY5uTnBx99yjywffy98d3QOHp8yGA5qB4v+47tO4Ze0eRZt5lhaV8boKV10sZar6oryi/Fcpzfw2dhvYTKZoC83oF2fNmjVMdRirFFvxJAX74N/WDOhrfy/ZagNkauq1v+wBY8FjkXaMfOm9bqiUtwzuj9zJeFG5ooaD75Vk4iIiIiIyEaOHz+OrVu3orS0tEHvq80vgq6o8p5yuQzOHs5wdFZDrVajX79+iIqKarCYDHoj8q7kAwDUziq4VSl4VDCZgJxLuaI2uUIOo8EIQ6kB57Zm4ddj31t9xvHjx7Fxw0bkZ2ssXjDQJMAbmpxCoeCicnSAu48bCvO0KC02j/X284RcYTl3RCpXxv/eGmkoNcB02QGJf54S2qryiXJH16fboaSkBEWaYtHbJp1cHeHs5oScjLzK8QFeMBpM15yr9C2ZcIE7zp28IJmrXk93gmc7J+bKhrmqSW2fQbIvLJwRERERERHZyNy5c5GdXfMys+uhSZMmmDBB+m2DtoqpOEuHkcOfQlR36ZlFtoqrJKcM48eNw7iOr0Nfphf1dXyuJZx9HW94TBW5WvHF39j2+x6LflvFxVzVXU2fQbIvXKpJRERERERkIw0906whnmurmBRqBeY8M99qv63ikjvIcGTHCYtCEGCO2RYUagVmj56HMwdTrfbbAnNVd7b6e6b6U9Y+hIiIiIiIiOj6O3/6oq1DkLT0gxW2DsHChdOXYI/rx5gramw444yIiIiIiIjsgslowqn4ZFuHYaEgtxA+AZYvLrAlkwmI7tUaCqVtZkxZw1xRY8MZZ0RERERERGQ35oyeh++OfGrrMETKSsrxU/5cFGRrcTYxDSmJ6Ug+dBYlstzaL76OtPlFWF34E86dvICUw2k4m5iOQ5uP2jQm5ooaGxbOiIiIiIiIyG6kn5B++6Gtff/6Lxj/2VPw8fdC3N0dAACffvopCgsLbRZT+okLUKkd0LJ9KFq2DxXa58yZA61Wa7O4mCtqTLhUk4iIiIiIiGqlUqlE/71eTEYTkg6etYtYqvp30aY6x2LrXMlkshseS1XWclU1jhsZD1C3XBFJYeGMiIiIiIjITri5uWHAgAEAAGdnZ3Tp0gWhoaHo0KGDjSMDxo4di0cffRRRUVEAAAcHB7Rq1QpPPPFEg9y/avnik6e+rlcsSqUS7du3R0REBO6///4Giae6kkId9HrLt0VWj8VaW0O6llz5+vri2WefxfDhw/HEE0+gZ8+eDR6ftVxJxXO9/87rk6vo6GiEh4fjrrvuglqtbvC/cbo5cakmERERERGRnWjdujWcnJwAAL169cLp06eRnp6OO+64A97e3sjNtd0+UVu3bsXRo5V7QpWXl+PMmTPo0aNHg9zfwdFBOK5tuWb1WHx9feHt7Y3Dhw+jT58+UCqVVgs312LhlF8w9pORNcZira0hXUuulEolFixYAABo27YtTp06dV1ilMqVVDzX+++8rrlq0aIFVCoVjh07hpSUFKG9If/G6ebEwhkREREREZEdCAsLQ2pqKgICAgAAOTk5cHR0BAA4OjrCz88Pubm5CA0NxQMPPIBjx45Bp9Ohffv2MJlMSExMhKOjI6Kjo/Hnn38iLS0NY8aMwf79+5GYmFinGDTZBdCXGyT7/Pz8UFhYiICAAOzevdvqPWJiYtClSxf4+/tj165d2L59u1DE6tOnD3r37o2jR49i/fr10Ol0wnXObk7CsclowtkjaQiLCYHJZMLZI+kwGU1WY8nIyIBGo0FcXBz27dtnUTRTq9Xo2bMnXFxckJ+fD4PBgOzsbDg5OSE/Px/p6elWfx65vHKh1j/fbRKKQRW5ksqLVFtYWBhiYmIQFRWFDRs2ID4+3uJZw4cPR0BAABISErB3714UFxdLxnStuQLMhaKMjAwYDObfd2hoKGJjYxEbG4v4+HhoNBrI5XJ4eHggOjoa8+bNQ0FBgdU81SVXUvFY+zuvcC2/u5pyVV2bNm2g1WoRFBSEoKCgGv/GQ0JC0Lp1a8TFxSE+Ph5r164FAHh5eaFXr15o06YNDh48iM2bN2P06NH1+gyS/eFSTSIiIiIiIhvz8vJCUVERysvLhbaEhATo9XoEBQXBaDQKBQ4XFxcsXboUGzduxM6dO3H+/HlcuHABO3fuxMaNG7F06VK4uroCALZt24azZ2veLwwAcjLy8M1LP2BYi3HIz9RIjtmwYQPS0tKgUCgQEhJi9V5HjhzB8uXLIZPJcOLECVERa8+ePdi5cydWr14tKpoBQH5WgWhd3cwnv8LuVfEY3+l1jOvwGvKu5NcYS3FxMeLj49GuXTv4+PgIY11dXfHMM88gLy8Pf/31F3bs2IHdu3dDo9Hg7rvvrjU3RqNROC4uKEHm+SxRrqRikWo7e/YstmzZguPHjyMuLs7iOX5+fsjLy0NmZiY2b95stWjWELkCgKioKFGBKjU1FVu2bAEA7Nq1C7t27cKOHTuwZs0arFy5Et7e3tecK6l4rP2dA9f+u5PK1ccjpZdrKhQKZGVl4fz581CpVAgNDZUcBwBpaWnYs2cP9u7di44dOyI8PBwAhDjj4+OxceNGGI3GOn8GyX5xxhkREREREZGN+fn5wWg0wsXFBR4eHmjatCnc3d0hl8tx/vx5dOrUCWlpaQDMs3IyMzOt3iszMxMtWrQAACQlJdX43JyMPPw+axXWfLseZbpyq+NiYmJgMBhw/PhxqNXqWn+evLw8pKSkoHPnzlizZo3QHh0dXfPMm8qJUkg9cg7vDp4lnBv/m0UlFUtcXByMRiMSEhJgNBrh7e2NnJwcAMDAgQNx/vx5HDp0SPSoK1eu4ODBg7X+LNWNCHseRoO5QNShU3vIVBDFUluu0tLSEBgYiODgYNFsKU9PT2g0Gvj6+tYtkKvMFWDeS8/FxaXWR/j4+KC4uBjJyck1FpKsqZora/G0bNlS8u8caMDfnShX6TCZTBYvBaiYiVehagHPmszMTGzYsAEPPvggvvnmG6HYWbWAWNtnkOwfZ5wRERERERHZ2MmTJ3HmzBk4ODhAoVBAJpMhNzcXXl5e6NSpE44fP47S0lIA5plotUlISEBoaCieeeYZyc3fizTFeCL0OTweNBYrvvi7xqIZYJ4tpdfrERkZCY1GI8wYio6OhqenJ6Kjo6FQKETXHDhwAO3atRMVbLy8vJCfn1+HjNQvltTUVJSWliIyMhKZmZlITk4GYJ6xFBERISrGVHXy5EmUl5ejVatWGDduHPr374+4uDiMGzcODg4OktdULQQlJyVbxCIVX3UJCQno3LmzcK5SqYTfb4WKmPr27SssoRw6dKjVuOqaK8C8IX9RUVGt14eGhkKlUsFgMAg5bdu2LXr16oV27dph4MCBNRZSq+bKWjzW/s7r+rsDgODgYPTs2RPR0dHo27cv/P39rcZkMgEDXYbjrYEfYfHUX1FcUAIASExMhJ+fH1q3bg2dTodz587V+jcOAPHx8bh06ZLkSylq+gzSzYMzzoiIiIiIiOyA0WjEvn37sG/fPqGt6nEFk8lk0SY1JjU1FSkpKVAqLb/2lWh1uJKeVefYtFotTp8+LWozGAw4duwYjh07JnlNUlISSkpKEBsbi/3796N58+a4cKHmjeyvNpbs7GxkZ2cDgKjP09MTMpnMapGoajyBgYEICgrCpk2bUFxcLFo2a01hoWUsUvFVl5iYiL59+8LZ2RnFxcUIDQ1FUlKSsL8dYN6UPjAwEP7+/ti6dSsA8z5c4eHhSMyp24sHrMVy5coVYV8uKXFxcTAYDOjcuTPOnDkjtDdv3hxdu3bFokWLAJgLcL1798bGjRuvOp7c3FzJv/O6/u58fHzQv39/ISa5XI7x48dj8eLFVpe7lunKsf+fQ9j/zyHEvRQJtbsDjEYjtm/fLhpX2994hVWrVmH8+PHo3LkzDhw4ILTX9BmkmwdnnBERERERETVSVZeM3WgmkwkHDx5Ep06dAJhnUFUtwtwI+fn5MJlMVpclyuVyqFQqAOZcVSzXO378+HWNq6SkBKdPn0bHjh2FOKQKokajEZcvXxZdV5elstcqPj4eW7ZsES2zBcxLbcvKyhAZGYnIyEjo9foa92K7FnX93cXExAhFU8CcM61Wi6ioqOsSl5Ti4mL8+eefuPPOO9GkSRNRny0/g9QwWDgjIiIiIiK6xXg0ccODE++BT4DXdX3OwYMH4ePjIyx/q8tsuYak1WqRlJRk9WUGwcHBwosUAKCsrOwGRWZertmxY0cEBgbi4sWLVsfZsvBy8uRJaDSVL4swGo3Q6XQ4ffo0Tp8+jYSEhBrfPnkt6vq7U6lUFkso5XK55LLKqsbMGo6PN7wDjyZuDRJvSkoKDh06hCFDhtT6bLq5sHBGRERERER0i3FQO2DCF6Pw6/lvMW3l6whvH3JdnqPVanHq1CkMHDgQR4/WbXmhytFB9BbEa7VmzRoEBQWhffv2ona1Wo0mTZqI3ixZkyaBtb9VsjYymUzYlP7cuXPQ6/Vo27YtCgoKrup+DZ2r2iQmJiIoKEi09LBiRmFVDZEroG6/uyNHjqBp06ZCn1KphKenJ06cOCG6RuXoAJm8Mllblu1Gx/7t4KCu+55xVVX9XVbYsGED5HI53NwaphhH9oELbYmIiIiIiG5CkZGRCAoKEt52eMcdd+D8+fPCHlItW7ZEREQETCYTUlJSJPcXk8lk6PFAHLrf3xl7Vh/A0o+WWxQDrlV8fDwMBkOtm9HL5DI8NOk+DH39AXzy1FwcWP/f2zdlgJuny1UXOLRaLb7//nv07NkTgwYNQl5eHsrLy6HT6YQXLYSHhyMiIgJyuRxFRUWifaqUDkpM+/N1dB/UGQMUQ4V2nwCveuUqLCwM3bt3h4eHB2QyGQ4dOoT4+HjhZQldunRBVFQUPD090a9fP+Tk5CAiIgIAcPHiRTg5OSEoKAju7u64fP4KWkxq2aC5CgkJEQpU/fv3x8WLFy32HsvMzMTq1asxYMAAZGZmQqFQ4MiRIw2eqwp1+d1lZGRg06ZNuO2226DVauHh4YHff/8dhYWFAKz/XZ1NTLf63NqEhoaiR48e8PDwgFwuF97waTAYsHz5csTFxQGo22eQ7J/MdKPnytpAQUEBPDw8oNFo4O7ubutwiIiIiIiIAACffvqp8AX/RnJzc8PLL78s2WcPMWnztRjs/bTQt/Dk5/jf37/ZPK6hAWOQdzkfAODi6Yw+U2NtHhNzVfeY7DVXZN+4VJOIiIiIiIjsiqunK5QOlftEffzElzaMptKoj4YJx0X512dT/PpirurOXnNF9o2FMyIiIiIiIrI7MX3bCsfJh9NsF0gVdz/VT3ReXFhio0jEmKu6s8dckX1j4YyIiIiIiIjszpRfJgrHRoMRBr3t3i5ZlVczD+G4pFBnw0gqMVd1Z6+5IvvFwhkRERERERHZHc8mnlBUWVZXmKu1YTSVRk57VDi2ly3Dmau6s9dckf3iWzWJiIiIiIhuMTkZeZhyzwcIiwlBePsQRHQOR2Arf5vGlH0xF2M7vIrw9iEIjwlBWGwwonpE4ui2EwAAfbkeCqere7Pmtaieq9h+0Tc8huqYq2vTrncbHN58DIDtckU3DxbOiIiIiIiIbjEmowkH1iXiwLpEoW3Uh8Pw+JTBNowKOJuYjrOJ6diAbQDES/1sRSpXji5q6IpKbRgVc3Ut3lr2Ih5pOsbWYdBNgks1iYiIiIiICCf2nLZ1CBbyrmggV9jf11a/0Ga2DsECc1V3nk08oVAqah9IBBbOiIiIiIiIbnkKpRyPTbbtbDMpXe/riOjebWwdhohCKcek+c/aOgwLzFX92FuuyH6xcEZERERERHSLMxqMSElMs3UYFi6eycAL39jXkrqKXHn6uts6FBHmqn4m//KCrUOgmwQLZ0RERERERDaiVqtt8lxDqUF0bjIBX034Hm/e9xFUKpVdxAQAF5Iy8FzH1yFXyCT7bwRruXJv4mY3MQHMlTXWPmNN/LygUCrsLi6yP3w5ABERERERkQ2cPpCC1E0ZUAQYoFCL91tSO6ng5u0qeV1hrhalJWUAAG8/T8gVcuRezofRYAQAyGSAl58ncjPyLa6VyQCFTIn0LZnm6/29oNPqUFxYAgCI//cQ/C/7IKCnN+QOlvMsfPy9IJPLLNoNeiPyruSLYjcajMi9XBmDu48rdEVlKNOVWVyvkCtwcWeOcB4RF46k+BQAQNl/P2v6lkwE92tqN7k6d/IiiuAuGRNzZR+5UiqUiOxofUlmaExwg+WqPtRqNfr161eva8h2ZCaTyWTrIK63goICeHh4QKPRwN3d/qaIEhERERHRrSUlMQ0Tu05BeZlesv/ZWSPwyKv3S/YNafI0CnO1AIAP/p6Crvd0xKioSTh/6qIwpmXHUJw7cQFlunLJe7h4OEPtrMb7q95AaHQQXr9zOo7vOlVjzGpnFf4q/BkymWWBY8+aBLxz/0wAgJu3K1ZkLwYA3Cl/RDTurqf7Yt3irZL3lyvkkMlkuPvpfnhx/rPYuXIfPhr2BfRWclSBuWKuasqVg0qJr/fPRFhMsKg9JTEN4zu9BpNROq765ooaLy7VJCIiIiIiusHyrmisFs0AoGmwr2T7xeQM4Qs7AKz66l8AgIuHk2hc8sFU1DRDIiQ6CMsufIvIzuFQOarw+Y7peOqDx2qM2S+kqWRxAwBWff2vcFyYq0XG2SsoyC20GLfuh61W7280GPHh31Mw6duxkMlk6D2kG346OxeezTxqjIu5Yq5qylV5mR75mRqL9rwrGqtFM6D+uaLGi4UzIiIiIiKiG6zTnTEY/dEwyCWWpwGAX4j0l/alH60QnR9Yn4iMs1eQdSHHYmy5lVlBrTqG4tVFEyyKFcPffAjv/O8VySVzANDMSkwXkzNwcOMRcZwfLseRbScsB1upusgVcoyeMRwd74gRtTcJ8MayC98ivH2I9IVgriowV5YqctWhfzuLvorPoDX1zRU1XiycERERERER3WAymQz9n+hjdfaO1GyXi8kZ2PjTdlGbyWjC0g+XozBHazHemmYhTRHYyl+yr/eQbuhiZdlZWbHlHlKAuZBgMop/kvVLtuHAusN1jslkMuGOEX0kZx4pFApMXz3Z6rXuPm4WbcyVNOaqUsVn0FpBr76fQWq8WDgjIiIiIiKygckDpguFAZWjCkoH8+bkTZp7w9PXcm/mpR+tEDZqr2rtD1us7jlVwTfIRzjeuWIfErcelxx3cNMR7Ps7QbLv8NbjmPbwbBiNlTFIFRIA81LCfX8frDEmuUIOB0cHAObiw+QB062Oranv2dhXLPbRYq6kMVdiVT+DVdX3M7h+yTbOOmvEWDgjIiIiIiK6wX6b9SfOVdl0feb6qZh/eDaeePthTPvzdYsZMhlnr0gWEgBYXaYGADK5DL0f6oafUuYiOCpQaH93yCzo9eI91vR6Pd5/eI5wHtquBT7d/j4c1A5C284V+zAseBwyz2UBAH79aKVkIQEAsi/mWo3L1csFn+2cjhn/vCW0pZ+4gD/mrLYYWz1X1emKSjGpz9tY/PYyALbJlRTmyuxmy5VMLqv3Z9BoMFos4aTGg4UzIiIiIiKiGyj7Ui4WvfWrcN730R5o16sNgtsEYuS0RxHRKdzimqQDKVYLCTVZW7YM7/zxChRKBWaufxtyhfkrYFF+MT4e8ZVo7EfDvkCRphgAoFDKMXPdVLTr1QYrchahVacwYVzOxTw82XIiNi3dgZP7kuod021Du2Nlzg+I6hqB2L5t0fuhbkLfwim/IPdynnBePVfdB3US3avi54HJvP/VhC6TcWzXyRueK1cvl8qYlJVfs5mrmy9XJqMJXhIvWajtM3hq35l6x0w3BxbOiIiIiIiIbqDJA6YLX8BdPJ3xxk8Ta72m68BOuH1YL4TFBAtLOgHAP6wp2nRrhQEj+6LbwE54/acJouuO765cltckwBujPnxcON/6224c3XkSAJC49Th2/G+v0Dd65nB4+3kBABydHTEv/mM8/uZg4L9JOAa9ATOf+BLu3m5o3bUl/EKbCtcqHRQIiwlGr8Fd0eXeDrj/ubtES/r2rhEv2Xvz1xfh7O70332NmHzXB1Zz9c7yVysLQABadQqFt7+XcJ50IAVfTViITgNibmiuHp8yWDg36o3M1U2eqxlPfInqavsMPv3B4xbXUOMgM5lMNb1NtlEoKCiAh4cHNBoN3N0t1ykTERERERHdCH/MWY0Fr/0knM/e/B5i+7at1z1GhD2Hy2nmJW2zNr6DDreL3xh4n8twlJWYN1wPjPDH4lPiIsDoqEnCEjVXLxf8lrEAQ/3GoCjfPCsoOCoQ3x/7TPLZR3eexJv3fAhdUanQ5hvkg2c+fgIzhn0BAPALbYqfUuaKrtu/9iDeuneGcP5v2a9QKpXC+cFNR/DGnZV7UY3/7CkY9AbJXL3Y602c2G2e3aNQKvCPbinef3gOdv25Xxgrk8kw4r2hWL948w3L1Z3yR4TrJnz5NMLbhzJXN3Gu1pYtgzW1fQapceGMMyIiIiIiohsg93IeFk75RTjv/XC3ehfN6qLng12E44tnLlv0V11ap80rwtMRLwrFDblCjpnr37Z673a92uC3jO8Q3j5EaMs6n2OxPK+6Lnd3FGYVAcBXE74X9XfsHyOK+9tXl+D7ydK5mvLzJKHdoDcgN1OD91a8hlcWjhd+LpPJhCXv/oacjMrleVIaMldu3q7C8c/TlzNXN3musi/XnA+6dbBwRkREREREdANMvusDGPT/LQ/zcMabS1+8Ls95eeFY4dhkMuHYrpOift9AH4yc9qhwnnkuWzge/dEwNAnwrvH+zq5OmH/wEzzy6v1CW9W9n6TeUggAfiGVy+42L91p0T/195eEpXVGg7FyKV21XPmFNBUtq5s53Dzz6e6nb8eiU5+L9qcqLxVvVF9dQ+bqkdcq86HJKgDAXFW4mXNFxMIZERERERHRdbbii7+RevSccP7O/14RLSlrSI6OjlA5Vr4J89Nn5luMGfbmEDRv5SdqC4oMwNDXHqjzc56dNQKfbHoXaieVqD3rQo5oI/YKE+eOFo51RaUWb19UKpV4+/dXLK6TylVE58oXKBzbUVnAaR7uj2UXF6DbQPHG+ACw+VfLokpD5urxNwaLzv+av144Zq5u7lzRrY2FMyIiIiIiousoLzNftKdSjwfj0LF/zHV9Zvf744TjC0kZkmNaRAWJzkOigyTH1aR9v2gsu7QAzUJ8hTajwYjhIc9h58p9orHVl9XNfWGxxf3C2weLxshkQFhsiMW4yVVeqGDQG5CfnS+cy+VyTF89GZO+fVZ0zdqFm/FSn7dRVlYuam/IXFV9Y+SS934X9TFXYjdbrujWxcIZERERERHRdTTlrg9h0BsAAM7uTnj795ev+zNf/WG8cGwymXBiz2lR//Fdp7BnVbyobcfyfTi5L6nez3L1cMHL340TtenL9Jj20GzMeeYbUXuz4MpCyMaft1nca8pdHwJVVuSZTMCbd39gMa55S3/RsroPH/vCYsx9Y+5Ek+biZafHdp7Co35jcPZImtDWkLl65OVBwnF+psain7mqdLPmim49LJwRERERERFdJ6u+/hcpiWnC+du/v3zdlmhWVX1ZXdVCg9FoxNsPfCycKxwUlfENmgmjsXJfqatSZWbP2kWbMTJiIvKzzftYTfhilNCn04qX1VXPVYUzB1Ox5tsNFu2tOoUJx0etLKtTVvnZKmjzizCu4+v4Y85qAA2bq2FvPSQ6/3uBZdwizJXgZsoV3VpYOCMiIiIiIroO8rML8M0rPwrn3Qd1RucB7W/Y86vuXXX+9CXh+JOn56EwVwvA/LbDOVvehUxurkposgvx6RjLvavqo2lgE7Ro3Vw4v5R8GcOCxmLPmgR0H9RZVAD5ZtIPAKRz1eXeDsL53BcWoiC3UPScKT+/IBwbymtfVvfA8/cIP6fJaMKC137Ca/3fQ1lZeYPmytWzcgnij+/+VmNMzNXNnytq/Fg4IyIiIiIiug6m3P0BDOXmJZpOro6Y+sfVL9E0mUzY9sceLHnvdxTmFQnt63/cit9mrULmuSyLa15bMqHyeqMJp+KTcWJvEjb+VLmU7Yl3HkHbHm3wxNTK2T/rFm/B6QPJdYrrSnoWln38JzYsqbxnUWExbhvaA53vihXaykv1eOf+mfhi/AI0DWoitFdcJ5Wrd1e8BkcXRwCAvtyAN+/+UPTs6svqZgz7EhmpV5C47Zhkroo0RXho0n2iYs3hLcfxWMCzGDq5cvP6a83VkJfuE47zrmhgNBpxaPNRnNibxFw1wlzV9BmkxkFmMpmk3+naiBQUFMDDwwMajQbu7u62DoeIiIiIiBq5v+avx5fPfSecf/j3FHS5p+NV3+/A+kRMkdiTqULbnpH4fIdl/73Ow1CuM2/wHtSmOTRZBSjINs+wCWjphx+TvhLGPtnyeWScvQIA8PB1x+8Z30Eur3muxYs938KJPdb3RXtq+mP45YPlKC+t3GTeJ8ALOZcq34444atRmDtxkXBeNVd7/jqAd6os/3tpwVjc+8wdldfGvYGkhLM1xlhdVPcIqJ3VOLTpqNAmk8sgl8lgMJiXE15rru6UP1KvmADmqj7sMVfWPoN08+OMMyIiIiIiomtUVlqO5MOpMOgNKMgtxLwXK7+wd7m3wzUVzQDA0UVdS7+jZHtMnyjh+PzJi0JxQyaX4eP1b4vGzlj3VuXSuqwCfDHeXPjLu5KPSymXryquDrdHY+n5+Wjeyl9oq1rcAIB5L1a+BbF6rroP6iyaYfTV8wuhzdfCoDfgk1FzcSFZ+s2ONXFyc8KsDe9g3JyRouWIFYUg4OpzdWzHSYxpd3UzC5mrurPHXFn7DNLNjzPOiIiIiIiIrtFLfd7GsZ2n0LJDKMpLy5F+4gIA85fp5TmLoFI51HKHmplMJrzY8y2c3HtGsn/muqnodGesqO3gxiN4Y8B0yfEj3nkYT773qEX7oqlL8etHK4Xze5+9A+sWbYFBb8Csje+gw+3tROPj1x3Gm/d8WP02AICoHpH4fMd0yGTmoslnz87HP99vsvozWstVma4MQ5qMQmlxKQAgJDoI2vwiZF/ItXovZzcnFBeWSPZVzVXqsXN4+bZ3oK2y9K66+uTqnwUbrd6nJsxV3d0MuaLGhTPOiIiIiIiIroE2vwjHdp4CACQfShWKZgDw5q+TrrloBgAymQwj3h0q2RfVIxId74ixaN/390HJ8f5hzSSLGwAw6oNh8AvxFc7/WbARBr15j6j9/xyyGN95QCzadGslea8n331EKG4AwEsLxmFylY3Xq7OWK5WjCpN/miicpx07X2NxAwBibouSbK+eq9DoFvgt4zs0ae4tOb6+uaqJXClnrv7T2HNFjQsLZ0RERERERNfgSrr0puBObo7wDZQuMlwNa0Wq6oWEyrgyJe/T9b6OKC8rl+wrLytHl/s6SfZJ3c9aQc9aISGkbZDkvQEg95L1ooVfSFM4utZ9KVyvIV3qnCuVygGRceGS9zEYDCgp1kn21ZQrKW5ersxVHTWGXFHjwcIZERERERHRNbBWOCsp1OGF7m8h/cT5BnmOVJEquG2g1ZkuV9KzJdv//OpffDb2W8m+T8fMx+q5a+t1v84DYtGiTXNRm/VinvU3D34+bgFmj5pr0Z52/Dxe6PEWdFrpooyU9v2iGyRXmenZeKjJKFxMsdzzqqZcSf3sTZp7M1cSGnOuqHFg4YyIiIiIiOgaZFopJABAeWk5Ms9Z76+vzgNioXKsXHY28Nk7rc50qamYcP7UJSvtF61eczlNegabTCbDvWMq30iocnSwWkioKVcAsO6HrRjb/lUUFRQDAHb9uR9fjF8gentidVHdIyzamgU3bbBclevKMar1JPyz0LyPVmGeFl+MX4BDG49avcbFwxlqJ5WoTemgYK4kNOZcUePAwhkREREREdE1uHBGugilcnTAU+8/hs53tW+wZ8lkMtEX+rh7OkiOKy4sQWGu1up9Xl30nGT7a4snoFWnMMm+guxC6P7bSL26rvdVvrEwqkeE1UKCtVxVdfZIOh4NeBZ/fv0P3n9kDo7tPAUXD2dRsaKqyC6t0PPBOFFbma6swXIFAEaDEZ+NmY93HvwYHz72GdZ8uwE5GXlo2qKJ5HhtfhG+2jdD1Kb5782TzJVYY80VNR4snBEREREREV2Drct2W7T1fbQHFp38AsOnPtTgs1F8Air3TbN27+O7TtZ4D0O5XrI9OCoIX++bgVcXPQdvP0+L/hN7TkteVzWOqvFVJ5WrCnJl5dfT0uJSzH1hMYwGIwCgSFOMJ955BH0e6W5x3ZZfd+K9Fa/DQa0U2lb9tyywIXLl6KIWjvesPoCEDUeq3BN4+btxkrnKu5KPcZ+OFM4Lcgot4mCuzBpjrqjxkJlMJpOtg7jeCgoK4OHhAY1GA3d3d1uHQ0REREREN9jx48exdetWlJZKz5i6WvpyA/IzNcK5QiGHm7crlCol1Go1+vXrh6go6TfxXW1c2vwi6IrM4739PSGXW86H0GQVoLyssjjm7OaE4sISAICh1ABdqglf/J+9+45r4n7jAP7JIGFvkT1EhoigIu5NHW21jlZttXb8Wmdb29qhtnbX2mmXravVWkcdtY7aasFdN6KCykYQRARZgRACZPz+SDly5AJBAgn6vF+vvpr73uXu8cmR5J58v9/769MmY5LL5aiulDPPAwALkRAOnXSvqVRKFUpvlwPQFE9sHW10tuHKldhaDFllNZQ1Stw4WoTnljyFr55bBWWdUuf5gcO8Ef5oIKqkMlSWSpniBwA4ujmgRlaD6v/mqxIIBXDq7GCUXFVnKaEuEyD1fKbOc13C7NHriRAILQV6c1Wc3zA5vZObA3h8HuXqPshVUwx5byDmgwpnhBBCCCGEkHveDz/8gOJi4801ZihXV1e88MILetebKi5ZcQ0++/4TznUmi+mOHF3twqFWKrHzyz911vee3xXWnQy/A6LR4iquweKlb+LpoJeYAorJY6JcGR6TmeaqufcGYj6EzW9CCCGEEEIIIR2bsXuaGeu4popLIOIj51ou/Lv76qwzWUxiAf784SBq9MyjJhAL2jmi/44r4uPbeWt1CkGACWOiXBnMXHNlqr8z0nI0xxkhhBBCCCGE3Ic+e2qlqUPQUS2VQ6Uyv0FRl49dM3UIOihXhjPXXJGOgXqcEUIIIYQQQsh96HrSDVOHwGnkjMGwd7JDVlIOrifeQJVEZuqQUF1Rjec/fRLpCVm4npiD/IzbMIdZjyhXhjPHXJGOgQpnhBBCCCGEEHIfUilVyE3Lh2+Il6lDYTm3/yL2lG0EAKjVahTeuIPMS9mIPfe3yWJSqdQYMKEPpr05AQBQXSVHztU8/P73dqigO+F8e6FcGc4cc0U6BhqqSQghhBBCCCH3qeUzvjV1CDq0ewLxeDy4+7th8KR+cHRzMGFU7FxZ2ViiW78g2DhYmzAiylVLmGuuiPmjwhkhhBBCCCGE3KeuJxo+XFMkErH+35Z+eW+b2cRST1+uTBGLto6UK+04TJGv5nJFCBcqnBFCCCGEEELuS3Z2dhg9ejSzHB4ejsDAQIwZMwZisdjkMYnFYoSFhcHPzw/R0dFtcrz64ZqGmDNnDqZNm4awsDAAgFAoxIgRIxAQEIChQ4e2OhY+n8c83vP9gRbFYm1tjR49eiA8PByjR48Gj8dr8vl3Q1+uGsdSr/H5ZUytyRXQ9ud6U+dV43ja+jxvSa4a58XY5zjpmDpM4Uwmk6FLly7g8XiYO3euqcMhhBBCCCGEdHChoaGwsrICAPj6+kIkEiErKwv//PMPampqzCImPp+PGzduQCQStVkPnc9mfm/QdseOHcP27dtx+fJlAEBkZCTu3LmD7OxsCAQC+Pr6tioOa62hfFXlTU/c3jiWgIAAWFpa4urVq+Dz+ejSpUurYtGHK1eNY6mn/VoaW2ty1V7nur7ziiuetjzPDc0VV16MfY6TjqnD3Bzg3XffxZ07d0wdBiGEEEIIIeQe0KVLF2RnZ8PT0xMA0K1bN0ilUvj4+MDHxwenT59mtvXw8EBUVBSKi4vB4/EgkUjg4OCAM2fO3PXxE49dQ+yvx1DnL9cbU05ODqZOnYqwsDAkJyejtrYWgKZINGHCBFy9ehVyuRw9e/aEWq1GYmIiLC0tER4ejj179iAnJwezZs3C+fPnkZiYyDq+QNDQhyLzUjYAQFpehX0//oPK6irOK0V3d3dUVlbC09MTp0+fRqdOnXDt2jUAgEQigbu7O3JzcxEREYG+ffvCw8MDp06dwokTJ6BQKAAAQ4cOxZAhQ3DlyhXExsZCLm/49ytqFKzjbfp4J2YuncKZq8ax1McBALa2tiguLmbtSywWY9CgQbCxsUF5eTmUSiWKi4thZWWF8vJy3Lihf2hhc7ly78+Oheu1rG+LiIhAWFgY4uLiEB8fr3OsGTNmwNPTEwkJCTh79ixkMu5CT2type9cDwgIQGRkJCIjIxEfHw+JRAI+nw8HBweEh4fjxx9/REVFhd48GZIrCHXj0Xee12vNa9dUrhrjyou+c9zf3x+hoaGIjo5GfHw8Dh48CABwcnLC4MGD0a1bN1y8eBFHjhzBc889x/k3SDoOgwtnX3/9NV555ZU26fLanEuXLuGbb77BZ599htdff73dj08IIYQQQgi5dzg5OaGqqgp1dXVMm0AgwJ07d5CXl4fAwEAEBAQgOzsbYrEYkyZNwurVq6FSqQAAo0ePRnV19V0dO/HYNWz6cCcSj2kuxqNfDYHY3oIzJldXV5w7dw5CoRADBw5ETk4OpFIpbGxssHXrVhQVFQEAXFxcAAAnT54EACQlJcHNzQ0AcPz4cRQUFOjEoVSqmMcqpQo/vLwecb8eR5VExsTUWFxcHADAx8cH/v7+4PF4TE60HyclJSEvLw8vvfQSkpOTmaIZAJw5cwY8Hg/Hjx/X2b9cxu75tOOzfUg8ck0nV1yx5OTkAACCgoKQnJwMiUTC7MfW1hZPP/00Tp8+jSNHjjDtnTt3xqRJk7BtW9PzXjWXq8axSCQSndcSAK5fv46SkhKo1Wqm4KLN3d0dZWVlEAqFrDi5tCZX+s717OxslJaWIjIyEqdOnWLlMCMjA87Ozs0Wzgw5rxrHU1NTw3meA61/7bhy9ceKvzgLZ1x50XeO5+TkoKysDEqlEtHR0cjIyEBWVhbKysrw559/QiqV4ujRowD0/w2SjsPgoZqvvfYaJk2adNcfEHdLqVRi1qxZGDNmDB599NF2PTYhhBBCCCHk3uPu7g5HR0cEBgbCwcEBbm5uOhe2SqUSgKYoJRQKoVarmXWnTp1q8TETj13D6yPfx+sj32eKG83F1K1bN2RmZiI1NRUHDx6El5cXAMDS0pIpmnEpKiqCpaUlACA9PR2VlZXNxrfn+wOsuw42FhERge7duwMAMydWUVER7OzsAADOzs6sXl5lZWXIyspCnz59WPsJDw83uOeNvErOmSuuWADA09MTUqkUycnJcHV1ZdrHjRuHvLw8XLp0ibWfwsJCXLx40aBYtGnnqldUT51YuF5LbTk5OeDxePDz82O1Ozo6sopVLdGSXOk717m4uLjAysoKmZmZEApbPmCt8XnFFY++8xww/msHaHrAJR7XzRVXXpo6xwHN30BcXBwmTpwIa+uGIaH1BTbA8L9BYr4MPvOtra2xf/9+jBgxAn/++Sc6deqks83PP/+MmJgY+Pv7Gy3Ab775BsnJydi5c6fBz6mpqWGN026uKk4IIYQQQgi5f6SkpIDP5yM6OhoCgQA8Hg+JiYkYPHgw+Hw+5HI5cnNzAWgu0Hk8HmbOnInExETk5eWhtLQUV69eBQB4e3sjPDwcRUVFcHJyQnp6OvLy8phjldwqxWjBVFbhzdCYkpKS0Lt3b0gkEojFYqSlpQEAEhISmv03JiQkICAgADExMUhJSbmrYp+269evw8vLCyEhIZBIJMjJyUF+fj4GDx7MDLes7/VV78KFC5g8eTLi4uKY6zMnJyedIogxYvH29sa4ceNQVVUFgUCAv/76C4Cmx1JwcDD27NnDua+UlBSoVCoEBQUhJiYGGRkZqKioQFRUFH7++WedXmONZaZnIiDUnxULAJ3XsrGEhAT06dOHGWYoEol05hqrjyk1NRVlZWUAgJCQEOzevRs1aDqupnKVm5vLea5zCQgIQEZGBqqrq5GZmQkA6N69O5ycnCCRSODn58d6fe8mHqlUynmeG/raAYCfnx+8vb0hkUjg6uqKtLS0Jnt5vT7iffB4PFjaiNFjtj9EdkLO94CCgoImz3EAiI+PR9euXfHII4/o9IAz5t8gMR2DC2fdunXD4sWLMXPmTAwcOBAHDhxA165dWdtERETgyy+/RGJiImJiYjBhwgT06tXrroO7ceMG3nvvPbzzzjsICAjgPEm5LF++HB988MFdH5cQQgghhBByb1OpVDh37hzOnTvHtJ04cUJnO6VSiY0bN2LYsGGIiYmBnZ0d8vLysGPHDtja2mLq1KlYs2YNqqqqMGzYMHh6erIKZ2o1mi2aNRVT4x4umn02vz+1Wo3s7GxkZWXdVU+hxqRSKVPQqFdXV8cMR+O6VktPT0d1dTUiIyNx/vx5eHl54ebNm20Sy82bN7F69WqdbR0dHcHj8VBVVcW5L+14vL294ePjg8OHD0MmkzVbNAOAykrdWADu11JbYmIihg8fDmtra8hkMgQEBCA9PZ01J1pGRga8vb3h4eGBY8eOAdBclwcGBiKx5EqzsQHcuVKpVJznurbo6GgolUr06dMHGRkZTLuXlxf69euH9evXA9B0sBkyZAgOHTp01/EUFxdznueGvnYuLi6IiYlhYuLz+Zg3bx42bNigd444QPM3Ui2VM39PXHlp7hyvt3fvXsybNw99+vTBhQsXmHZj/g0S0zF4qCaPx8Ojjz6KuLg4lJaWYuDAgTqTYUZHR2PlypXYu3cvMjIy0KdPHwQFBd11cPPmzYOfn1+L5zVbsmQJJBIJ85/2BxchhBBCCCGEGMrKygpVVVXYu3cvVqxYgZUrV0KlUmHUqFHo1q0bM58VoJnLqHGhRCAUQGwt5tp1u9AeMtbe1Go1Ll68iKioKACaHlTaRZj2UF5eDrVaDRsbG871fD6fuYujSqVieilp32ygLVRXVyMtLQ29e/dm4uAqiKpUKty+fZv1PO3hqW0lPj4eR48exf79+1nt4eHhqK2tRUhICEJCQqBQKJosTrWGoa9dREQEq/CmUqkglUoRFhbW5P4tbcTw7+4DgVDQ6lhlMhn27NmDUaNGsYYJ18dDOjaDC2f1Bg0ahNOnT8PW1hYxMTH4448/dLZxdnbGli1b8OCDD+L69et3FdjWrVtx4MABrFq1ChYWuhNTNkUsFsPe3p71HyGEEEIIIYS0lJubG2vOpZKSEsTGxsLd3R08Hq/Zm6c5dXbAfulm/JL+HUY9PQx8QYsvwTq0ixcvwsXFBaGhoZDL5Qb3vjMWqVSK9PR0vdMJ+fn5wdbWlllufEfHtpSQkIDevXvD29sb+fn5erczZeElJSWFNe+aSqWCXC5HWloa0tLSkJCQwLoDrTEZ+tqJRCIIBOziF5/P12lrbPrSR7Huygo4dXYwSrxZWVm4dOkSJk+e3OyxScdi8Lu2dhU5JCQEZ8+eRffu3TF16lR88803nM9ZunTpXQVVW1uLV199FePGjYOvry9ycnKQk5PDdMWsrKxETk7OXU+cSAghhBBCCCGGqp/3qJ6rqytyc3ORmpoKR0dH1g/19ROfN+bV1QNvbngR61O+MZsCmmdgZ8z7+uk2PYZUKkVqairGjRuHK1eaH17IF/Ax+pnhsHPm7mV0N/bv3w8fHx/07NmT1S4Wi+Hq6orS0tJm92GsXGkXW3Nzc6FQKNC9e/e7mpe7LXLVnMTERPj4+LCGHtb3KKxnzPPKkNdO+y6yACAUCuHo6Ijk5GSmjStXO7/Y16rYuArncXFx4PP5zA0FyL2Bpzaw5O/i4oKSkhJWm0wmw9SpU3HgwAEsWLAAX3/9NWu9SqWCjY1Ni+/EWV5eDicnp2a3W758ORYvXtzsdhUVFXBwcIBEIqHeZ4QQQgghhNyHVqxYcVd3tvP19YWnpyfTg0UkEsHS0hKxsbGoq6uDr68vevfujdzcXPB4PGZy+Xp2dnZYuHChzn7zMwtwZMtJ5FtkoabOsInVGwsJCYGPjw/Cw8MBAFevXkVeXh4zh1TXrl0xYsQIqNVqHDx4kDWfl0ggxpuL34BAKMBY0TQoFZpeTV5B7uj6hDuUPMVdxcTFz88PvXv3xu7du5vcTgAhnp3xP3h19cDu7//Cjy//wqx76r2prcqVWCzGoEGDYGNjg7KyMtTV1UEul+PKlStQqVQIDAzEyJEjwefzkZCQwJqnyli56tKlCwYMGAAHBwecOXMGly5dQnR0NMrLy5GRkYG+ffsiMjISjo6OuHDhAkpKStCvXz8AwNGjR2FlZYVhw4ZBIpHg+JHjGD18rFFz5e/vj549eyIyMhJXrlxBfn4+5xxtgYGBCAkJQVFREQQCAZKSkphr/rY4r5p77QDNue7l5QWpVAoHBwekpaUxvfiaOq/iVDvv6r0hICAAAwcOhIODA86ePcu6w2enTp0QHR2Nv//+u8m/QX3vDcT8GFw4q38DaTzZv0qlwrx587Bu3TpMnjwZW7ZsYY259vLyarLbKZe6ujrmLijaioqKMGfOHIwZMwZz585F9+7dDZpDjQpnhBBCCCGE3N/utnDWWs1dHJtDXAuHv4srJ1IAaHrmjPmsn8ljAoBR/CnM49lfzEQeL9PkcVGuDI+LctWyuIj5alH/4EWLFkGpVLJ3wOdjzZo1+Oijj/DHH39g5MiRrJ5p+ibya4qFhQUmTpyo89/o0aMBaCrhEydObNWNBwghhBBCCCGEAG9te5V5rFKqoFKax2TmDq4Nw922fdp0b7X2QrkyHOWK3CsMLpyNHTsWJ06cwJgxYzhvt/v222/j119/xYULFzBo0CBkZ2cbNVBCCCGEEEIIIcbn6u4EgbDh0rCyVGrCaBrMeOdR5nFFiXnERLkyHOWK3CsMLpz9/fffKC4uxrx58/DZZ59h5syZOts8+eSTOHDgAG7fvo0BAwZwjoduDX9/f6jVaqxevdqo+yWEEEIIIYSQ+1m3AcHM47pa481v1hqTXnqYtVwtlZsoEjbKleEoV+Re0KKhmra2tnj00Uexfv16bNq0iXObkSNH4t9//4WFhQViYmJw+/ZtowRKCCGEEEIIIR1NtVSOxOPXIC2vMnUoLDXVtchNzWem4nlry8smjog7V/YutsxjWWXLbjpnLJQrw5ljrriYQ65IxyFsfpOW69GjB86ePYsHH3wQ165da4tDEEIIIYQQQojZq5LI8PqI9wEAbr6u6BLph8GT+mH008PB4/FMFldlqRTPhb0CsZUIAT18ERQVCB6fB7XKoHvHtQmuXPWKicDxHacBwGSxUa4MZ4654vL44klY+4amM5C5xUbMT5sUzgDN3TRPnTqF119/va0OQQghhBBCCCEdRlFuMYpyi3H2zwQERvqja68AU4eEmupapJ7PROr5TNg62UBaZh494+pzZU4oV4Yz11zVm/LaI0zhjJDmtGioZkvZ2dlhzZo1bXkIQgghhBBCCOlQxFYiuHg5mzoMHUMe7W/qEHSIrUSwcbQ2dRg6KFeGM8dcAYCds23zGxGCNi6cEUIIIYQQQghhe+z18XByczB1GCzW9laY+9VT4AvM6xLxsdfH44klk0wdBgvlynDmmisAmLZogqlDIB1Ei8/ev//+G88++yweeughLFiwAImJiaz1crkcs2bNwjvvvINNmzbh7NmzRguWEEIIIYQQQu6GWCw2yXGVNUqdti0f7cKWZbsAmE9csopqzIp4DYGRfpwxmyImQJMrRa1S7/r2QLkynDnmSt/f2LQ3JgIwXa5M9bdPWo6nVqsNngnv+eefx4YNG6D9FAsLCyxevBgffPABa9uUlBQMHz4cJSUlUChMe9vZiooKODg4QCKRwN7e3qSxEEIIIYQQQtpfcnIyjh49ipqaGoOfo1SoUFZYDgAQW4tg52QLeVUN606Grl7OKL1dDpVSxXquUCSEpaUlknZkoCSlgnP/3QeGYPTLg3Hm/BkoVeyLd76AD2d3R87nVZZJUSOrBQA4uzuCL+Cj5FYZc51mZWsJsZUI5XfYx+XxACtbK8gra5B5MJ8zLoFQAMcgG/iNcINALNBZ7+hmD6GF7lTZbZ0rvoAPp2BbzrgoV2yUKw2hSAhHFweMfWgMwsLCOP/Nk12fhagz3yi5agmxWIwRI0bojYuYF4MLZxs3bsT//vc/TJ06FY888ghcXV1x48YNbNmyBcePH8f06dOxadMm1p1hunXrhvT0dOZWtKZChTNCCCGEEEJIS+Wl5eN/3V4BAIQNCMa3p5ZBoVDgQdETzDbBfbqgx7Du2PXVn5z7sHW0gbS8CpbWYrzz+0J8+eyPKCuUNHvsqW9OwKxPn+Rct2DgW0g5mwEA2JD2LbyDPDHDfx5rgvgvDr+LN2I+5Hy+nYstKkukAIDRzwyHnbMtdq3Y32xMAPCXbAtEliKddsqVLsqVeeTqwedi8PKqWRAI2YUxpUKJF/stQealbM7ntTRX5N5lcFl01apVWL9+PX777Tc88cQTGDVqFJ5//nkcPXoUx48fx/nz5zFr1qy2jJUQQgghhBBC2s2xbaeYx+kJWVCpVODz2ZdQ6Reu4/xfF/XuQ1pehYETovHFkffQd2xvbMtfi34P92722J5dOnO2K5VKZCRcZ5aP7zgDAHBq1DNm8ZiPYedkw7mPyhIpXL2d8dzyGXh51WzM/fJpfH7oXYitdAsX2pw9nDiLGwDlqjHKlfnk6sDPh3F2f4JO+5k/L+gtmgEtzxW5dxlcOJPL5Xj66ac51w0ZMgQXL15EaWkpXn/9daMFRwghhBBCCCGmoFQqcXDDUWZZUavEyT/O4UbyTZ1t81Lz9e7HztkW8795FqF9gwAAfD4fH/+5BM98OK3J47v5deJs//f3s1DUNYzoOfjzYahUKsilcnb8ChUqy6oaP50xYtogPL5oIkRiCwBAr5E9sC1/Dexd9N9psLOfK2c75UoX5cq8ctW1V4BOe9deAXqLgEDLc0XuXQYXzlxcXJpcb2tri127dkGlUmHRokWtDowQQgghhBBCTOXf38+yhqgBwKYPdyLx2DWD92Ftb4U1l79EZ44L8BlLH8OXR97X+1yu5yiVSmz+6HdW2+2cOzj5xzmUFJQZHNeMdx7DrM9n6rTbOtri96L1CI7qYnBMAOXK0JgAypWhMQFtnyt3fzesvvwlhCLdOdf0xdVUrsi9y+DCWUBAAC5fvgwAOHbsGH7//XedbXg8HlasWAEfHx+89dZbRguSEEIIIYQQQtoL18UxAORczcPJ3YZfIMsqqnHub/1DyG6k6PacqXdmX7xO27+/n+XsbbPpw52QVVQbHNf+1bHQN9W1Wq3G7ZwiznUXYhNRXsye+J1yRbmq1xFzdXZ/AnMn0sbcfHV7wjWVK+p1du8yuHD28ccfY/bs2di1axcmTJiAadOmobCwkHPbF198EQMGDEB+vv7ukoQQQgghhBBijvRdHANA6n8TgusT3CcQkSPCmeUfFqxHRWmlznaSkgr8+MoGZtk72IO1/qfFW/DmAx9CoVAA0F9IADTFhMZ3FNTG4/Mw58ungP/u4ya5U4Gv56zh3Par51ah4r8J3huTllVhus9cViHCFLlqjHLVgHJlnFwNnzYQltZiVltzuaJeZ/cugwtn7u7u2L9/P44dOwZfX19MnjwZbm5uercfP348jhw5QrdXJYQQQgghhHQoe1Ye0LuuprqWs93NzxUvrnweP5z/FJ/8tQSWNpqLbkWtAm899InO9kvGLoPyv3mSrGwtsSbpK6y7sgK2WnMuXTpyBdM8ZuFGyk0kHr2mt5DQlAGP9MH2W2vx2MLxmP7Wo0z7wZ+PIP1CJmvb1PhMxG481tDA091fXU0dlo5bju9f/AlA++dKaME9rI5ypUG5Mk6u3tr6is72zeVqz/f6YyYdm8GFMwBwc3PD999/jytXrmDnzp3g8TjOeC19+vTBlStXWhUgIYQQQgghhLQncaOeJlwaXwtZ21piwvwxAACRpQhLtrzMrEs7n4kD648wy/vXxLHuyvfWb69AJLKAf3cfbC9Yh55avWUqSqSY1WNhk8PNAE3vH03s7LsTvvv7a3BycwQAPPvR43APaOj88Pa45czwMpVKhaXjljPrPAI7I7h3w5xUfAEfFmIhs7zvx3/wXNgrEAq5izOs2IyYq/f+eIO1L58QL+Yx5YpyZaxcHVx/WOd4ombuDtrcetJxtahwRgghhBBCCCH3une2L8RbW1/BlNfGM232rnZ47ef5+P7sJ9hb8Sv+rtmKQRP7MutvpLCnqRn4SDSiRkcyy9/NXwdpuRQVpZX44eX1THv0g73Q/+EoZlkkssAXh9/D7C9mMkULtUqNP775C936B+HVtXNg72rHbD/l9Ufw9m+vYGfhOuyt+BX7pVtYPXrWvv4rK65PY5cy+y0vqsB389cBAL6evQaSO5p5pnh8Hj6LfQeLNi9gnqdSqrDq8ufw7OrOtOWm5iP5XAYeXzKpXXNl42DNtFVJqihXlCuj5+qXd7ajsfBBofj+7Cd47ef5nLl6Z/urOs8h9wYqnBFCCCGEEEKIFltHG4x4fBD6jO3JtFnbWWHssyMQ2jcI1rZWEAqFeP3XF5n1apUa6Revs/bz4Z43mZ46muFiy/HWg59AUauZX8rSRoz3d73OGcOU1x7B6oufw9axYehmytkMrH/7N4jEFkxb9NieGD5tEBxcHGBtawUA6OTtwqw/uOEoa79egR6Y9uZEZvmvdYdweOsJHNTqjfPEksnwCOgM3xAv8AUNl4xrXv0VG9O/x9j/jWTa6uR12LZ8NwquN0z83ta5mvDCGOZ5pbfLKVeUqzbJFZfQvkEY++wIWNta6uTKxsGG8zmk46PCGSGEEEIIIYTcBVtbK1hoFRu+eGYla73IUoRFvzb0rkk5m460+Ib5n5ZseRkiS/3Du7pE+GP77XUIHxzKtEnuVKA4v7TJuOZ+9RTzuLpSzkwEX++5T6ajs18nzYIa+OyphrjdA9zw7EePa8Xgxzy+dOQqAOC1n+bhvV2vQyhqGGLX3J0OjZmrZz+eznpu3K/HKFeUKwDGzxUhABXOCCGEEEIIIeSuafdK45o4fMjkfug1sodOe9ToSAx8JLrZ/YtEFvj6xEd4dtkTnHNMq9W6dz0c+thA1vJPi7bobPPpP0uZ/alVagCaoXSfxi5lbbdIq0ePolYBabnmzoiDJ/XDlpwf4e7fSWfftXombzdmrqztrZjHP7+1FQDlCqBctUWuCKHCGSGEEEIIIYTcpTc3vcQ8VqvUuJ6Uo7PNh/vehHZtgsfn4cM9b7boONOXTMbK+E9ZF/YA8NHUr1GQXaizvauXM/P4wM+6E517B3vigZlDWW1jnhkOr0APVpt/d19m7ioAWP7kd8xjZ3cnbMxciQdmDmM9p/R2Oda+uUnnmMbM1SPzxzKPS26VsdZRrtgoV8bJFbl/GbVwNnDgwOY3IoQQQgghhJB7hK2tFYRadwX87OnvdbY5sfMM1OqGZbVKjRO7zrb4WMG9u2Dn7Z9YdyGUllXhmeAFOLjhCGvbOV89zTyWVVTrDKtTqVS4EJvIajt/4DJzN0Rt2sPqLh66wlrH5/OxaOOLmL70UVb7zi/3YU6v1yGTVjNtxszVc5+wh9Ud2vova5ly1YByZbxckfuTUQtnd+7cMebuCCGEEEIIIcTs9RnVcOe+7Ct5rHVVFTJ8M3etznNWzFrNuvg3lMhSBBcPJ1abSqnCV8+twvuTv2AKFMOnsjs1rH/rN9byDwvWo6zRBOilBWVYvfAXnWPqG1anLXJYmE7b9cQbmOYxC1dOpjBtxsyVdi+pn97crLOectWAcmW8XJH7j1ELZ1xjowkhhBBCCCHkXrao0Z39sq/eYJbffugT1NVoeuWILEVMr546eR2WPry81ccWWzXcXODUnvOY7jsXhTc0dyJ08WwYVvfX2jjm8fWkHOxb9Q+zHBzVhXm85/uDyLnGLjwEhPuxhtV9+pRujx5tljZi5rG8qgYLh72L9W9r5osyZq4enj2KeVxyq+mJ7QHKVT3KlXFzRe59NMcZIYQQQgghhLSCraMt606A9XcTPLzlBK6dTmPaF/36It74peEC/8q/KTi6/VSrjv3OztcQEh3ILJfcKsPTQS/h0ObjeP7zJ5l2WYWmZ41KpcKSBz8B/hu21snHBT/Ef8bMXaVWq7HkwY91juPf3Yd5nBCX1GRMjm4OWLx5AQRCgaZBDfy2fDfmRy+CUCQ0Wq7+98kTrOWj2042GRflqgHlSsMYuSL3Pp5arT3St3WCg4ORnp5urN0ZTUVFBRwcHCCRSGBvb2/qcAghhBBCCCFm7M/Vsdj84U7IKqshr6oBoJlM3NrOCgE9fPHh3kWwc7JlPeftcZ/g/N+XmG33lG/EY27PoU5eBwCIHN4dXx55HwCwcNi7uPKvZpiZyNICu4rXw9LassmYKkor8e6Ez5BzNQ+yimrUX8ZZ2ohhbW+NwJ7+iD94iSlcAMDQKQNwYucZZvnxxZNQI5Nj93cHNHHyeFh3dQX8unkj51oeZke8xux38ivjMG9Fw3xW15NyMKfnG8zypAUP4fLRq7B1tEZ+xm3OXHkFeaA4vwSlBeXM86xsLeHfwxcpZ9KNkqsJDk9BVqkp3ti72qFrzwCUFJRCaCHE7ewiyhXlqt1yNfPdKRg3p6G3Grl3UOGMEEIIIYQQQrT8L+wV5KXm612/dPtCDJsygNUmLZdikvOzzHJQ7wBkXMwGoLkw//3Oz7Cy0cydJJNW672g1+fY9lNY9sQ3etf7hXnj1TVzsHjsx0yhAdAUENSqhgv8Glmt3iLGygXrsXelbvEDAMqLKzDF7bkmY+Ty9m+v4MTvZ/Gv9kTsPLAKMa3J1fuTP8epPfEtiolyZTjKleH8wrzx09WvW/xvIeaPhmoSQgghhBBCiJY+oyP1rhNbidBjSKhO+7XT6az5muov2AHg9Q0vMBfsAGBta4WFa+cwy4nHruH4ztO4dOQKPn92Jc4fuKSz/x5DwyCytNAf85ie6D4oFNsL1qFrzwCmvb64AWjmhaovbrh6ObOKGwAw/5tn4PzfBPFqtRpLxn6MqgoZ5vd5866KG2IrESKGheHdna/hjQ3zIRD+d/nZqOvG3eTq8NZ/8aD4cb3Fjabm36ZcsVGujJcrcm+iHmeEEEIIIYQQoqWkoAxPBb6A2v96o2h79NVxmPsVuzCgVCrxWKfnIC2v0tm+x5BuWHH8Q87jvDJ4KTP/El/Ah0qpuXOhnbMtfi/6GXw+u5/Dj69swO7v/tbZj9hKhF+zVsLZveGuiOsWb8aOz/dyHpfH42Ft0les+aXqXU/KwZxebzBFCGs7S8gq5Zz7qSeytDAoVwXZhXh54NsoK5Rw7uducqWPR5fOKLheqNNOudJFuWqbXJF7B/U4I4QQQgghhBAtLh5OrDvr1RNbiTD1jUd02ktulXEWzfhCPj7+a4ne4yz7+y0ILDQTnWtfsFeWSlF6u1xn+2mLJnL2Ohs3d7TOBfusT59E3wd7cR43ZsYQzuIGAHSJ8MfYZ0cyy80VNyxtxAbnyiOgM747+wnnfnh83l3lSp+BE6MpV6BcmTJX5N5BhTNCCCGEEEIIaWTaoomsu/QB+i+Oi27c4dyHSqHCujc2QaXSvSBXqVRY9+ZmKOuUnM/l2idXQc9CLOQs5gFAXa2Cs/3Q5hPY9tluznUp5zIQ/89lznVcHFztW5Sr4rwSzv2oVWo8E/QS5DLdgkpzueLSZ0xPypWBKFdtlytyb6DCGSGEEEIIIYQ04uLhhH4P925o4EHvxfHtHO7CGQDsXxPH3G1T29n9CfhrbZze5+nb57RFEzWToP+n//g+enu6FOYU6d3/z0u24ov//cAq6lWUVuKbuWtQkl/K+RxLG7FOm4u3k9FyVVYowWNuzyPzcsPcVCqVCrG/Hm8yV8wcV1rCB4VQrjhQrjTaK1fk3kCFM0IIIYQQQgjhMHHBg8xjZ3dH/YUEPT3OAMDKzgo+oZ467b7dvGHjYK33efp6sbl4OMGps2NDjC+O5dxOpVKhKLdY7/4BIPaXY3gmeAHKispx7u+LmO4zF/kZBXq3VyqUGDghmtVWWSLVxGGEXAFAjawG86MWYccXe1FXW4clDy7DV//7ERZi/TdGGD93DKuQAQCW1paUKw6Uq/bLFbl3GLVwZmGh/6QjhBBCCCGEkI6kk5cL8zhyeHe92yUdT9a7zj3ADV5dPXTavYM8sDbxSwx/fBDn8xKb2GdPrVhctWLUVnq7HAoDhqAVXC/EdN95+HjaCtRU16JGVoseQ7vBxVO3QFFXo8Arq2fD1smGaaut1kzeboxc1VOr1Vi3aDOe6voSLsYlAdAUV/qPi+Lc/mZGAb4/t5zVlnMtDwDlqjHKVfvlitw7jHpXzaKiIri5uRlrd0ZDd9UkhBBCCCHk/nbt2jUcO3YMNTU1Bj9HqVChrLAcACC2FsHOyZZzu+JGQ9B4PB7UajWUNUrkHb+DrVd+ajKuf/7+B+UlEp2ChKuXM+dzKsukqJHVAtD0wuELdPtDyCqqIausbogJzA0NoaxRou4mD1f2ZXDuv1O4I/o+0x3SiirWPgDA2t4KltZi1s0LXL2cjZKr3ON3UHtbhYqSSs7nPvDiIFj4qPTmqryooV1sJYKdsy3linJlslw1RSwWY8SIEQgLC2vR84hpGLVwZq6ocEYIIYQQQsj97YcffkBxcdNDzNqC7I4cC15ZwNnrDDBdXPLSWkx68FG8M/4znbsJ9p7fFdadLNs9JtkdOea/9AK+fn4Nrp1K1Vnf+4UgWLvqzofV1ihXhqNcGc7V1RUvvPBCux+XtBzNcUYIIYQQQgi557Wkp5kxCcQCfDrze73rTRUXT8iDolapU9wANDGbgkAswJdP/wBFbR33epFpLl8pV4ajXBnOVH/7pOWEzW9CCCGEEEIIIeRupV/IMnUInFa9ttHUIehIv5AFlcr8BkVRrgxHuSL3GupxRgghhBBCCCFtSKVU4XZOkanD0FFWUA6hhWl6AemjUqnhHexl6jB0UK4MR7ki9xrqcUYIIYQQQgghbWz59G/w7elPTB0GS42sBnslvyL7Si6uJ+Yg63IO0sygd5ydszV+zVyJzMs5uJ6Yg+tJN5B0ovm7JrYlypXhKFfkXtPmhbNly5bh7bffbuvDEEIIIYQQQojZSo03feGAy5+r/8G0Nyai+8AQpm3FihWorOS+A2F7SIvPgkeXzvDo0hlDJvdj2r/4/AvIqmUmi4tyZTjKFbmXtPlQzV9//bWtD0EIIYQQQgghrSYSiVj/NyZzHa65/bO9pg5Bh75cCYQNw//a8rXSR1+uTBFLvbvNVVvH3NR5Zap8met5Rcxfq3qcKRQKFBUV4fbt2ygsLERhYSHrcX5+PjIzM40VKyGEEEIIIYQYjZ2dHQYMGIDY2FgAwJw5c1BUVIS0tDRcvnzZ6Mf7dOZ3+Obfjw2OqVOnTpg0aRKqqqrA4/GQnZ2NU6dOGTWmylJpi7bXjs/a2hrh4eG4c+cOHB0dcenSJaPF1VyuGr9WFhYW8Pf3R79+/bB582ajxaFNX64axyIUChEeHg6ZTIbQ0FDs27evTeKp19Jc6WszpqbOq8bHbo/zvF5Lc9WW5zjpOAwqnH311VfIz8/XKZCVlZXpbKtWs+9UwePxjBMpIYQQQgghhBhRaGgorKysmOVjx47hypUrRj2GhajhkivlXEaLYhIKhVi7di0AoHv37khNTTVqbPV+X/EnHls43qBtteMbPHgw0tLScOPGDTzwwANwdnZGaWnpXcfRklw1fq3q6uqQkZGBgQMH3vXxDcGVq8axdOrUCc7Ozrh8+TKGDh0KoVAIhUJh1Dhakyt9bcam77xqfOy2Ps9bkytjn+OkYzKocHb58mVs2bIFPB6PKYzxeDw4Ozujc+fO6Ny5M9zd3XH06FG8+uqrcHNzQ+fOnWFhYYHx4w17AyaEEEIIIYSQ9tKlSxdkZ2fD09OTaXN3d0dlZSU8PT1x+vRppt3DwwNRUVEoLi4Gj8eDRCKBg4MDzpw50+xx7JxtmccqhQp3bhajk7crAKBKUtVkTAUFBQAAX19fFBQUQKlUAgACAgIwYcIEXL16FXK5HD179oRarUZiYiIsLS0RHh6OPXv2ICcnB7NmzcL58+eRmJjIOhaP39DB4bdPdzMFDqVCCbWK3RlCX3wlJSWwtLQEAFhaWsLd3R2lpaWIiIhA37594eHhgVOnTuHEiRNM4Wjo0KEYMmQIrly5gtjYWMjlcmb/tk42BudK32ulj1gsxqBBg2BjY4Py8nIolUoUFxfDysoK5eXluHHjht7nNperxrEUFBRAIpEgOjoa586dY/7tXbp0QUREBMLCwhAXF4f4+HidY82YMQOenp5ISEjA2bNnIZNxz73V2lxxtQUEBCAyMhKRkZGIj4+HRCIBn8+Hg4MDwsPD8eOPP6KioqLJPBtyXnHlC9A9z+u15rVrLleNNY5N3znu7++P0NBQREdHIz4+HgcPHgQAODk5YfDgwejWrRsuXryII0eO4LnnnuP8GyQdh0FznG3atAlHjhxBZGQk5s2bh7y8PNTW1uLOnTu4evUqDh8+jC1btsDPzw9vvPEGnn76aYwdOxYxMTHo2rVrW/8bCCGEEEIIIcRgTk5OqKqqQl1dHas9Li4OOTk5EAgE8Pf3B6C5aJ80aRL+/vtvnD17FmfOnIG3tzeEQsNmveEL+OALGy67PpnxLTIvZ+P9R7/ARKdnUFYoaTImAAgLC2P1crGxscHWrVtx6NAhnDx5Enl5ebh58yZOnjyJQ4cOYevWrbC11RTsjh8/juvXr+sGplUbqyiuRE11DXZ/9zem+81DSYHuyCKu+BISEqBQKODj4wOVSsUUPJKSkrBr1y7weDwkJyezeludOXMGJ0+exL59+1hFMwCaXGgNWNKXK4D7tdLH1tYWzz//PMrKyvDnn3/i33//xenTpyGRSDB27Ngmn2tIrrhikclkiI+PR48ePeDi4gIAuH79Oo4ePYpr164hOjpa5zDu7u4oKytDUVERjhw5ordoZoxccbVlZ2fj6NGjAIBTp07h1KlT+Pfff7F//37s3r0bzs7Orc6VvmMDuuc5YITXTk+u9Gkcm75zPCcnB2fOnMHZs2fRu3dvBAYGao71X5zx8fE4dOgQVCqV/r9B0mEYfHOA4cOHIyEhAZGRkcyvFo1xDcvctm1b6yIkhBBCCCGEECNyd3eHo6MjAgMD4eDgADc3N0RERKB79+4ANMWyei4uLhAKhawpaVo6/1K3fkHM46snUzGv95s4tVtzPaVUKPXGBGjmFLOxsWHtz9LSEkVF+m80UFRUxPSSSU9P57yTYeMpdqa6z8KPr2xAKUfRTF98Xbt2hUAgQF5eHkQiEXJycpjty8rKkJWVhT59+rD2Ex4e3nTPG62wrv7LnSt9r5U+48aNQ15ens78VIWFhbh48WKzz28qV72ieurEEh0djaioKACASqXSKTjl5OSAx+PBz8+P1e7o6AiJRAKD3WWuWpI/FxcXWFlZITMz06BicXPnlb5jc53nQOtfu4bAGh4mn07n3IQrtqbOcUDztxYXF4eJEyfC2tqaaVepVMxjfX+DpONo0V01eTweZs+ejW3btmHXrl149tlnkZ+f3+RzwsLCWhUgIYQQQgghhBhTSkoKMjIyYGFhAYFAAB6Ph+vXr0OhUCAkJAQSiYS5QC4sLASPx8PMmTMRGRkJZ2dnVFVV4erVqwAAb29vjB07Fr1790ZMTAx8fHxYx5LLauAf7tvQwD0KkjMmALC2tkZVFXvoXUJCQrP/xoSEBAQEBOD555/HoEGDmt1eVlnd5Hqu+EpLS+Hk5ISoqChcu3YNNTU1rOdcuHABPXr0YBVInJycUF5e3mw8TeF6rQQCAcLDw+Ho6Ijw8HAIBJo7Jdra2iI4OFin4KH976qrq0NQUBDmzp2LmJgYREdHY+7cubCwsOB8jnauMtMzdWLJzs5GTU0NQkJCUFRUxHnDvISEBFZRUSQS6eSvPqbhw4czQyinTp2qNy5Dc6XvXOcSEBAAkUgEpVLJ/Du6d++OwYMHo0ePHhg3blyTxbfG55W+Y3Od54a+dgDg5+eHQYMGITw8HMOHD4eHh4femFRKFR73noOfFm/BwfVHIJfV6I2tuXMcAOLj43Hr1i088sgjOuta8jdIzNdd3VXT3t4eX375JTIyMrBw4UL06NEDb7zxhrFjI4QQQgghhJA2oVKpcO7cOZw7d45pS0tL09lOqVRi48aNGDZsGGJiYmBnZ4e8vDzs2LEDtra2mDp1KtasWYOqqioMGzYMnp6eyMvLY54vLavC0TWG9YzhiqmwsJCZP6le4149XNRqNbKzs5GVlWXwsNK7iU/7cWPp6emorq5GZGQkzp8/Dy8vL9y8ebPVcUilUp3XSqlU4urVq0xBs56joyN4PJ5OUaaedjze3t7w8fHB4cOHIZPJOIfNNlZZqRtLcXExiouLAXCfUwCQmJiI4cOHw9raGjKZDAEBAUhPT2fNuZeRkQFvb294eHjg2LFjAIBu3bohMDAQiSWGTezPlSuutsaio6OhVCrRp08fZGQ0TKjv5eWFfv36Yf369QA0Ba8hQ4bg0KFDdx0PwH2eG/raubi4ICYmhomJz+dj3rx52LBhg97hriW3SrH98z2af+urIRDbW3DGVlpa2uQ5Xm/v3r2YN28e+vTpgwsXLjDtxv4bJKbRqlcvKCgI27dvR2xsLCZNmoSSkhJjxUUIIYQQQgghJmdlZYWqqirs3bsXgOYiffz48Rg1ahRu3rwJiUTCXNgfP37clKFy0h4y1t7UajUuXryIqKgonD9/HkFBQe2eo/LycqjVas5hgICmyCIUClFbWwuVSsVMVH/t2rU2jau6uhppaWno3bs3Tp48CT6fz1kQValUuH37Nut5hgxPba36mwNoHxvQDLWtra1FSEgIAEChUDQ5F1trGPraRUREMIVKQJMzqVSKsLAwVhGrLclkMuzZswdTp07V6SFnyr9BYhwtGqqpz+jRo/Hnn39i/vz5ePjhh1kV2S+++MIYhyCEEEIIIYSQdufm5gYvLy9muaSkBLGxsXB3dwePx+Oc51mbraMNHls4Hs4ejm0cqXm6ePEiXFxcEBoaCrlcblBvOWOSSqVIT0/XewMBPz8/5kYKAFBbW9tOkWmGa/bu3Rve3t5NToFkysJLSkoKa941lUoFuVyOtLQ0pKWlISEhwaC7mt4NQ187kUjEDM2tx+fzddoae2jOKLy6Zg5sHbkLcy2VlZWFS5cuYfLkyc0em3QsRimcAYBAIMDLL7+MTZs2YfPmzXjmmWfw+++/47333jPWIQghhBBCCCGk3Q0ePBh8fsOlk6urK3Jzc5GamgpHR0fY29sz6+onF69naSPGnC+fwvb8deDxmy6ymYLYWtSm+5dKpUhNTcW4ceNw5YphwwuNbf/+/fDx8UHPnj1Z7WKxGK6urjp3ctTHGLnSLrbm5uZCoVCge/fuqKioaPW+20NiYiJ8fHxYQw/rb4SgzVjnlSGvXVJSEnMzDQAQCoVwdHREcnKy7g61/gTz0wvw0KwHYGlzdz34uArncXFx4PP5sLOzu6t9EvNk9IG2zs7O+P7775GUlIRHH32Uc/I8QgghhBBCCOkI1Go1MjMz0b9/fwgEAohEIlhaWiI2NhZ1dXXYsWMHRo4cidzcXPB4PNZ8UI2FRHdF6rn/1vMAqAGB8O57poSEhMDHxwcBAQEAgAceeAB5eXnMPE1du3ZFcHAw1Go1srKyWPN58fk8zPv6GTw8+wGMs3mSabe2t7rrePSJj4+HUqnUO1eVtkETo/HkO1Pw7fx1RsuVVCrFTz/9hEGDBmH8+PEoKytDXV0d5HI5c6OFwMBABAcHg8/no6qqijXEz1i56tKlCwYMGAAHBwfweDxcunQJ8fHxzM0S+vbti7CwMDg6OmLEiBEoKSlBcHAwACA/Px9WVlbw8fGBvb09Cm7chmiivVFz5e/vzxSoYmJikJ+frzO/V1FREfbt24fRo0ejqKgIAoEASUlJzHpjn1eGvHYFBQU4fPgwhg0bBqlUCgcHB+zYsYN1J0uu8+rqvyl3FROgmfR/4MCBcHBwAJ/PZ+7wqVQqsWvXLkRHRwNo+m+QdBw8dRv2lU1OTkZERAQUCkVbHcIgFRUVcHBwgEQiYf0aRAghhBBCCLk/rFixgnUh3V7s7OywcOFCAEB+ZgGeCV7ArNuQ/g127N2OSqlp45rk8gykZZqilkMnewx4IwzSKmm7x2Rra4vXXnsNAOWqOZQrwzWVq51F67D+1/Umf28g5s1oQzW5hIWFISgoqC0PQQghhBBCCCEdgldXD/AFDZdg3879iTV0zFSmLBzPPJbcqTDZkFLtYW+Uq6ZRrgzXVK6WPf6tKUIiHUybFs4A4MiRI219CEIIIYQQQgjpEIKiujCPr7RiqJgxTX/7UdayvMo8ptuhXBmOcmU4c8wVMW9tXjjz8PBo60MQQgghhBBCSIewZHPDMDFlnRJqVfveZVIf7TsLyipkJoykAeXKcJQrw5lrroj5avPCGSGEEEIIIYQQjcZDxSpK23/OJy6TX32Yeawyk0IC5cpwlCvDmWuuiPmiwhkhhBBCCCGEtJGSgjK8/+gX2PTBTpzacx4F2YUIjPRj1tfV1JkkrvKiCnw7by32r4lD8tl0PKY1H5WpUK4MR7lqna49/ZnHpsoV6TiEpg6AEEIIIYQQQu5VapUap3afx6nd55k2327eJoxIQ1GnwP41ccyyhUgIkZUItdW1JouJcmU4ylXrLNq8AM91e8XUYZAOgnqcEUIIIYQQQkg7yk25abI7DOpTV6uAi6eTqcPQQbkyHOXKcL4hXqzhmoQ0hc4UQgghhBBCCGlHoX27oovWsDpzMferp00dgg7KleEoVy1jjrki5okKZ4QQQgghhBDSjkRWIiz69UVTh8HCF/BhaSOGjYO1qUNhoVwZjnLVMku2vGzqEEgHQYUzQgghhBBCyD1PLBab5LjKGqVOW9LxZLwZ8yHA417fHhofV6VUYdGoj+Ad4mk2MQGUK0NjAihX+uj72/cN8QKPzzO7uIj5oZsDEEIIIYQQQu55I0aMwNGjR1FTU2Pwc5QKFcoKywEAYisR7JxtoaxToqxIwmzj6OaAKomM8858IpEIecfvMMuuns4ovlUKQHP3QQC4cbQIfiPcIBAL2M8VW8De1Y4zrspSKWr+m2zd2d0RfAEfpbfLoVKqAAA8Pg9OnR1QWlCu81y+gA8++LhxtAgAYGVridqaOijrNMWDtPOZcKm054wJAJw9nMDnmEeLckW5MsdcWVqKERXRh/PfCwC+3bzaLFcuHvrndhOLxRgxYoTe9cS88NRqtdrUQbS1iooKODg4QCKRwN7e3tThEEIIIYQQQjqAxGNX8frIDwBoLuy3568FAIziT2G24Qv4eGT+GOz5/gDnPizEFqirqUPU6Eh8/Odi7PhiH355Zxuauwx77pPpeHzxJM51Uz1noex2OQBgxYkP0WNwNzwT/BLyM28z2wx5rD/O7I2Hoo67N43YSgQej4d3dr6GwJ7+eHng2yi8cYdz24Z/ixB/ybaCx9MtcFCuGv9bKFfmkitbRxv8EP8pPAPdWe35mQWY0+t11FRx3/GztbkaOmUA3tm+UM+/mnQkNFSTEEIIIYQQQjjsWdlwIV56uwxlheWQSatZ26iUKvy56h+9+6irqcNrP8/DJ3+/BaGFENPfmoyV5z6B2ErU5LHd/DpxtpcUlDE9cABgz/d/AwDsOrE7CPz7+1kIxRZ69+8d7IEtN1ah74O94OLhhF+zViJmxpAmY+rs14mzuAFQrhqjXJlPrqTlVbiRfFOn/ca1m3qLZkDrc3Vi5xl8/PjXevdPOg4qnBFCCCGEEEJIIyUFZTi7/2JDgxrY8cU+XD2ZorOtUqHSu5+HZz2A0U8PB5/fcOkV3Kcrdhb9BEc3/aNh3P25L9p3fL4X0OpUdGbvBZQVlqM0v1RnW7lUzrkPV28XLFg1G/YuDcPQ+Hw+Fm9agKc+mKo3ps7+bpztlCtdlCsNc8lVv4d767T3G9cbDz0fo/d5xsjV8R2nsewJKp51dFQ4I4QQQgghhJBGdny+F4paBavtz1X/4GJcksH7EFoIMPurp1jFjXpWNlb4Jf17gLujDVx9XHTaSgrKsH9NLKutrlaBHV/sg6S4wuC4BozrjbD+wZzrZr4zBSOeGMS5TiTSnZsKoFxxoVyxmWOuBAIBZn/5FPhC7rIIV4+zu8nVse2n8e28tQbHTMwPFc4IIYQQQgghRAvXxTEA1FTX4vS+C80+ny/QXGYp6pR4Z9ynerdb+vByVs8VbQsGvIWiXPbcUDs+34taue4E6Ht/OIAamf4hZ4BmsvZ6+9ccwo0U3aFrAJB9NRdHt53iXHdm/0X88u42VhvlinJVr6PmSsXRW83OyQbO7o467Xebq0Ob/202ZmK+qHBGCCGEEEIIIVr0XRwDQMH1Qr3PE1oIsHjTS1i08UWmLelEMo7vOK2z7eGt/+LqqVS9+yrJL8NTXV/C4a2aC+7S29yFBACoq1FwttcL6h2ALbmr4OKpucufWq3GkrEf62ynUqk07U3ML7/l4114se9iyGWa4XqUK/37olxpdLRc8fg8LNq0QKeXWmty9cCTTc/zRswbFc4IIYQQQgghRMuF2Mv6V+q5+B86ZQAO1GxDzIyhGDl9CMIHhTLrPn/2B6YgAAAyaTVWPL+KWe7auwvnPpUKJT598jsse+JrJB67preQ0JSdRT/jxwufw87RFssPLkX9HOx38kqw+vWNrG3XvLYRJbfKAAA8Hg9iGzGzjsdvGPuXdiELUz1mIeVcOuUKlKt7LVdqlRrdh3bT2f+VEyl3nauXV81u8fOI+aDCGSGEEEIIIYRomfDCg3B0c4BI6w6FPB4P1nZWCIjwhV+YN3qN7AFbJxtmfUJsImsfH/+1BBb/3X2wtroW74z/jFn3zrhPmQtwkaUFvjr2PquAED4kFJZaxYVj209j7RubENQ7ANZ2Vqw7EIqsRHDq7IDug0Lg390HE18ay4qj/E7DvEsB4b4YP79h/R9f/4W8tHwAwI3kPOz+ruEOhpMWPIiHZz3ALKtVagya1JdZrq6U4+WBS+Ee0JlyRbm653L1xczv0VivmB7o1j+oVbkiHRNPrVY30WHy3lBRUQEHBwdIJBLY2+u/wwghhBBCCCGE1Lt4OAmLRn0EAHAPcMOmrB9Y6w/+chRf/e9HZjlOtZO1PvbX4/jimZXM8ru/vwalQollj3/DtL215WWMeGIwZkUsRM7VPACAhdgCv9/5GQuHvousyznMtgILAZZsWoCfFm/G7RzNPFWfH3oXvUb2YB33QfHjUNQpAQBdewdg1YXPmXUqlQpP+MxBaUE5AMDN1xVbclZhuu9c3LlZAgBw8XLC1huroVKp8KDoCea57+16HdLyKnw9ew1UyoZ5oboNCMaMtx/F0nHLKVeUq3smV39Xb4U+M7vMv+tckY6HepwRQgghhBBCyF0Y+8wI1vIv77EnOB/91DB0G9Bwl8FPn/wOXzzTcOEfPigUI54YDAB445eGOZnqauqgArD64heY8vojTLuyTomPH/+62R4sPUeEM4+vJ95grePz+Vh+4G3mrotFucV4od8iprjB4/Gw/MBS8Pl8CIVC1uTvP776C8Y+OxIb0r6FU2cHpj3lTDo+mraiyZgoVxqUq46TK6m0usljN6WpXJGOhwpnhBBCCCGEEHKXnLTuvLfn+wM665cfeBsWYiEAoFZexwwPsxBb4OO/ljDbBffuwhoq9tV/F/ezP5+JLw6/B7F1w5A1eVVNkzEt2bqAeaxSqpD737C5el0i/DFu9ihmOT3+OvN4/PwxCAj3ZZbHPNtQmLiTVwwA8Ozijm35a9F/XB9mXU0zMQGUq3qUq46Vq7vRXK5Ix0KFM0IIIYQQQgi5S88uaxhyVlUu01lvY2+NBT/O0ml/Zc0c2Nhbs9p8Q72Yx+f+vsg87jkiHNvz18I/3EdnP1c47gpo72wPoYWAWf6MY76ml354ntW7BwCcPRzxwrfPstrmfPVUw4IaOLX3PABND6OP9i3CK2tmgy9gX1aW3CpFba3uJOqUK8pVvY6Wq5YyJFek46DCGSGEEEIIIYTcpQefHcla3vTRTp1thk8byJpMnMfnYfjUATrbvb7hBeZxnbwOcnnDXQBtHGywLmkFJi14iH2893bgK627A9aLGBbGPM68lK2zns/no8/YXqy2fg/1Ap/PvkTUGVb38gbW+odnjcL65G9g49BQgKirUWCa+yxcT8phbUu5olzV64i5aqnmckU6DiqcEUIIIYQQQkgraPew+ePrv3TWvzfxC2jfk02tUuO9yV/obBca3ZV9Z7+ndIeKzf/mWZ0ePQfXH8HTwS+hvLhhjqrGQ8XyMwtYz8nPKMChTcfZ+9lwDLeu39Y55qinhjGPi/4bVqfNK8gDb217ldUmLa/C3N5vYudX+1jtlCvKVb2OmitDNZcr0nFQ4YwQQgghhBBCWuHpD6Yxj6XlVax1p/acx8VDSTrPuXDwMs78eUGn3SfEk3l8dn8C5/HEViKdtluZtzHdZw7O/PccR1dHCLSGii1/8jvW9ovHfAS1SlNIqO+Jo1apsXjMxzr7nvfNMw0LanDGLRTqXlqqVWqsfWMT3oj5gBliR7miXNXryLkyRHO5Ih0HFc4IIYQQQgghpBUe1poQHQC2LtsFAKiV1+JTrYvl0L5dERzVhVn+ZPq3OnM2vfbTPOZxrQFDxfqPb5hIva5GgXcf+RTfzlsLAOgxpBuzLiOhYaL29Uu34nbOHc0CD3jjl4bhaQVZhfj1/e2sYwiFQljaiJnlH15e32RMrl7OsHexY5YvH72Kxz1nI+daHuWqEcpVx89VU/TlinQsVDgjhBBCCCGEEC1Vkioc33EaCbGJTFt1ZTViNx5DekIW53Mc3RqGiu1c8ScA4L3JX0Au09wVUCgSYvnBt7H8n6XMpOHyKjk+fPRL1n7CBoSw5mL68tlVUCgUqJXXIu1CFmI3HkO1tOFC3rebF6YtmsjcNRAA9q+Jw7OhL2PBqueYtvqhYvlZBdj26R6m/cH/xWDUzGEY/cxwpm3zx7tQeKOIFdcDTw5hHhfe0BRH5DI5JCUVOrmqq6nDrM+eREh0V6atslSK2ZGvYff3f1OuKFf3VK4uxCbi+M4zqKrQvTHB29te1skV6Xh4au2BvveoiooKODg4QCKRwN7e3tThEEIIIYQQQszY4rEfsy7YG/v29DKE9Q9mtf25OhbfzV/HLH+49028O+FzZvnVtXPw0PMPAAD2rfoH37/wE7Pu4/1L0O+h3szy/7q9jLy0W5oFnmbIW/3wN316jgzHnbwS5Gc0XJiLLC2gqFNCpVQBAEL7BUFypwIF1wsBAA6d7LGjYB34fD5UKhWmdH4eFSWVAACvru74Jb3hToAKhQIPihruXii2FqFGVgu+gAeVUn9sExc8hL0rD7Di9w31Qm5qPuWKcnVP5Sp6bE988vfbOu1jRY9DqVAC0OTq+zOfNLkfYn6oxxkhhBBCCCGEaNHuTcJFXlWj0zZuDnuo2IdTvmIeB/cJZC7YAeCReWPQtVcAs7zs8a+Z4WJ/ro5FbXVtw47UaPaCHQAUtQr8kvYdHnw+hmmrldcxxQ0ASD2fwRQ3AOCTv5Ywdzvk8/n4eP9iZl1+5m1s+uh3AEBZkQQfTV3BOl6NTBNjU8UNABgwvg/WXP4Stk42TJt2cQOgXNWjXHXsXOl73wgfHMI8Tr/A3WOVmDfqcUYIIYQQQgghWo5uO4VPpn/Duc4vzBtrk75iCgP1lj3xNY5tP62zvdBCgO0F62DvbMdqLy+uwONes6Gs0/REiRodicpSaZMX1mIrEWq0L+i1LN32KoZNHQgAOL0vHh9NXQFFrULvvsY8MwKvr5+v0/7Z09/j0KYTAAC+gI/ZX8zEmtd/Nahw0Jh2rmpr67BkzMdIOp6sd3vKFeXKEB0hV9qKb5fhCc/ZzPKm6z/A3d+tyX8jMS/U44wQQgghhBBCtAyd0h++3bw41818d4pO0ay6Ss5ZNAOA+d/+T+eCHQAcXe0x76unmeWE2MRme6OE9gvibPcL88aQx/ozywMficbWG6tg42DNub29ix0W/jSXc90bG16AnbMtAM2cTKsXbmyyuMEX8AzKlUhkga+OfoCnP5zGuS1AuaJcNejoudLm6u4EgVD77prfNnkMYn6ocEYIIYQQQgghWgQCAZ58Z4pOu76L46L/JjVvzEJsgQGP9OFcBwCDJvWFlZ2VwXENnTKAs5jAVcxz6uyI3qMiOPfjFeTOmvxcG4/Hw7i5ow2OycbBpkW5GjK5n959BUT46l1HuWKjXLGZY660hQ1smBMx9Vymwccj5oEKZ4QQQgghhBDSyNAp/eHm68pq03dxfDuHu3BWV1OHOZGvoyhXd33hjTuY0/MNVFdWGxxT5PDuOsWEzn6d9PZ00VfQSzmbgSnuz3PeBXDdm5vw2yd/GByTi4eTUXIFAK8OfgfbPtut00650kW5YjPXXNV7a9urzGOVUoU7N4sNPiYxPSqcEUIIIYQQQkgjAoEAY54dwSwLRcIWFxIAoKKkEhkXs3Xa0xOuM3ca5OIV5K7T5hPiiaFT+kNo0TDsa+z/Rurt6VJ4Q//FueROBaZ5zkbSiWsAgNqaOmz/fC+Obj+l9zl2zrZAow5FVvZWRssVAPy8ZCvenfgZVCrN5PNp8Zn48ZUNlCsOlKsG5pqreprhmg3bLHvimya3J+aFCmeEEEIIIYQQwmHE44OYx0FRAXovjm9lF3K2A0Bo367oPy5Kp33gI30w+pnhep83eHJ/BPTw0WkXCAQIiurCLA9/XHcycgCoqa5BeZFE7/4BoEZWg9dGvI+flmzBN3PX4KfFm1F8s5SZi6qxylIpPo97l9VWdrscgHFyVe/Mvgt4wmcO4v+5jNeGv4fTe+NZd09sjHJFuTLHXDXWbUDDcM2UcxkGPYeYByqcEUIIIYQQQggHvqDhcskzULf3Sb3jem4MAAC3rheyJgavJxAK8Mb6F/DtqY8REh2os/7YtpNYfelL8PgNXXH++eWYTiz6CgmZl3P0xqQ5/n/PUwPbP9uDuI3HmXXOHo6YsfRRiCwtdJ5nbWeJcfNGMcuy/4blGSNXfK0eOaUF5XjrwWXMHQylZVV49uMnKFf/oVyxmWOuGntry8vMY5WChmt2JDy1Wt3y+792MBUVFXBwcIBEIoG9vb2pwyGEEKLl2rVrOHbsGGpqatrtmGKxGCNGjEBYWFi7HZMQQohp3c3njUqpQul/PV8srcWcvVOUChXKCsuZZR6PB5GlBWqqa6GsUeLG0SJsu/Zzk3EdPXoUleWVkJbLoH155uzuCFlFNeQyTcxCCwEc3RwgLati2pzdHVnFhXoVxZWoraljlsVWIqZYoKxRoi6Ph4JLpSi+WaLzXJcwe0Q92Q08AVAlkTHPAwCRpQXsXexQnF/KtDm5O4IHGCVXDz42Gps//h3guEoNGxuIoIe8KVeUqw6RKy71/z5ljRLq2xb4/PcPDXoeMS0qnBFCCDGpH374AcXF7f+Lm6urK1544YV2Py4hhBDTMNXnjeyOHP1DBmPSSw9zrjdZXMU1eHfZUjzhMwfVlXLWut7zu8K6k2X7x/RfrsoKyvHbp3t01pssLsqV4XFRrgyPq7gGn33/Sbsfl7Sc0NQBEEIIub+1Z08zczguIYQQ0zDV+75ALMCWj//QWzgzWVwiPta9/qtOcQPQxGwKArEAmz/cBXmVbkz1602BcmU4ypXhBCI+im+XwdXdySTHJ4ajOc4IIYQQQgghpA1J7lSYOgROJ/44Z+oQdFSUVKJWXtf8hu2McmU4ypXhltPdNTsEKpwRQgghhBBCSBvb+8MBU4egQ1Yhw7g5oxDcJ5BzwnZTGTF9EPqPi0InbxdTh8KgXBmOcmW4a6fSTB0CMQAN1SSEEEIIIYSQNrb5w98x4YUHTR0Gi1Khwoz3psDV3QlKhRI3028hK/EGTlw9bNK4LsVdwc5CzQ0VKkoqcT3pBlLOZeBayUWTxUS5MhzlynBKhZKGa3YA1OOMEEIIIYQQQtpYuZkO1/x0xncAAIFQAL8wH4x8YjDsXexMGpN2ruxd7NBzRDieWDwJzh6mLS5QrgxHuTJcfa6I+aLCGSGEEEIIIYS0gz9Xx5o6BB1X/00xdQicmsuVSCRi/b896MuVKWLR1pFypR2HKfLV0XJFzAMVzgghhJictbU1evTogfDwcIwePRo8Ho+zjRBCCDEmOzs7jB49utm21tD+/Nr0wY4WxxQeHo7AwECMGTMGYrHYaHHVUyqUKC8uN3h77fjEYjHCwsLg5+eH6OjoVsfSklzNmTMH06ZNQ1hYGABAKBRixIgRCAgIwNChQ1sdCxd9uWocS3t8h2lNruoZ+1zX1tR5xRVPW57nrcmVsc9xLi39GyTtz2wLZ+np6Xj33XfRv39/dOrUCXZ2dujZsyeWLVuGqqoqU4dHCCHEiAICAmBpaYmrV6+Cz+ejS5cunG2EEEKIMYWGhsLKyqrZttawsrNkHpcVSloUk6+vL0QiEbKysvDPP/+gpqbGaHFp+2S64UPFGsfH5/Nx48YNiESiVvfSaUmujh07hu3bt+Py5csAgMjISNy5cwfZ2dkQCATw9fVtVSz6cOWqcSzt8R2mNbmqZ+xzvTF951XjeNr6PG9Nrox9juvTkr9B0v7M9uYA69evx8qVKzF+/HhMnz4dIpEIR48exdKlS7Fjxw6cPXu2Tf/ICSGEtJ9r164xj21tbVFcXAyJRKLTBgD+/v4IDQ1FdHQ04uPjcfDgQQCAk5MTBg8ejG7duuHixYs4cuQIVCpV+/5DCCGEdBhdunRBdnY2PD09m2wDAA8PD0RFRaG4uBg8Hg8SiQQODg44c+ZMs8extmNfsxz4+RAefO4BFFwvxOEt/6JWUKf3+N26dYNUKoWPjw98fHxw+vRpAJrCzIQJE3D16lXI5XL07NkTarUaiYmJsLS0RHh4OPbs2YOcnBzMmjUL58+fR2JiIisOgaChD0XS8WQAmp4vJ34/C1lltUE5y8nJwdSpUxEWFobk5GTU1tYCACIiItC3b194eHjg1KlTOHHiBBQKBQBg6NChGDJkCK5cuYLY2FjI5XK9uWsqV+7u7qisrISnpydOnz6NTp06Md8nJBIJ3N3dkZuby2wvFosxaNAg2NjYoLy8HEqlEsXFxbCyskJ5eTlu3LihN47mctU4Fq7vNfX5i4iIQFhYGOLi4hAfH69zrBkzZsDT0xMJCQk4e/YsZDKZ3rjuNlf1sTQ+1wMCAhAZGYnIyEjEx8dDIpGAz+fDwcEB4eHh+PHHH1FR0fRcfYacV43j0Xee12vNa9dUrrg0jk3fOd6S76PPPfcc59+g0KKhHFOfK2KezLZw9thjj2Hx4sVwdHRk2ubOnYugoCAsW7YM69evxwsvvGC6AAkhhBhdUFAQkpOTWUWzxm05OTkoKyuDUqlEdHQ0MjIykJWVhbKyMvz555+QSqU4evSoqf4JhBBCOgAnJydUVVWhrq6uyTZAc9E+adIkrF69mvlBZvTo0aiu5i4ucbF1tIG0XDNq5qfFW5F8Oh2xvx6HSqlC9KshENtbcB5fIBDgzp07yMvLQ2BgIAICApCdnQ0bGxts3boVRUVFAAAXFxcAwMmTJwEASUlJcHNzAwAcP34cBQUFOjEplQ0/LinrlNj74wHs/vYA8jMKmJiay5mrqyvOnTsHoVCIgQMHIicnB1KpFElJScjLy8NLL72E5ORkpmgGAGfOnAGPx8Px48d1YpJVsHOqL1cAEBcXBwDw8fGBv78/eDwe8/poPwY0xaunn34ap0+fxpEjR5j2zp07Y9KkSdi2bZtOLC3JVeNYcnJyAOh+h7l+/TpKSkqgVquZgos2d3d3lJWVQSgUsuLk0ppcSSQSznM9OzsbpaWliIyMxKlTp1jfxzIyMuDs7Nxs4cyQ86pxPPrOc6D1rx1XrjYs3aa3cNY4tpqaGs5zvCXfR/X9Ddo527JyVV5cDkdXx2b/PaT9me1QzT59+rCKZvWmTp0KALhy5Uo7R0QIIaQteXp6QiqVIjk5Ga6urnrb6hUVFSEuLg4TJ06EtbU10069zAghhDTH3d0djo6OCAwMhIODA9zc3DjbAE1RSigUQq1WM88/depUi4436eWHmccVJZU4uOEoVEr25xXX8RtfbCuVSgCApaUlUzTjUlRUBEtLzfC09PR0VFZWNhvjyhfXIz9D9+K+qfi6deuGzMxMpKam4uDBg/Dy8mK2LysrQ1ZWFvr06cPaT3h4uE7PG3305SoiIgLdu3cHAGY+rKKiItjZae7a6OzszPTyAoBx48YhLy8Ply5dYu2nsLAQFy9eNCgWbdq56hXVUycWoOnvMDk5OeDxePDz82O1Ozo6sopVLdGSXOk717m4uLjAysoKmZmZEApb3u+m8XnFFY++8xww/msHaIZrFlwv1Gnniq2pcxww7Puovr9BgZAPvlYPveUzvr+rfw9pe2bb40yf/Px8AGjyj5sQQkjH4u3tjXHjxqGqqgoCgQB//fUXZ1tj8fHx6Nq1Kx555BHOXxy7d+8OJycnSCQS+Pn5IS4urs3mhyGEENJxpKSkgM/nIzo6GgKBADwej7MN0Fyg83g8zJw5E4mJicjLy0NpaSmuXr0KQPMZFh4ejqKiIjg5OSE9PR15eXnMscqLJDj6Q/MX+FzHT0xMxODBg8Hn8yGXy5mhhwkJCc3uLyEhAQEBAYiJiUFKSkqLi32GxJeUlITevXtDIpFALBYjLS2N9ZwLFy5g8uTJrM9fJycnnSJIS12/fh1eXl4ICQmBRCJBTk4O8vPzMXjwYGboZ32vL1tbWwQHB2PPnj16/10qlQpBQUGIiYlBRkYGKioqEBUVhZ9//lmnV1ZjmemZCAj1Z8ViyHeYhIQE9OnThxlmKBKJdL6j1MeUmpqKsrIyAEBISAh2796NGjQdV1O5AsB5rnMJCAhARkYGqqurkZmZCaB136+44snNzeU8zw197QDAz88P3t7ekEgkcHV1RVpaGmcvr3pPdX0RVraW8OjSGZ3H2kBgxeeMTSqVNnmOA01/H23ub7BrT3+kJ1wHACQdu6aznpiHDlU4UyqV+PDDDyEUCjFjxgy929XU1LD+cJvrTkoIIcS0bt68idWrV+u0c7U1tnfvXsybNw99+vTBhQsXmHYvLy/069cP69evB6C5w9WQIUNw6NAh4wVOCCGkw1KpVDh37hzOnTvXZJtSqcTGjRsxbNgwxMTEwM7ODnl5edixYwdsbW0xdepUrFmzBlVVVRg2bBg8PT1ZhTNFnRLyKsOKClzHP3HihM522r3f9FGr1cjOzkZWVtZd9RQyND7tnl2Npaeno7q6GpGRkTh//jy8vLxw8+bNVschlUp1Chh1dXXM0Lj64hCg6cXF4/H03mBOOx5vb2/4+Pjg8OHDkMlkzRbNAKCyUjcWfd9rtCUmJmL48OGwtraGTCZDQEAA0tPTWXOOZWRkwNvbGx4eHjh27BgATQ+owMBAJJYYNgKLK1cA92upLTo6GkqlEn369EFGRgbT3trvV1zxqFQqzvPc0NfOxcUFMTExTEx8Ph/z5s3Dhg0bmpwjrloqx/WkG3CJCYHAis8ZW3FxcZPneD1930eb+xtctHkBnuv2CgDNe0VFaQXsne2bPR5pX2Y7VJPLggULcPbsWbz//vsICQnRu93y5cvh4ODA/Ofj49OOURJCCGlPMpkMe/bswahRo1hDIcLDw1FbW4uQkBCEhIRAoVAYPMEuIYQQUs/KygpVVVXYu3cvVqxYgZUrV0KlUmHUqFHo1q0bM18UoJnLqHEhgscDoL9DT5sz5RQGarUaFy9eRFRUFABNDyrtIkx7KC8vh1qtho2NDed6Pp/P3ClRpVIxvZS0J/hvC9XV1UhLS0Pv3r2ZOLgKoiqVCrdv32Y9T3tIaFuJj4/H0aNHsX//flZ7e36/MvS1i4iIYBW3VCoVpFIpwsLCmtw/jweIrURoosOdwfR9H62PRx/fEC8artkBdJjC2dKlS/Hjjz/i+eefx1tvvdXktkuWLIFEImH+0/7FhxBCyL0nKysLly5dwuTJkyEQCABovqTI5XKkpaUhLS0NCQkJOndpIoQQQprj5ubGmteopKQEsbGxcHd3B4/Ha3KYGwC4eDojVrEDXxx+r61DNUsXL16Ei4sLQkNDIZfLDeotZ0xSqRTp6enw9/fnXO/n5wdb24ZJ2uvvmtgeEhIS0Lt3b3h7ezNTEnExZfEzJSWFNe9ae36/MvS1E4lEzPe/enw+X6etsTc2vID9VVvg4ulslHi5vo8aoktEw1x3l49eNUosxLg6ROHs/fffx7Jly/DUU09hzZo1zX44icVi2Nvbs/4jhBBy7+C6UImLiwOfz2cmBk5MTISPjw+ra3z9L96EEEJIS9TPv1TP1dUVubm5SE1NhaOjI+t6o35ycW08Hg89R4TDys6yXeI1lI2DNcbNHdWmx5BKpUhNTcW4ceMMvsFbxLAwiKxERoth//798PHxQc+ePVntYrEYrq6uKC0tbXYfxsqV9neY3NxcKBQKdO/e/a6nFzJ2rppjyPcrY55Xhrx22neRBQChUAhHR0ckJyeznhMxLAxi64beej+/tbVVsRnyfdQQi359kXmsqFVAWi5tVVzE+Mx+jrMPPvgAH3zwAZ588kls2LCB9YFFCCHk/hMQEICBAwfCwcEBfD6fuaOSUqnErl27EB0dDUBzl6N9+/Zh9OjRKCoqgkAgQFJSkilDJ4QQ0gGp1WpkZmaif//+EAgEEIlEsLS0RGxsLOrq6rBjxw6MHDkSubm54PF4TQ5FnPDCg9j26W5medRTw1DnUAGF2rCJ3hsLCQmBj48PAgICAAAPPPAA8vLymHmaunbtiuDgYKjVamRlZbHm87K2t8Lm7B9h62iDv9Yeglql6QnmFewBsbUIgPF6hsXHx0OpVOqdq6qe2FqML4+8j8jh3fHzW1uNliupVIqffvoJgwYNwvjx41FWVoa6ujrI5XLmRguBgYEIDg4Gn89HVVUVa54qY+WqS5cuGDBgABwcHMDj8XDp0iXEx8ejvLwcANC3b1+EhYXB0dERI0aMQElJCYKDgwFobpJnZWUFHx8f2Nvbo7iwFNOOPGHUXPn7+zMFqpiYGOTn5+sMPW7u+5WxzytDXruCggIcPnwYw4YNg1QqhYODA3bs2MHcyVLfeVVyq6xFsWgz9PtoU3+D9fy7+4LH5zG5Wv7kd1i2v+lRdqR98dTt3Ve2BT788EO89957mDFjBjZu3Nii7o7aKioq4ODgAIlEQr3PCCHEzKxYsYLzFt1tzc7ODgsXLmz34xJCCDENc/m8GcWfwjxetHkBkm7Hmzyuub3fQNblHACAUCTEqE+iTR4TQLkyNCaAcmVoTEDHyNUB+W/tHg/Rz2y7b/3www9477334Ovri1GjRuG3337D5s2bmf/i4uJMHSIhhBBCCCGEtIi1vRXz+Kc3N5swkgaNh4qZS98KypXhKFeG6wi5ouGa5sVsC2fx8fEANOO+n3nmGcycOZP137Jly0wcISGEEEIIIYS0zMOzG+Z+KrnV/Nxa7SEg3A88fsNcTZWl5nHRTrkyHOXKcB0hV589tdKE0ZDGzLZw9ssvv0CtVuv979ixY6YOkRBCCCGEEEJa5H+fPMFarqluv7s4NiWghw/zuFZ+d3OuGRvlynCUK8N1hFxdiEs0YSSkMbMtnBFCCCGEEEJIR1crr0NR7h1mmJpQKIS1XcNQsSqJzCRxKeoUqKmuYZYXbXzJJHFoo1wZjnJlOHPNVWPauVLUKCCVVpswGqLN7O+qSQghhBBCCCEdVUVJJWb4z4edkw26RPqjS4Qf+oztiRM7zwAAVEoVgLu7CVprlBdV4BG7mfAK9kRgT38ERwUCPBjzZpotRrkyHOXKcOaaq8a6RPiz7q75+czv8eHuN00cFQGocEYIIYQQQgghba6yrAqJx64h8dg1U4fCUKnUyEvNR15qPo5tOwVrByvIJKbv5UK5MhzlynDmmKvG/MK8kXM1DwBw4eBl0wZDGDRUkxBCCCGEEELaEZ/Pg9hGbOowdPQcEW7qEHRQrgxHuTKcuebqjV8a7q5ZV1NHwzXNBBXOCCGEEEIIIaQdPfb6I3j4+QdMHQaLtZ0VXlk9h3VnP3NAuTIc5cpw5pgrAAju3YWVqy/p7ppmgQpnhBBCTEosNs2vfaY6LiGEENMw1fu+skap07ZrxZ8I7d9V7/r20Pi4sspqvD/5c/iEeppNTADlytCYAMqVoTEB5pErfe9JfmHezOPzBy61VzikCTx1/a0l7mEVFRVwcHCARCKBvb29qcMhhBCiJTk5GUePHkVNTU3zG/+nskyKGpnm1uHO7o7gC3R/B6qV16GipJLVxufzYeNgDTtHW4wcORJhYWGtC54QQkiHcTefN0qFCmWF5QAAsbUIdk62qKupg6RY8/nC5/Pg7OGE0oIyqFTsyyqxlQgWFiIk7chASUoF5/4FQj4cg2zhN8INAjF7cvL6fXNp3eegFSpLZLgee4szLksbMWx8xZwxAYCDqx0sxBY67Vy5qq6sRlWFZqgZD4CLlzPlCh0rVyW3SlFfMbB1tAFfwKdcoW2/i6bGZ+KlfkuY5b3SX2FtbaWzHWk/VDgjhBDS4bzxwAe4fOQqAOCX9O/g1dVDZxtZZTUmODzF+fzQfkF4Y8ML8A31atM4CSGEdGw3MwrwbMgCAECvmB74PO5dKOoUeFD8BLPNyOmDYetog30//qPzfJGlBSzEFqiSyMAX8DH7y5nY8NZvqKmubfbYE196EC98+z/Oda39HOzs3wmFOXcAAH3G9gSPB8QfuNxsTACwr3ITrGwsddq5ciWXyTHediazzbBpA+HgYke56kC5mu4/F3dyS5ht1l35CrN6vMb5/Ps9V4215rvoaOFU5u6agx/th/d2vt5svKTt0FBNQgghHYparUby6TRmOV7PHYes7axg62TDuS71XAa+ePaHtgiPEELIPUR7mNS102lQq9UQWghZ2xzZehJZl3M4n18rr0OVRIbuA0Pw7s7X8OjL47Atfw1rKJY+3sGenO3G+BwszLkDF08nPDx7FN7a8jI++ettvPTD8+A3Mw+VvYstZ3ED4M6VpTV72+PbT1Ou0LFy5eDK7njyUv+3YONgzbmP+z1XjbXmu6hPSENB7fxfF5uNlbQtKpwRQgjpUBLiklArr2OW96+Ng77O0+7+bnr34x2s+8sgIYQQUk+tVuOvtbHMcm11LS4dvoL8jAKdba9pXUQ3ZiG2wKtr52DQxL4AAFtHW/x09WuMnD64yeO7+3fibDfW52CvmB54ZfVs2DnZAgAemTcGP137GhZiod7nuAd05mynXHHs7x7JlbKOPf+XvKoGskr9d3q8n3PFvY+7+y762k9zmce18jrI5fImYyVtiwpnhBBCOgy1Wo1NH+xgtd24modLh69wbt/Zz5WzfcKLY/Hq2rmc6wghhBBAc3Gcm5zPavv1gx1IPHbN4H1Y2Vnim5MfwS/MR2fdks0v44Vvn9X7XDc/3Yv2tv4c9Anxwu/F6+Hq7dKi/VGuDN9fR8tVya0y3e1V3EWi+z1XXO72u2jYgBDweFp313zmR73bkrZHhTNCCCEdRkJcEpLPpOu0//rBDs5f+tx8uX8pPH/gEkQcE9ASQgghAPfFMQBcO5WG0/viDd5PdaUcZYUSves76fmcAoC8tHydtvb4HLS2sYLQQnfydgBIPZ8FhULBaqNc3du5qpLIDI7rfs+Vsb+Leoc0DBU9s+9Ck9uStkWFM0IIIR2Cvi9QgOZLFNcvff0e7g0AEAgFeGjWA0x7QVYhftWzL0IIIUTfxTEAXPk3pcnndvJxgW+3hvmJlj3+NWpr63S2q5XX4tMnv9W7n4+mrMB3L6xjltvrc3DDO9twO7uIc92dvGJM85iFGyk3mTbK1b2dK6VCybmuHuVKoy2+i77+8zytWGm4pilR4YwQQkiHkHwmXe8XKADY+dU+nbaoUZHYkPottuauwqtr5mDUU8OYdVs++h2FN7i/wBFCCLm/cX2m1JNVcM/vZONgjQeeHIpNWT9gxYmPIPivd021VI6PHvtKZ/v3H/0S8qoaAABPz+Tpf66Kxf/CXkFFaWW7fA4WZBfit+V/6D0GAFSUSDGrx0LsXXlA73Hr6cuVtYMV5aoRc82VPr6h3vjq2AeUKy3G/i7aeLjmV/9brXdb0raocEYIIaRDqJY2/SubrJJ7vXewJ5zdnQAAr6+fD3sXzWS1KpUai0Z/bNwgCSGE3BPkzXzmcOkV0wOLfn0JAqEADi52mP/1M8y6s/sTEH+w4e6AZ/9KQLzW3QJf/P5/rH05ezgyj/NS8/GE9xwkHm96XidjfA4uGv0RM3+VQyd7eAW5M+v4Qj5TXFCr1Fi5YD2WPLhMbxGjKX7dvClXBjJ1ruppF3AA4OfkrxExNAwA5apeW3wX9QpquIHA6b2GD1ElxsVT67v9wz2koqICDg4OkEgksLe3b/4JhBBCzI5arcbxHaeRczUPe1YeYObciJkxBH5hPhg5fTA6c0zi2ljymTS8PGgps/zMR49jxtuPtlnchBBCOp7bOUU4+tsp5CTn4siWkwA0PcomvvggAnr4wtbZFu4BnfDreztwZKtmvaWNGH9WbmbtZ17vN5F5ORuAZpLy3++sBwA85vo/5gehoKgu+DH+M4yzexI1//V+ce/SGT2Hd8fB9UdY+4se2xPBUYFt8jn46wc7sOmDnUz79+eWQ1Fbh1eHvMu0fXvuY7w9Zjmk5VVMm52zLUY/PRxlReVN5mrF86uRdDwZAMAX8PFP3XbKVQfIVcSwMFRXVqNnTDgeFD3BPOf55dMxbdEkyhXa9rvo1VMprFz9KdsES0vLZo9BjIsKZ4QQQjqcmV3m43bOHQDA54feRa+RPVr0/E9nfofDW/4FoPmStSlrpd7JWwkhhNy/Lh5OwqJRHwEA3APcsCnrB9Z6SWklHnNt6Kmy/dZapmcJAJQXV+Bxz9nMPFEDJ0RDpVTh7P4EAIDQQoDtBetg72yHr2b9iIM/H9U8kQfEKXfi5O5zWPbEN1DUNkyc7tfdB7LKatzJLQZgnM/BFcc/xMKh70D1X6+g0U8PxxsbXtA8FkxlJj0fOWMIXvt5HhaP+og1zxRfwMeEF8di97d/681V8e0yPOE5m1nedP0HuPu7Ua46UK4e6/wcJHcqAGgKW38Ub6Bc6clVc1ryXbRxrpZsWtCiY5HWo6GahBBC7jtvbnwRds7/dZNXqrB4DA3ZJIQQ0nIOznawsmvo/bFywXrWekdXe8z56ilm+fTeeOaCHQDmffMs7J3tAAAvr2q4+IcaSIhLxOBJ/bAl50dWIeDGtTzcyStuVdyNPwdfH/EeU9ywd7HFa1qTkntqDas7+cc5iEQWWHH8Q/zvk+nM8D2VUsUUN/RxdXeCQNhw+bm80aTslKsG5pqrGUsnM48rS6U66ylXhmvJd9HGuSLtjwpnhBBC7jt8Ph8f7HmTWc5Lu4XfPm160lpCCCGES7+Ho5jH2nMm1Zv00kPoEuGn0961ZwAemTeGWRYKhRBbi5jlb+dp7ubn7O6EjZnf44GZQxue3MoxQ40/BxV1DXdO/GjfYvD5DZeJr66dwzyura5l7uz3xOJJWHl+OWzsrXX2r907R1vYwBDmcer5TJ31lKsG5pirSS89zFpuPBk+5cpwLfkuqi9XpP1Q4YwQQsh9qcfgbhjx+CBm+Zd3tqM4v9SEERFCCOmIXvj+OeaxvKoG5XckOtt8GrsU0J5bnQcsj12qs92wqQOZxwXZhcxjPp+PRRtfwtLtrzJ3Cqz39Zw1kElbPpF6j8HdMOCRKFbb4Ml9ETYghNUWObQ7a2L4b+esYx4HRwVix+116DYgmPWc4vxSnbmhAGDJ1leYxyqFCndu6vbaoVxpmGuu7F3tmMfbPtujs55yZThDv4s2lSvSPqhwRggh5L715q8vwtbRBkB9N/mPTBwRIYSQjsbRxQ5WtlrDNV/6WWebrMQb7B4qaiA76YbOdto9S6AGLh5JYq0fNmUgNl//AXxBw2VcQVYhpnnMwpWTKWipvNRbrOXclHzO7Ty7dmYe//v7WdY6kaUI351ahlFPDWO1f/X8Krw3+XOoVCqmrZOnM/haw+o+mc4eVgdQruqZa66mv9UwXLOiuFLnWADlqiUM/S7aVK5I26PCGSGEkPuWUCjEB3veYJZvJN/Eji/3mjAiQgghHVH0g72Yx+f/Zg/XVCgU+GjKVzrP+eDRL6FQsIeeCYVCiK20horN1e1Z4urlAldvZ1abvKoGC4e9i/VvbzU45t8+3Y2b6QWsttyUfM7PwQWrZjGPa6prdeIGwB7G9p/Te+Ix3XcuCm8UMW3d+gUxj1POprO2p1yZf64efWUca5td3+xnLVOuDD+v6o9nyHdRQ3JF2g4VzgghhNzXIoZ2x9ApA5jl9W9tRentMhNGRAghpKN5aWXDcM1qqZw1XHPZ499AVqEZxsUX8sHja4ZcVUlk+HTG9zr7GvJYf+ZxQdZtzuPxtYZtMT1f1MBvy3djfvQiyGVNz4FUfKsUv7yzjVnu5OPCPOb6HOw9MoI1zO3r2Wua3L9QJGQel9wqw9NBC3Bo83EAwNu/vcKsUzYaVke56hi5snexZbb77ZOGebkoV4afV9oM+S7a0lwR46LCGSGEkPveki0LYOOgmYRWqVBh0WgaskkIIcRwjp0cYGkjZpZ/fHkDAODSkSusu+DN/nwmnv/0SWb5+M7TSDpxjbUv7TsPqtVAYqP1jS3etAAuXk7MckbCdUx1n4XkRr1uWM8Z/RFUSs1QN1tHG6xP+6bZz0GPgIahYsd3nG4yJlcvZ0x/+1HmQl+pUOKzp1bio2kr4OLpzBrmtvzJ7wBQrjpSrh5fPIlpl2gN16RcaRhyXjVmyHfRluSKGBdPrVa38n4Q5q+iogIODg6QSCSwt7c3dTiEEELuglxWg2/nrUXO1TzkXMtj7qzk2dUdTp0dMO3NiRgwvs9d7//SkSt484EPmeW5K57WGY5ACCHk/nB6bzy2f7EX5UUS3MrU9DgRioTw7+6DgB6+eHnVLIitxKznfDj1K2buISs7S/xRsgGPdXoOVRIZAMC/uw/WXVkBAHiu+yvMvE+2jjbYWfQThMKG3jQP28xAbXUtAMA9wA19H+qNoht3ILK0wK2sQp3PQUc3e0ANJJ/RulDnATPfnYKn3pvKinPHF3uxbtFmZvmrY+8jYmj3Zj8HE+ISsXjMx8zyok0v4cTOM3B0s8eN5HzOXDl2dsDVf1Mgr6phntfJ2wWOnR2QkXAdACAQ8rFftoVy1cFytemDnUzT/G+fQZ1cQbky8LzS525z1SumBya99JBBxyB3hwpnhBBCOoTjO8/g42kr9K73D/fBuiT96w3xwaNf4uRuza+SAqEAv91cDSc3x1btkxBCSMfzfPiruJF8U+/6d3e+hiGP9me1ld4uwzTP2czygEf64My+CwA0F/Fbc1fD2V3TK+XOzRI8GTCf6Z0z4vFBeEvrzoDvP/o5Tu2Ob1HM/uE+eGzheHw9ezWUioaJ00P7dcWXR96H2EqMkoIyTPedyxx36JQBeGf7Qmbbpj4HVSoVxgintSgmQHNxv2vFfmReymbaBEIBlAols9xvXG+c23/xv3WUq46QK76AzxzHzsUWVeUyypUB51Vz7jZXW3J+hJtvpxbFSwxHQzUJIYR0CEG9A8Dn8/SuD43u2upjvL39FVjbWwHQdP9fPPpjKBVKxG48hj++/Qt1tXWtPgYhhBDzF9JX/2cKX8BH194BOu0lt8ogtBAwy/VFMwB4bvkM5oId0PSOefajx5nlo9tO4dqpVKScS8dk12dbfMEOaD4HxzwzAhvSvoOzuyPTnnouE5NdnkXquXQsHtMwlM7GwRpLtixg7UPf5+BH01bgQdHjaCm+gI/uA0OwKuFzTHtzAtOuXdwAwBQ3AMpVR8lVfW4AoLJESrlC0+fVVI9ZSL+Q2ew+7jZXFaXSFsdLDEc9zgghhHQYnz+zEnG/Htdp5wv42JD6LTwD3Vt9jAtxiVii1Q3ezc8VRTc0E8wuXDcXDz4X0+pjEEIIMW83MwrwXLeXoVLpXiqNeWYEXl8/n9WmUqkww28eivNLdbb37eaFn699w3mcZ0Nfxs30WwAAkZUIdfI6NHV55urlzHmMxp+DKpUK70/+glW8a+zzQ++i18geOu1NfQ7qw+fzDMpV4rFreOvhZait5v4hinJFuWId/x7LFY/Hw9MfTcOMtx7Vu3/g7nL1j2I7+HzqF9VWKLOEEEI6jOlvP8rZ62zUzGFGKZoBQJ9Rkeg/LopZ1v6iUj9vBiGEkHubd5AHYp4cqtPOF/Ax/e3JOu1lhRLOi2ken4dP/3lH73E+i13K3OGvtrq2yQt2AOj/cJRBn4N8Ph8f7lmEHkO6ce5nwPgozuIG0PTnIBeRlcjgXEUO747Vl77k3hEPlCstlKt7I1evrp3D3LRArVbjl6Xb8MqQd1BbU6v3GHeTKyqatS3KLiGEkA6D60KGz+dxXsTcrZsZBZwXPwBQmHvHaMchhBBi3qa//ShzQV1P3w81hTe4Px/UajWObD2pf91vp8CD/mkIGuv7cK8WfQ6KrUWc7ef+uojT+7iHojX1OcjF3sWuRbmq1DekTA28N+lzqFQq3VWUKzbKlc725pqrh55/AOtTvtHcPOA/106lYqr7LGRezuZ8zt3kirQtKpwRQgjpUKa/ze7e3ntUpNF6mwHAF8/+wJpoVltzv/gRQgi5d3gHeaBXDLv3jL6L4yI9hTOogZ8Wb8bFw1d0Vl08lISfl2zhvKAHAB7HtXyPId1a9DlYqOdzS6VS472Jn2PHF3vZ4arVTX4OWogtdNpcvZyMkytoenY/4TMHZUXlrPaEOMpVY5QrNnPNFQB4dfXAbzfXIPrBXkxblUSG+VGLjJYr0raocEYIIaRD8Q7ygJ2TDbM88aWxRt2/q5ez3nUF2YXNduEnhBBy75jwQsNnjJ2zrd6L49s5+i/ahSIhHFx1e4Q4dLJn3UygsdFPj9Bps3W0NfhzUK1W6+0JV2/dos14fcT7qK2tQ9qFLDzhMwc3ruXpfwJPjcCe/qwmuVQOwDi5AoDSgnLM8JuHM3/GQ61W45s5a/DO+E+Z4W5cKFeUK3PMlTahUIhP/noLL618jhnqqVarjZor0naocEYIIaTD0f710SfEy6j7fvOXF/DUe1MhttIdhlAjq9U/FIAQQsg9xy/Mm3ncKyZc73ap5zP0rus9qgcCI/112rv2DMDX/36E0H5BnM+rrqrG0u0LWW1F/00ZYMjnYPmdCtRW686jJLISsT7jEo9fw1T35/HuI5+i5FYZqiQyhA0I5vwcrJMr8Ok/SyEUC5k2uUxzDGPkijlOjQLvTvgcCwa8jb/WHYKiTgGBkI+g3l04t6dcmT5XjVGuuD0yfyzWXlnBGl5prFyRtkN31SSEEGJS165dw7Fjx1BTU2PwcyrLpKj570uCs7tjk78WchGLxRgxYgTCwsL0xnQo7jDKi8tR0+jLoa2jNSxtLFt0PGPEZK7u5vVrLcqV4ShXhqNcGe5+ypVSoUJZYTkAzbxOdk624MfjXAAAj2dJREFUnNuV3CqF9lUVjweo1YCyRonb5yTYGP+j3mNcvXoVf+87gIqyStaQMR4PcPF0RtntciiVmnZLGzFsHW0M+hyslspRJZGx2sTWItjYW8PSyhK3TpUifrvuEFIA8Ojpgl4zQlFRVsH5OWghtkBZoYRpc/Vyvutc1VPWKJF3/A7Ks2Sok3PfHXHcmyNRYy+lXJlZrrTjqspQIi2Oe5jh/ZarpohEIqOfV63VUd/b2wMVzgghhJjUDz/8gOLi9p87zNXVFS+88ALnOnOMyVxRrgxHuTIc5cpwlCvDmSpXsjtyvLPsbdg6cF/wm/I19FD4Y9XCX4BGV4S953eFdSfj/0jUHNkdOV5Y8AKWPvwZCrJu66yPejEYVi7cE9O3JcqV4WrK6tAnYADlygDmeF51xPf29kBDNQkhhJhUe/aSMPS45hiTuaJcGY5yZTjKleEoV4YzVcwCsQBrFv6qd70pX8PgPoHgccyALhDrn3utLQnEAvy4YAN8Qjw41/MtDL/7oTFRrlpAAMqVgczxvOqI7+3tQdj8JoQQQgghhBBC7ta/f5zDaz/PN3UYOrZ+8gfUKvMagHT5yDUoFUpTh6GDcmW4b+eupVwZyBzPK6KLepwRQgghhBBCSBuqkshQLa02dRg6wvoHmzoEHUqFEnYuNs1v2M4oV4Zr7q6bpmCuuTLH84rooh5nhBBCCCGEENLGVr36Cxaum2fqMFiefOcxDJ0yAOkXsnA9MQdZiTlIT7hu6rAQ1CsQ096cgKzLOchKysH1xBvIuZpn0pgoV4arlsrxc/I3lCsDmOt5RdiocEYIIYQQQgghbezfXWfNrnAGAL6hXvAN9QKeHAoAUKvV+OrLr1AlqzJZTEknkvFZ7Dvo/UAE01ZbU4cvv/gSdcraJp7ZtihXhks7n4FRTw2nXBnAHM8rwkZDNQkhhBBCCCGkjUnLzXO4ZmM8Hg98gWkvExW1CkjLpaw2kdgCltZiE0XEjXKl389vbWUtU64MZw65Imz0ahBCCDE5a2tr9OjRA+Hh4Rg9ejR4PB4sLCwQFBSEJ5980mxiEgqF6NmzJ4KDg/HII4+YJC5zxpWzTp06Yfbs2ZgxYwaefPJJDBo0yNRhmhWuc8rU535HIRKJWP8nDbjOK2tra/Tt2xcBAQHo1auXiSM0H3Z2dhg9ejQA7rwZg/YN89a8of/umvqY27munbO2fI//9KnvWxSLKc9xU79GzeXKFPGV3CrTu44rnvaK0Rxz1RRzi+d+RYUzQgghJhcQEABLS0tcvXoVfD4fXbp0QV1dHTIyMiAQmOZ23FwxderUCc7OzkhPT4ebmxuEQprxQBtXzoRCIdauXYstW7bg0qVLOHv2bIv3KxQKYWFh0QYRmx7XOWXqc9/c6CtmzJkzB9OmTUNYWJgJozNPXOfV4MGDUVhYiOzsbLi4uMDZ2dnUYZqF0NBQWFlZAeDOmzFYiBvev47vONPs9trFIMD8znXtnBnjPV6b0KLhfS8hNqlFsZjyHG/8GrXHDyAtyVXj+Nrrh8Cj204aFI++NmNpTa5M/QNg43joRxDToG/8hBBCTO7atWvMY1tbWxQXF+vd1t/fH6GhoYiOjkZ8fDwOHjwIAHBycsLgwYPRrVs3XLx4EUeOHIFKpTJqTBKJBBKJBNHR0Th37hwUCkW7xmTu9OUMAHx9fVFQUAClkvtW8L6+voiKisLu3btZ7UFBQRg9ejSuXr2K48ePt13wJlJQUMB5TnHp0qULIiIiEBkZibNnz0IqlcLCwgIuLi5IT0/HlStX2jHy9lNfzLh8+TKGDh0KoVAIhUKBY8eOterfLBQKwePxUFdXZ8RozQPXeVVSUgJLS0sAgKWlJdzd3VFaWoqAgABERkYiMjISiYmJSEpKwvXrmompn3nmGTg6OiIlJQX//POPKf9JbaJLly7Izs6Gp6cngKb/Hj08PBAVFYXi4mLweDxIJBI4ODjgzJnmC2G2jg138pOWVaG6ugZWVvqHhmkXgwC0+lw3Jq6cAbrv8REREejbty88PDxw6tQpnDhxgsnn0KFDMWTIEFy5cgWxsbGQy+XM/u2cbJnHiloFpNJq2No25KKpWPSd4/XEYjEGDRoEGxsblJeXQ6lUori4GFZWVigvL8eNGzfuOi+NX6P6H0AGDhx41/tsTkty1Tg+fe+rxsDT6mK59o1NGPH44Gbj0ddmLK3JVX1xGAC6d++O1NTUNolRn8bxDB48GGlpabhx4wYeeOABODs7s85z0jaocEYIIcRsBAUFITk5mSm2cMnJyUFZWRmUSiWio6ORkZGBrKwslJWV4c8//4RUKsXRo0fbLCaZTIb4+HhMnz4dt27dQklJSZvGVFZYjh1f7EPsxmPo2jsAyw+8DT6/fTqMn/v7Ij6b+R28Qzwx4+1H0feh3qwvxPpwvY5hYWFMQZFLWFgYwsLCcODAAdZFVEZGBry8vAyKtyPmCuA+p7hcv34dJSUliIyMxMmTJ1FVpZk02NraGgsXLoRKpWIVL5vSkXKlr5jh7u6OyspKeHp64vTp06znNHeBLBKJDC7IdqRcaWt8XiUkJCAwMBA+Pj5QqVRMgSM7OxulpaWIjIzE0aNHmb9bS0tLXL9+HWfOnDG4uNiRcuXk5ISqqiqdfxvX36NYLMakSZOwevVq5seP0aNHo7rasPnK+AI+RJYWqJVrjrX2tV/x1HtTmFyFz/ID/786WuNiEMB9rgcEBGDChAm4evUq5HI5evbsCbVajcTERFhaWiI8PBx79uxBTk4OZs2ahfPnzyMxMZEVV/mdCpz7K4HJlVqtxrm/LmLrJ7tgN0gAkS37UlFfzgDd9/ikpCTk5eXhpZdeQnJyMqsoc+bMGfB4PM6/vfLiCtbyZzO+w8K1c3RyxRWLvnMc0PyY8/TTT+P06dM4cuQI0965c2dMmjQJ27Zt04mlJbnq37+/3vcjbfU/gISFhSEuLg7x8fE628yYMQOenp5ISEjA2bNnIZPJuGMyMFeA7jmk731Vu5AeHx8PiUQCPp8PBwcHhIeH48cff0RFRUXjUFi0/+yK80s5zyuuc7o17+nNFT1bmytAtzjckh9Nn3vuOYP+Brk0jseUBeL7GRXOCCGEmAVPT09IpVIUFBTA1dW1yV5nAFBUVIS4uDhMnDgRq1atYr5YGrNHV+OYAgICoFKpkJCQAJVKBWdnZ1aRw5gx1V+A/rnqH9RUa+70dDEuCXmp+fAL8zHOP7AZ//xyFJVlVUg5m4Gl4z9FcJ9APPXelCa/4HG9jnZ2drCxseHcHtDM23H79m2UlJQgPDwcFy5cYK1Xq9VNxtlRcwUA0dHRTZ5ThpDJZKipqYGPj0+zhbOOmiuuYkZcXBwAwMfHB/7+/sjJyQFg2AWyIQXZjporgPu8cnJyAp/PR15eHqKioph8cbG3t0f37t3x77//Nvv3B3TMXLm7u0OlUsHGxgYODg5wc3ODn58f59+ji4sLhEIhKxenTp1C7969DY6vx9AwJMRqLpr/2XAEcRuPMbmqq6mDWGyhtzDFda7b2Nhg69atKCoqAgC4uLgAAE6e1AyNS0pKgpubGwDg+PHjzMW/NkWtAkvHf4qgqC7o91BvnPv7IjISNL0NoweEGJSzoqIive/xZWVlyMrKQp8+fbB//36mPTw8XKeAUE+tYp9v5/5KwMwuL+jkiisWe3t7vef4uHHjkJeXh0uXLrH2X1hYiIsXL3LG0pJc6Xs/aqz+BxC1Ws0UXLS5u7ujrKwMQqGQ9f7VmlwB3OcQ1/uqdiH91KlTrB/AMjIy4Ozs3GzhTNUorqe6vojb2ZrztP684oqnNe/pzWltrgDd4nBLfjRt7m+wqferxvG0ZYGY6EeFM0IIISbn7e2NcePGoaqqCgKBAH/99RcEAgG6desGR0dHhIeHIyUlRWeYX3x8PLp27YpHHnmE88tA9+7d4eTkBIlEAj8/P8TFxaGmpuauY8rOzoa7uztCQkJQVFSEzMxMnec1F1O/fv1QU1PD/IJ7/PhxprBWV6PA0e2n8NeaWFw7lQZFne6wxoPrj8DFs33mbclLyWctp1/IwtLxn8LVxwXDpgxA/4ejUFfT0IuAK2eApkdUfe8oLsHBwUhOToZQKESvXr10CmdcOnqu6nGdU4ac+9o6deoEgUCg90K0o+eKqwjk5eUFpVKJa9euQSxmD3kz9AKZqyDU0XNVj+u8cnJyQlBQEKKionDt2jW974Wurq4YOnQo/vjjjyZj6+i5SklJAZ/PR3R0NAQCAXg8nt73+MLCQvB4PMycOROJiYnIy8tDaWkprl69CkDz3hceHo6ioiI4OTkhPT0deXl5zLHqahSIHtOTKZxxvWYAd2HK3d2d81y3tLRkimZcioqK4Ovrq8lFenqTuctIuM4UgZrClTOg6ff4CxcuYPLkyazPXycnJ52/T33UKjVT3GgultLSUs5z3NbWFsHBwdizZ4/ef5dKpUJQUBBiYmKQkZGBiooKREVF4eeff2YVMrly1SuqJ3gicL4f6ZOTkwNvb2/4+fmxegA5OjpCIpGgU6dOBu1Hm75cRURE6JxDLfnRxsXFBTKZDJmZmQgICGhxXPVFs6bi4Wqr19qiJ5eW5ApAkz8AGvKjaXN/g/rer7ji6dq1a5sViIl+VDgjhBBicjdv3sTq1at12q9evcpcmOizd+9ezJs3D3369GEVXLy8vNCvXz+sX78egOaL/ZAhQ3Do0KFWxVTfEy4tLa3FMQkEAjzwwANYuXIlJBIJHn74YfTq1QsJCQkAAElxBT55+5sm4/p9xf4m17eH4rwS7FqxH7tW7Ef0qyEQ22t+pdWXs8LCwiaHaQoEAtTW1iIxMRExMTFML4amdPRcMeuLi3XOKaVS2ey536NHD1RXV0MoFMLKygqrV69GeXk557YdPVdcxQwbGxt4eXkhJCQEEomE1TPBkAtkfTp6rpj1HOdVaWkpzp071+R+vb294eTkhNDQUHTp0oWZ64zLvZArlUqFc+fOsfLC9R6vVCqxceNGDBs2DDExMbCzs0NeXh527NgBW1tbTJ06FWvWrEFVVRWGDRsGT09PVuFMUlyB1V9vbDZWrmLQ9evXOc/1+s+NpiQkJCAgIAAxMTFISUnBqVOnmn1Oc7hy1tR7fHp6OqqrqxEZGYnz58/Dy8sLN2/ebHUc+mLhOscdHR3B4/H0Fve04/H29oaPjw8OHz4MmUxm0DDlzPRMBIT6s14jQ34ASUhIQJ8+fZjCmUgk0ilo1xfzUlNTUVamuUtlSEgIdu/ejRoYNoSa6xySSqXN/hBYLyAgABkZGaiurma2a80Pk1zx2Nratvo93c/PD97e3pBIJHB1dUVaWhpnL6+WxgY0/wNgUz+atuRvsPH7FVc8zs7OrSoQh4aGYtSoUUhKSsLx48cRFRWFESNGIC4uTu8PcIQKZ4QQQjo4mUyGPXv2YOrUqaxf3cLDw1FbW4uQEM2wAIVCoXeekPaKSalUYt26dfD39wefz4e1tTVsbW317+g+4OrqCg8PDyYPxcXF6NmzJ2JjY00cmXlLSUlpci7AewlXEUgqlXIWr1tygUx08fl8nDx5EgqFguk9Yeg8XvcyKysrVFVVYe/evQA0PXDGjx+PUaNG4ebNm5BIJMw519qbmHAVg7jOdUOG0KrVamRnZyMrK8tkd4FWq9W4ePEioqKicP78eQQFBbX7jV7Ky8uhVqv19hji8/kQCoWora2FSqViii2GzhlZWan7fmTIDyCJiYkYPnw4rK2tIZPJEBAQgPT0dNb8dhkZGfD29oaHhweOHTsGAOjWrRsCAwORWGLYRPpc75dc76uNRUdHQ6lUok+fPsjIyGDaW/vDJFc8rX1Pd3FxQUxMDBMTn8/HvHnzsGHDhhZ999MXR3M/AAL6fzRtzd8gVzz6fgQxNFe3bt2Cu7s7056QkAAfn/YZUt+RUeGMEEJIh5eVlYVLly5h8uTJzK+hKpUKcrm8yZ5h7R2To6MjpkyZgoMHDyIrKwv29vYAwEw0bG1nhagxkbj6bypqZNy/3AZE+MHSxrChIK3+N1zORm01xy/aPMDNxxWDJ/fDHZubUEP/MMLm+Pr6sr6MFhQUYPLkyTh06FCTPYPMLVcpZ9MBPdexAqEAbn6u4PENm9Td2MwtV3mp+ZCWcXyx1zqvSuzyoUTL7/DWkgtkLvdTrrjk5uYCAM6ePYvAwECMHz8eO3bs4Nz2fsqVm5sbeDwe80NISUkJYmNjMWHCBOTn5zd7w4b6XF05noJaOfe515ZMfTfnixcvYujQoQgNDYVcLjeo6GdMUqkU6enp8Pf3R1JSks56Pz8/SCQSZoJ1fe8PxlZdXY20tDT07t0bJ0+eBJ/P58yNSqXC7du3Wc8zdEhoa9TfHED72ED7/jBp6Ht6REQEa25clUoFqVSKsLAwg6Z/MAZ9P5rWx2OQVrxfteTzr/F51t5/kx0RFc4IIYR0ODwej3Py1FmzZsHOzg6A5pfcGTNmsG6xHhUVxQxvqZXX4VbWbbgHuBnlrm+GxBQaGoqioiJkZWUBABwcHCCRSBAREYHExERY21th6QHN3RFP7YnH5g934noS++5Hiza+iMBI/1bHa4ipHs+jtpq7V1NZoQQH1x9B9+d8dYaJGUogEDB3hqqXnZ0NPp+P4ODgJm/5bi65UigUSD6dhjdiPoRKyf3FWKlQoiCrEN4qxzaNRR9zyVW99yZ9jtN7GybEthBb4OHZD2Daoolw/W8+rBUrVqCysrLF+27pBXJj91OumrNnzx7Mnz+f9b6p7X7L1eDBg5Gbm8tcALu6uiI3NxepqakYOnQo7O3tmUnTu3fvzuqtpJ2rhyyfgFJh2kJWY0KREL6hXshLy9c7/1prSKVSpKamYty4cVi1apXR92+I/fv34+mnn0bPnj1x+fJlpl0sFsPV1RXZ2dkG7cfYuUpISMDEiRORk5OD/Px8vduZsviZkpLCWjb4h0ke9P6gZChD39NFIhEEAgFrHZ/P12lra1w/mhrCGO9Xrfn8M/RuzfczKpwRQgjpUAICAjBw4EA4ODiAz+czk50qlUrs2rUL0dHRADSTte7btw+jR49GUVERBAIB64tERUklng56CZbWYviGecMzsDMKc4tRdrsMPhOdW1QMMjSm5ORkeHp6IiwsDACQmpqK/v376/yay+fzMWRyPwyaGM26IHXsZA/vYI+7T14L1NbWQWCh52uCWnMHqroaw+ZX4RIYGIihQ4fC1tYWt2/fZuZSGjhwINRqNUaPHg1XV1cUFBQgODgYarUaN2/eZIqO9dorV0qlEiln03Hx0BWknc9EXvotlBaU6+1p0xYCAgIQGRkJABg5ciQSExObnIOqMXM4rwCg+8AQnN4bz3mhYAzGuEC+X3IFAP7+/ujZsycAzXl1+fJlZGdnw9HREbW1tRg7dixcXFxw8uRJzl4l90Ou1Go1MjMz0b9/fwgEAohEIlhaWiI2NhZ1dXXYsWMHRo4cidzcXPB4PNawNm18Ph8RQ7vj0hHNEDu+gA+VUgW+iXqj8gBMfOlBJlfF+SXY/tle/LXOsCF3LREfHw+lUtnkPFH1ukT6Yea7U7DhnW3ITb7ZEKwad50rqVSKn376CYMGDcL48eNRVlaGuro6/L+9+45r4vzjAP7JYO8pDgRERREVBy5w4K5atbaOarVWq61Va7XjV1vtsHa3alu71Q5btVpr3XtvcYETBUFQUfbeSX5/UCIhF7hAIAE/79err5q7y903X55cnnzz3HP5+fnqwrCvry9atmwJqVSKnJwcjZFKhsxV2R/a4uLiUFxcjDZt2mD37t1676smclWZyn6YLM3Vk68Ow0TvmernycyqVsQSc06PiIjA8OHD1evkcjkcHR1x9epV9bKayJWYH00rfD4021V1if38KywshJWVlXq9u7u7xk0qSJtE9QiMy8vMzFT/ql96WQwREZmGmhotUZmCzCKELdUxr4fAZNu1wc7ODvPmzdNarlQqcSv8NlwaO8PJ3aFGjn0rIhaH1p3AxUNXSi55Sq/8yw1Q/3KlVCpx/fRNnNt3CZFnbiI+8h5SE9KQn1P9All9y1VVqVQq3Dx/C+5NXeHoJnzc6p4XLCwsEBwcDBsbG40vyJcuXYJSqYSvry/69u0LlUqFgwcPqguyj2Kuqoq5Eq9srm5fu4Pn28xVr/v61IfYfmQrcnKyq7RvPz8/eHp6IiAgAEDJTXXi4+PVo4GaN2+O0NBQqFQq7Nq1S2OeP1sbW7z62qta+0xLzMDPv/yEvPzamRe0LCtLa7z2+quQSqW4HhaF2V3nq9ctO/EBdh7bXuVcVYehctWsWTN0794dDg4OOHnyJC5cuICgoCCkp6fj5s2b6NKlC9q3bw9HR0ecPXsWKSkp6Nq1KwDg4MGDsLKyQu/evZGRkYHjx09gwoTxBs1VaSG9ffv2uHTpEu7evSs4n5avr6/6xgKlP0yWzodYNlfD7SciLzsfAODa2BkdZjWvUruq7JwOlLT1xo0bIzs7Gw4ODoiMjFSP4quJdlX2R9NTp05p3LXSzc0NQUFB2LFjR5Xeg0DVz1dicmVjY4N+/fohJiYGMpkMTZs2hYuLC/bu3YuMjAzBc/ujjiPOiIiITJxUKkXzDvrfAl6XzNQsHPrrBMJ2XkDUxVikJqTpvMywrhGbK6VSiciz0Ti/NwLXT0chPvIuUu6lIT8nvxaiNA2GbldiSSQStOzkW6PHKCgowIEDB3Suj46O1hq9WJH6nCtDY64q5tW6CczM5SgqLBmpc2jtcUg9qz4yKDIyEpGRkTonZo+KitJ5yZiueRed3B0gN5MBRjgdys1k6ukTWgU1h0QqgUpZMs7jnyXbYdPNSKPzDJSrW7duaY0UDgt7eInxmTNncObMGY315S+7u3SpZMSinZ2dwXMVGxuL2NhYnXdmLFXRObRsrgZM6o0t35WMpEu+l1rldlXZOR2ouK3XRLuKiYnROYI5KSkJO3bsqDSumpj7VEyucnJysGXLFvXjsqPTxIyUexSxcEZERFSGd4AnnD0ckZMrbsSVqSsuLsb5vRE49s8ZXD0ZifsxiSjIM8zExx36tYVLIxtkZ9f+r/9iKZVKRJ2/hbN7I3D99E3EXy8pkJX+Al5b6kKuiKh2+Af7IfxgyRxo+/44iuD5AUaOyHR5+jVC3LWSUUOntp1Dv26djRyR6TLFXM1YNlldOIOqZH5ZU2CKuSLTxsIZERHRf17+bhoef3EglixZYuxQqiw+8i4Orj2GCwcuI+7aHWSmZouanLf0zp5imVqulEoloi7G4vzecFw/HYW4a3eQfC8VeVnGH0FmarkiIuOa9dUUTGtXcnlWZkrtXzpal7y6YgbmBC8AUFJ0eQRmGaoyU8yVXC6Hpa0F8rNLpjvITs+BmU3tTtgvxBRzRaaNhTMiInrkSWVSvPHrLPSb0NPYoeglJzMXR/4+hTPbz+Pm+VtIvpsKRbGi0ufJzGQwM5ejuLAYxUUl2wt1Gm0crOHe1BUxl+LUy0wlV3nZ+Xj/yS9KCmR3U5GbnVftu3fpIpNLoVKpoFToPoAp54qITIt3QFPI/zsHA0BORi5Q/Zs710v+3f00ftjJTssBan+qyDrBVHPVf0JPbPux5FLikmkhjF84M9Vckeli4YyIiB5JpbNKyORSzPt5hskXN5RKJcIPXcHRjadw5Xgk7kXfFzVhvUQqgYOrHeycbJGfW4C0++koLlJAUSRcYHPzdEH3xztj1NyhaOzbEIpiBZ72fAFpDzJgZi7Hgr/moceIIEO/PL3lZOQibNMFg+/XzEIOa3trQAVkpWdDWayEolh4/re6kisiMj3+3Vsi4nDJHf8KcgtgZlv7X8uyUrOx/vPNaNbeG77tveDUwLHWYxCjScuGiI+8BwAozC+EuVntVzhMMVfpiRn44dXf4BvoDd/23vBs1cgkczXzm6nqwpkpMcVcmUK7ImEsnBER0SOpdOyQoliJz5/7Fr++sw5zvpuGrkM7GTWuUvdjE3FgzTFc2H8JMZfjkJmcJepSAis7KzRp0RC+gd7Iz8nH9bAoPIhJQnpipuD2MrkMPgFN0XdCCB6fMRCW1pZa6xf8NQ97fzuEx57vB//ufgZ5fTVBIv3v12ORI8+kMinsXezg5d8EVjYWiLkSh8TbKchIqv+5IiLjmvn1c3ih/esAAKXSOJeJFeQV4ueP/lA/dvN0ManPwVLzVryIuT3fAQAY64o6U8xVcZECG5duUz+Wm8ng38NPXQwypVyZWchRVFBsnIB0YLsifbBwRkREBCApPgX/fL3DqJ2VrNRsTGo+C0l3UtSX8FREbi6HWxMXtOzsi27DOsLJwwnbf9yLiwcv4+b5WzqfZ21nBf9gPwyfMRBdh3ZS32lKl3a9/NGul7/er6cmSSSAVC6FssxoMFUlXz6tbC3RuGVDBI8IQssgX+xaeRAXD15G+KErOp9TH3JFRKanWVtvjcs1TYEpfA4KCQhurfc8nDXNFHNVXKRQj2I0JUnxKXBt7Izku6nGDkUD2xXpg4UzIiKi/4SODTbq8QvyCpFw64HgOolEAntXO3i38USH/m3R9+kQuHm6YO/vR7Br1X4smf4jiiq4W5VLYyd0GdwRT84bBq/WTWrqJdQalQoaRbPy5OZyuDRyQrve/hg1Zyi8AzzVuVrz8aZHKldEZJpad2uJS0dMq9Bh7M9BXRq3aIg7N+4ZOwwNppirRs09IIEEd6MSjB2KhmfefQrLpv9k7DC0sF2RWCycERERoWRuq4CQVsYOQ83SxgKNfD3QJrgVej7ZFe37tIFUKkVaYjo2Lt2O+YM/xL3o+zpHWUllUnj5N0GfccEYMXMwbOytDR5jQswD5OcY/66VEqkEdk628A30xsBneyP06RDIZDJ1rhaPXWr0XBERlTfzq+fwYofXjR2Gmql9DpY1b8ULmNfrXWOHoWaquWrVpQWGvdjf5HLVvlcbWFibGzsULWxXJBYLZ0REZBQnt53DH4vWw66rDFauFrV+fEWB5uT4RQXFmNpmLuZ8Pw0WFhbIysqq9ZgszM0xb8UM9Hqqm0bx5npYFD555muc339J5/xbAGBpY4nW3Vpg2AsDEDKqa6WXFYr14HYizuy8iKsnIhFzOQ6JccnITs+BSqlCx5eaw9rNsvKdGJhUIsXTb43CqDlD4OjmoF5+PSwKn078xmi5qojR2pVF7b+/qou5Eo+5Es/UcuXbvuRyzZLPo9qfmNwkPwd15KptiD8kEglzVUFMAHBgzVHEXLpdZr3p5KpV1xZGi4ntSry6eG6vDSycERFRrVAoFFj70T/YufIAkuJT1HNKuOTYwyvUHTILzduTSySAvYsdzCy0OzJZadkoyC0EADh7OEIq06/okZmUjdsHEwGUTOiuKC7puCgVSiyd/iMCn2gNSx8JFCrtTmnZ4xUXKVCQW4CiwmIoihRVnidDIgGsbW0wdPRjCOwYCKVSiX1/HMbOFQcQGRaFgrxCnc919nBEp4Ht8dS8YWjWzrtKxy+VGJeEsN0XcflYJGIvxeFBXBJy0nMqnLj69sFEwb8fAJhbmsHMwgzmlmZQFCuRn5OP4sLiak2EXZqrEeONm6uq8G3YEvdjE6FQVtyuqiI9KVNrrqTSXAV3r3uXfTBX4jFX4plirlp1aY7bB+/BK9QdZlZyODd0EnU8U/kcrIqq5qpR8wbqzxy5pQwujZxFHa8+5srS0lIdEwBYWlsgP7fkTtsxl+IACWosV0qFEqn307WWy83kgBI6c3X1RCRc0oT7fBUdT1GsRNqDkuNZWJvDzslWMPaqtquGzRro7MvIzeVwdLMXfF59bFd19dxeGyQqU5oNr4ZkZmbCwcEBGRkZsLcXbvhERGR4SXdT8NNrv+Ps7ovITs/V67mTF43DhAVPCq6b6DsT92NKOhvfnfsULTo002vf0eGxmNPjbRTmF2Heihlo1tYTr/dfhNzMvIqfKAGCBgfiVsRtpN3PgFKhe46tUhZW5vDwcYd/dz8EP9EF10/fwB8fbBTc1sbRGg6u9ki49UDnZYUSqQSefo3Qe3R3jHx5COyd7SqNobykOykI230RV45dR8ylODy4nYTs9BxRr0cdh0QCubkcRQW65wpr4tcIibeTUFjBfGLl92njaA2ftl7o+3QIku8m48/F/whuW1u5MpR1n2zCyrfWCK6TyqXYkbcGMpn2FwmxVr+/Ab+/v15wnYePO746vhjOHuK+kBsbcyUecyWeqeYq8lwUZgXNVz/eVbROVBzG+hw0Zq7OH4jA//p/oH68s3At5PLKx4HU11xZ2lggP6cA3gGeWHZsMb6ZuQL7/zwquK0hc6UoVmCI1XidfQaZmQzKYqXBcnU97CZmd30LQEmR6/eo5YL7qEq7SklIw4sdXkV6ovDILlPsi/LcbhwccUZERAZ14UAEflnwF6Iu3Kr41uMSABX8dOPu5Sq4PDs9Bw9uJ6kfb16+C6+tfEmvGH3be+PnS0uQn1sAn4CmAIAN91fgtb7v4dqpm7qfqALCdl7UuVoqk8K5oROaB3oj6LFA9B4TDAcXzWJNemKGzufnpOciR6DAaGFlDr+g5hgyvT9CxwWLvqww9X4azuy8gMvHruNWxG0k3k5CVpp+BTJISu4s6drYBV7+TdC6ewt0HhgIL/8meKH9a4i9Eq/zqXciK55w19zKHB7e7gh6LBCjXhkG9yYuGut3/3pQ53MNnauapuvLDAA0aOpWrQ4woPv9AgD3YxJx5cQN9BzVtVrHqC3MlXjMlXimmiu/Ts0hN5OhuKhkVMlv767HlMVPV3gsY34OGjNXHfu2g0RScnMYAFgy7Ue88cvMCo9Vn3OVn1OAZxeNxVPzHoeltQXeXP0yug7rhE8nfQNFkeYopc8nL8f8P16p8FhicyWTy+DWxEVj27IaNmuAdza8arBcbfl2l/rf92MTkZOZKzgXaVXa1ZXj13UWzSraZ31uV3Xt3F5bWDgjIqJqUSgU2LhkG7b9sBf3byfqHP0DlAx5923vhUnvjkZg37ZYOPwTnN93SXDbBl5ugss3fb1D4xhHNpzEjKWT9Z7QvWGzBup/x16Jx8F1xyGVSjW+wFTG1tEGnq0aI7BPG/Qe2wO+7b0r3F6pVKp/nayMg5s9Og1ohydfGYqWnZtXuG1aYjrCdl7ApWPXERNxG/djk5CVmq1/gczWCq6NndG0dRO07tYCnQe1h3dAU43iU8SRq/jjg79x9USk4KUausjkUji6O8K/WwsMmzEQHfu1q3D7msqVsTy3+Gl8/MxXyM8p0FrXoIIOrFi63i8A0HFAO3Qd0qHax6gtzJV4zJV4ppwrvy7NceV4JABg58r9lRbOauJzEADMLc3x9YmP8OH4pTi07oTgc4ydq4a+HrgXdR8AcGTDiUoLZ/U9V2NeGw5zy4eT7oeODUZAcCvMCX4bSfEp6uUH1hzH8BmD0SZY98Tz+uTK3ctVsHBmZWuJ6Z9NVBeCgOrlKjs9B0f/Oa1+rFKq8O83OzHhbe1RYFVpV92GdULH/m1Noi8KmE67qkvn9trCwhkREektPSkDP72xGqe2nkNWanaF21rbW6FT/3aY9vlENPTR7CB8sO1NPOE4WfBSPg9v7Q/17PQc/LNsu8ayvOx8nZ0oIdnp2Ti8/iRO7ziPqAsxSE1Ig6JYXIHJytYSIaO6oseIIHQZ2hHm5pVPJJuTmYt/l+/EoXXHEXftboXFrEYtPND7ye544pUhcHJ31FqfnpyJs7su4NLR64gOj8WD2ERkpWaLjl/9Ouws4dqopEDWqmtzdBoYCN/2Xlqjs1Lvp2Hl/D9xesd53L+VWOH8YeXJzWRo2dkXvcd0x2PTB8DKqvLJZg2ZK1PTY0QQRswcjL8+26y1roGXe7X330Dg/QIA5lZmWLztTZiZ1f6kx1XFXInHXIlnyrmasWyy+nLN9AcZUCgUOkeUGOJzsDJvr5kLmUyK/X8e01pn71L9aW+qk6s5P0xTX65ZkFuI4uJinZcgPqq5cmvigj9ivsPr/d5HxOGr6uWv9FyICQuexORF47Seo2+uPLzdcenINa3lI2c/hu6PdxaMuSq52vT1DuRnaxa7Ny7ZipGzH9MqUlUlV+aW5vhg25sYYT8JxYXaP5rWVF+0MqbYrh51LJwREZEol49fx8q31uBGWFSFc1ZJJIBLY2cMmNQHz7zzJMzNdd9+/JMJ3zzcV5lLNy2szAUnst309Q5kp+doLdfViVIqlTi/NwLHNp3GlRORSLiViIJc7dEGYuXnFqDTwPYIeaLi4eu3r93B319uRdiuC0i5lyZ6/y07NsOUj8YjMzUL+9ccxaUjV3Er/DbuxyYiMyVbPXGsWFa2lnBp5ATPVo3RqmsLdB7QDs07NhO8fFGhUGDnyv3Y/+dR3Iq4rb5rZlVNem8snp7/RKXbVTdXdUXyvVRs+HKr+rFULoXyv4Jn4xYNq71/tyYuMLc003pvFuYV4bNJy/H22rnVPkZtYa7EY67EM+Vc+XVqDpmZTH153e/vrcdzHwiPOtP3c7Aqku+l4qCO0S5H/zmF/WuOot/4nlXef3Vy1bFvO43+wtLpP+L1VcKjzh7lXEmlUnx58H0MkI7WWP7n4o04u+sivjj0HiytH94RW99clX3PlJ3Yfv3nmzFy9mOC82PpmyuhAhUAZKXlCBapqpqrTyZ8I1g0M1RftCpMtV09ynhzACIiEqRQKLDluz3YvHwHEqIfVHgnRJmZDN5tPDHh7SfR88luovYffugKXuv7nvrx9C8mwsbOGnt+P4SBz4ZiyPP9NLbPTs/BxGYzBTsrADD5g3HoM6YHDqw7jov7L+H21XhkpGRVOI9aKWt7KzRp2Qhte7XG8U1n1JcI2jhao++4EGz9YY/G9n3G9sD8P+eoC1BKpRInt57Dth9248qJSORl5es8lr2LLdy93KAoUuCxqX1x9dRNHFp3XL1eKpPqd4klAEubkgJZ01aN4delOToOaAe/zr4Vzu8VeSYKm5bvxKUjV5GakCb68lSpTAoHVzu0DPLFrfDb6ktBbByt8W3YJ1j93gZkpWXjtVUz4eTuoPX8quZq5OwhyEzJxMr5Dyf3XnJkEdqGtBYVt7E9HzAXt6/eASA+V/ra/tNe7F19GAOfDWWuKsFcicdciVedXL0c/DaunbwBAHBq4ID1CSu0thHzOWiIES/lcyXmc1Bf1cnVxOazcP/WAwAld1nclv2n1jbMVYmyuSrLys4Sn+5ZiNZdW1YpV6n30/Dl89/DztkWk94bg5c6/Q85GSXzjvq0bYqfwr/U2k/ZXOlSNlerF23A7+8JT2Bv52SD1THfaRWp9M1V+b5oKYlUgld+eKFKfdFHoV09ilg4IyIiteyMbPz8xh84vukMMpJ1T5YKlIxmCgxtg2mfT4Jny0Z6Hae4uBhPuU9VT+7u5d8EKy4vrfA5R/4+iQ/GLNHrOELk5nK4N3WFX1BzdB/eGcEjgtTzg2z4cgt+en21etsvDryH9n3a4NKxa3jrsQ815sZxbeKMAc/2wZnt5xF7OV7naDCJRAJ3L1d4t/GEvasd7t5MwP2YRGQkZ2lN3lsZSxsLODd0gqdfI/h1aYFO/duiVdcWlXaaMlKz8O9X23Fy6zncvZkgOMePLlZ2VvBs1Qg9R3XFiJmDYWVrBUB3roTk5+Zjy7e7cWDtsUpz5dHMHSEju2DU3GFwFfild6r/K4i7fhcAYOtkg41Jq0zmBgC66JMrQ2KuxGOuxGOuxNMnV9dO38DL3d9WPxa6u2Zln4O6Chb60Odz0M3TBV+f+AiujbXP1frSJ1dnd1/E/Mc+VD8WumMkc1WifK7KkkgkmPjeGHi1blztXJ3fH4H/DXh4x9MZSydj1Jyh6sflcyU3l6O4sFgdR9mSRGmu5g9eXOENiN75+7VKJ7CvKFfl+6LuTV2RGJesfi7blemf22sTC2dERI+4yHNRWPm/Nbh6MrLiOawkgLOHI0KfDsGzH4wTNWeVLovHLcXh9SVD0KUyKf68/b1gkaSUUqnEkY2n8MVz3+l1qaVEIoGDmz182jZFpwHtEDouGO5Nhed1SL2fhvFNX1TPF9bzqW54Z/2r6vW52XmY1eVNxF+v+E6RQMkvlZbWFpDIJCjILdS7QCaVSdHA262kQBbUHJ36t4Nf1+aibiWvUChw5O+T2P3LIUSdv4XM1GzRl1zKzeVwa+KCwNA2GDVnKLzLTO5bVmW5AoC70QnY+OU2nNp+TmOC4vLMLOTwDfTGgEl9MHhq30rnjUu6k4JnfF5Sj8rrOz4E8/+YI+r1GYOYXNUU5ko85ko85ko8fXM12Hyc+oeFie+OxqR3x2isT4xLwuzubyM1QfuydqlUgnFvPoHnKrmxQEXEfA7O6/UOoi/GqpfJzWR484856D26e5WPC+ifqwGy0eoR5UOm9cPcH1/UWM9cPVQ2V217tcKV4zc0RrY37+CDlIQ0pAnc8EefXL036nMc//cMgJLLN9fe+QFO7o6CuZKbyXFw7cP5u3wDvbVy1WVIR5zcchZC5QqXRk74+uRHcPeseKL8inIl1Bd92vMFtqs6cm6vbSycERE9gnau3I+/v9yKOzcTKrwsUCaXwrNVY4x9YwT6P9PbIMeOOHoVr/Z+V/142qfPYMzrIzS2SYxLwoE1x3B+3yXEXI5DRlKmYMepPCtbSzRu3hBtQlqh11NdERDSWvSvZdPbv4qYS3EAABsHa/ydtBJyuRxnd1/Ev8t34vKx6+rLEAzFwtoczh6OaNKyEQoLihB+8Ip63bKjH1R496tSsZfjsHHpNoQfuoqkuynqX3ArI5VKYOdih+YdfDDouT7o9VR30bc3r26ubJ1s0K6XP0bOfgwd+rYVdcyy1nz0D35ZsFb9WGyujEFXrmoLcyUecyUecyWePrl6uftbuHb6JgDAuaEj/rr7s9Y2CoUC2Wk5mNHpf0iKLxkd8+7G19CxfztY21lVK1axufrpjdXY8MUWjWX9J/bC67/MrNYIFX1yNdF3pnpaBUsbC2zN+kNrG+aqRPlc/XDxc8zt+Y5Gocza3grvbHwdX075rsq5Ki4uxpOuU5CbmQcAaNbeCz9e+EIwV8XFxXjceqL6uUuPLsKJzWe1ctVnXDBCnuiKxWNLRnm5N3XFd2c/ha2Tjeg+i1CuFEqlYF+U7arunNtrGwtnRESPgLzsPKycvwaH/z6J9AcZFW5raW2BgJ6tMO2zZ9CsrbdB41AqlXjSbQqy00rmhmjaqjG+P/8Zjm86g5NbzyLybDQS45JFF38AoG3P1hg8JRQhT3aDtW3VOiz/fLUd38/9Vf348RkDcf1MFG6Fx+p9x0ohFlbmcPJwRJOWDdGyc3N07NcWbUL8tDpDz7V6GXduJAAA7Jxt8XfiSo0OUF52Hv79ZieObTqN+MgE5GXliY7B0sYCjVs0RPfHO2HknKFwcLar0mvRlauYiNu650mTAA2auqH78M54at4wg9zBrrJcmYLyufp070J07Neu1uNgrsRjrsRjrsQTm6urpyIxp8cC9WOhyzVLTWz2Eu7HJgEAPtv3TpV+hChL31yFH7qCt4d+pDFS3cPbDV+d+FBwYnixxObqzK7zeHvIx+rHQpfVlWKutHMllUrx7sjPcGrbOfVyiUQCGwcrZP936WJVcnV2TzjmD16sfhwyqguO/XNG/bhsroZaj1dPTu/p1wirrn0lmCsnDwek3S/pu3r4uGN19Ld6xQRo5srWyQZQqdSvs2mrxlh5dRkAtiugbpzbjYGFMyKieir2chx+emM1Lh29VumcVo7uDug9ujumfjxePYdVTfhw/DKNifCtbC2Rl617cng1CeDgYgcvf08E9muLHT/tRfLdVADV76ykJaZjbKNpUFW/PgYAcHCzR/NAb7Ts7IvAvgEI6Nm60ssPSyXGJWGi7yz1KMB2vf1hZWeJG2HRyEjOEn3TALmZDM4NndC2lz+emPUY/Lo0r/LrKSstMR3jGk+HUlF510FmJkOzdl7o/0wvDHthgHoeOUMpn6v+E3vjf7/NMugxqiMtMR1PN3lRfdlV8MgueO+f140SC3MlHnMlHnMlnj65Knu55rPvj8EzC0cLbmfIL+1VzVV2Rg7m9lyI2MsP56GSm8vx9tpXKr37tC765KrsJYjDXuiPOd+/ILgdc6U7V9t/3ouvX1oh2L+oaq7eGfEpTm49q7W8fK4WP70Uh/8quVRSIpFgj6LkRgBCuSpV1cJZ+VyVksqk+CPmO7g1cVEvY7sy7XO7sbB0SERUjxxYcxTT27+KweZjMa3dqwjbdVGwaCaVSdG0VWO88tN07FVuwIb7KzDrm6kGL5ql3k/DxmXbMH/Ihxjl9pxG0QyAzqKZhbUFvAM8MeyFAfh49wLsLvoLfyeuwpeH3sfEhU9BbiZueH55hfmFOLPzPH56YzVmdHoDQ20mYIyH/kUzc0szuHu5okO/tmjRqZnGuoykTLg2ccGUD8ejY792ootm96ITsO6zzbBxfHiHqIjDV3F623mkPcjQWTSTSCWwc7ZFYGgAXl31EnYVrcPOgnX4M/Z7vPn7bIMUzcIPXcF7oz7HuMYvVFg0s3GwRtehHfHhjvnYVbAO34V9ilFzhhq8aAYA7k3d8Mw7D79Q7lt9GNdORRr8OFU1f9CH6g6wtb0VFqw33q3dmSvxmCvxmCvx9MlVi44+6n+Xv4teTalqrmwdbPBzxBI88fIQ9bLiwmK8/+QX+GLqd1WKRZ9ceXg9nLN03x9Hq3Q8fdW3XA2dNgCrri6Dg5v24JKEW/erFNeCDfNgZWupsUwoV6/9MkP9b5VKhasnS2IXylWpjKTMKsVUPlelnl00VqNoBrBdmfq53Vg44oyIqA7LyyvA6nfX48Cao0hJSFP/QibEwsocrbu1xPMfTzDYCKSyCguLcGbbORzffBbXT9/Eg7gkFP03BL8iMrkULo2c0byDD7oM6YDeo7vD1tG2wudU9itfYWERIg5ewYWDl3Hz7C3cjUpA2oMMFBVUHk9ZcnM5nD0c0ai5B1p28kVgaBu079NGqxB0dm843h3xqfqSAwBo1NwDX534EI6u2p87eXkF2PnjXhxafxJxV+8gJyu3wr9dWRbW5mjYrAG6DOmIJ18ZWq3h+LoUFhZhzy+HsOe3g4i6EIOiAt2Xzrp5uqDrkI54at7jaNyiocFjqcyzLWfjXlRJ597exQ4bHqww+iUFm7/dieWzV6kff7xrAToPbG/EiEowV+IxV+IxV+KJydXl49cxt+dC9WNdl2saarSLoXKl7+dgZcTk6tS2c1g4/BP1Y12X1TFXleequLgYC4d/irO7LqqXSSTA9M8n4al5j+sd09czf8bW7x8WfkfOegwzv56itZ3G5ZqtGmPVf5dMljq7NxwLH/9EYwqPquZKqVRisPk49Q2TJFIJdhWuY7vSwRTP7cbEwhkRUR0Tf+Mefn79d1w8dAV5WRVf5mjvaofgkV0w9ZMJVZ7TSpeoizE49NcJRBy+gvjr95CdniP6uS07NUPnwR0QOi4Y3m089T522c7K859OQFZqDm6eu4W7NxOQ9iBdo9MglkQigYePO7oO7YjOgwLRoW+AXiOlstKy8UrIAsRdu6teZmYhx8INr8HcQo6tP+zB9dM3kZ6Yofe8aQ283fDGr7PQrpe/Xs/TR/K9VPyzdBuO/XsG928lVngzBis7K0xY8CQenzGwyvPKGcr92ERMaj5L3REe9FwoXlv5ktHiSU/OxLjG09V3Uu02rDM+2PI/o8VTFnMlHnMlHnMlnthcDTYfq/6cmPzBOEx4+0mtbQzxpd3Quaroc7D7sE567UtsrspeVvf4jIF4+dtpWtswVyXE5GqU63PISs3WWBYYGoAPd74legR9+VwBJVNI/JXwM+zL9UU/GLsERzacBKB5uWZZx/89jfdGfaGxrCq5+vTZ5di3+rDGMrYr3Uzt3G5sj27JkIioDjm26TRmdHoDgy3GYUqrOTi59Zxg0UwqlaBxcw+89NUU7Cpah42JqzDvpxerXTRLT87Elu92YeHwT/B00xcwyGwsZnR8A399+i+unbqps2hmbmWOBt5uGssmvT8W34Z9iuc+GCe6aFZcXIwLBy5h1YI1eHPwYiTGp6jXrfjfn/jr039xfl8EHtxOqlLRzNLGAtvy/sTvUcsx86sp6Dqko96XF9o52WLllWXoP6mXellRQTHeGf4J3hy0GMc3nUHKvTSdRTOJRAJbR2sEhLTCrG+m4Om3R6nXPYhNgoW14S93vHoyEh+MXYIn3abg6SYvYMOXW5EQ/UCraCaRStT/trSxwN9JKzH29RFGL5oBgIe3O55Z8PBL5e5fDiLybJTR4pk/aLG6A2xla4mFf88zWizlMVfiMVfiMVfiic2Vb2DtXK5p6FyVfg4Of2mQelnp5+BXM37Sa19ic9Wgqav63/tWH6lC1OI8Krmysdf+XL948DLGNZqO2Cvac44JKZurUsVFCswf/KHWtq//9rAQo1KpcD1MO24rgTtV6purq6duaBXNALaripjaud3YWDgjIjJBhYWF+GXhWoxv+iIGykbj/Se/QNSFGK2OCFAy31ZAz9b48tD72F28Hr/e+AZPzH5M9G26yysuLsbpHefx5bTv8XzAXAyzmYDR7lPxzayVOLXtHJLvpArOtyWVSeHS2Aldh3bErK+nYP39n7E1a7XGPGaNmntg4sKnKjx2+KEr+GXhOsx/bDEm+s7EMJsJeMz8abzRfxHWfrQJ5/aEi54kvzyXRk4YPKUvJpSLYeH6eaJ/SS2rsLAQ237ci3l93sETLpMxUDYG+34X18EytzRD01aNMWrOEPwevRx7FOuxKfU3LD3yAUbMfAxTPngaDZs1UG//9tCPoVRW7w4GxcXF2PXLAcztuRBDrcdjTvACHNlwEpkpWVrbls1V6a+NQNVzVZMmvTfW4Lmqiq0/7EHUhRj14wV/zWWudGCuxGOuxKsvuXrhi0nqf6fcTYVCoeOOxdVQk7mavfx5LN42H2YWD/e37ce9mNJ6DjJTtT9vdBGTqxnLnlP/Oy87H8XF4u/KLdajmqvmZebby0rNxvT2r2LT1zsqfE75XD3zzsP+1o2z0dixYp/G9paWljCzfPjav3iu4on/Hd0d9M6VUqnUuPSyUXMPtiuRTOXcbgp4qSYRkYl4EJeEH1/7Hef3RCAnM7fCbe2cbNF1WEdM+/SZas9xdfvaHRxadxwXD1zG7Wt3tIbo62LjaA1Pv0Zo17sNeo/pgZYdm2lt88XU77D7l4MASkYt/R61HB7e7iguLsa1UzdxYV8ErodF407kPaTeT0NBbqHWPqqj9CYIfcb2wIhZg2HraIvM1CyMbTgNxf8VIbsM6YAPt70lan+Xj1/H5m934cqx60i9n66eyFUsiVSCZxeNxYS3tC+7EXI3OgHP+c1RF66GTOuPuT8K391Jl/TkTPyzbBuO/n0ad6MSNIpgZRk6V7XNELmqDuZKPOZKPOZKvPqWq7KXa079eDzG/e8JAEDag3TcuZGAxWO/ROr9DADAjKXPIiCkNZp38BE1B1Ft5So9OROvBC/A3ZsJ6mXmlmZ4f9Mb6DwoUNQ+xOSq7GV1I2c/hplflcylxVxVP1eJcSn456vtGn2HTgPaY/H2N7Xm/dKVq/mPLcbZ3eEASuaO3XD/Z425bN9/6gsc++c0gJJ+0p7ikss1FQoFoi7E4vKxa/hh3m8AAOeGjnjlhxfw/Su/ICEmUVSuhPqiCoWC7cqA7epRwMIZEZERndlxDr+/vwHR4bc1Jj4tTyKVoIGXG4ZO74/Rrw2v8miynMxcHF5/Amd2XMDNC7eQcjdNVPHHzMIMDbxc0apLC3Qf3hndhneu9FexyLNRmNVlvvpx4+YeUKpUSE1IR0Gu9p0+KyI3k8HCxgI56RUXFIGSSwlbdWmBIdP7o/fo7lodmJld3sSNs9H/bWuJjSmrBF9LelIGNi7dhtPbz+Ne9APxMUsAazsreLVugp5PdUPs5Xjs+e2QxiZlO2CVWbVgDdZ+tEm972/DPhUsUpZ142wUNi7bjvP7IpCeqPsOVIbKlamoSq4MhbkSj7kSj7kSr77l6qWg/+HmuVsAABt7a3i2boykOylIu5+uc9R1n3HBeHvNK5Ueu7ZztWT6D9i5Yr/GMkN+Do73noGkuGQAJT8CmVuaozC/AFABSh0/FjFX4nPVeXAgrp++iey0h9NyOLjaYenRD+Dp11i9TFeuCvMLMcp1irof1aprc3xz8mP187Kz8/CE/cNRli5NnJCWkAEzczkK8oR/UJXJZeg+vLO64FaqfK7K90UnvvMUJr03tsZy9ai2q0cBC2dERLVIoVBg/Websf2nfUiMT9Y5+gcAzMzlaN6xGZ59fww6DdD/7jpKpRIXD17GsY2nceVEJO5F30d+TuXFH4lUAid3B/i080Lnge3RZ2wwXBs7V3qs66dv4vy+CESGRSPu2l3ci9b/NuYyMxkcXOzg0cwdvu28IDWTI+r8LURdiKl0NJqdsy0+2/cOmpeZGwYomTNDIimZo2vHin1YOv1H9bpFW95E92GdoFAosP/Po9j3+xFEh8ciKy27wr9NWWYWcrh5uqJjv7Z4Ys5QNG3VWGubE1vC8MGYJRrFUS//Jlh27INK7yAKaE5A69TAAevu/gSpVKp+bUqlEof/OoHtP+3D9bCbFebKqYEDOg0MxJNzh1YpV6auslwZCnMlHnMlHnMlXn3OVWJ8MtZ8+A+2/7RXr/217OyLb898orXcFHJVU5+D187cxNcv/Yyo8zGV7EETcyVey86+WHrsA8wftBgRh6+ql0ukEsz6ZiqGzxhUaa6ObTqN9598OMH/a6tewqDJoSguLsaaD//B6vc36BUTACze+iYUCqVWrpq2boyvji+Gtb01xjachvSkkh8QGzZrgN+jlmvsg+3KcH3R+o6FMyKiGpZ6Pw0/vvY7zuy8oPFrnRBbR2t0HhSIaZ89A3dPtwq3LS8h5gEOrD2GC/suIfZKPDKTsyq8M2IpazsrNG7ZEG17+qP36G5o1bWFzmHmSqUSN87dwrm94Yg8HYW463eRci8N+TkV392zPJlcBntXO3h4u8M30Bvtevmj08B2kEol+OerHTiy4STiI+/pNZfZKz9Mx9DpAzSW3blxD/MHL4adsy0mfzAO7z7xubrD4NzQCWYWcqTcS6twtF9ZUpkU9i52aNnZF49N7YvuwzuLHv2XlpiOOT3eRsKth5cWWFiZ44Otb1Z6J6a7NxPwXOuHw+Qfm9oPMjMp9vx6CJY2lshOz9GZK4lUAs+WjdBrdHeMfPkxOLgIfw5WlKvOg9rj450LRL1OYxPKlZWtJfb+fghDpw/A1I8nVPsYzJV4zJV4zJV49TlXimKF1ijlsqzsLHXeUVvfz8HazpWhPwezUrNwbNMZnc+Rm8t1fr4zV5rE5uqvz/7FyvlrNPqXLTv54talWBQXllzBoCtXbwxYhAv7LwEo+dHxvX9ex/tPflGlmzq5N3XFrze+hpm5mWCuZDIpAvu3xbn/LhGVSCX4JfIrNPZtqLEftqvqtStDn9tNGQtnREQ1IPzwFfyyYC1unL2FogLdHQKJRAI3TxcMei4U4+aPhLm5uDsn5uXk4dg/Z3Bq2zncOBeN5PgU9TwJFZGby+Hm6QK/zr7o9nhnBI8MgqW1pdZ2SqUSUedv4ezeCFw/fRPx1+8h5V6qxkT/YllYW8CnrSd823ujbS9/dBrYHo6uD8/FMZfj8PeSrTi7+yJSE9J178fKHC6NnXEvSnskW9kOVFmr3l6DtR9v0jvmUlZ2lmjSshGCR3bBiFmDYOtQ+S9yFVEqlfhy6vdaX4pGv/o4pn8+SfhJ//n5zT+w/rPNoo5jYWWOlp19MXhqP/QdH6w1D4kQXbmysLbAP8mr9L7LqDHpypVUJsW2nD+02om+mCvxmCvxmCvxHoVc6dJ3fE8cWHNUa7m+n4PGylVtfQ4CQKsuLXD9zE2t5cyVNn1ydfNCDOb0eAtFBdrFo4pylZ+bj6fcpuq8/LI8iQRwbeyCpDspWuvKF6iUSiU+m7wc+//Qfm8AwNNvPYEpi8cLrmO7KlGddmWoc7spq7wnTURElVIoFNj09Q5s/W4PEmIeVHiZn9xcDp+2TfHMwifRY3iXSvetVCpx5UQkjv59EpeOXsfdqASdvzaXJZFI4OBmB+82TdGhf1uEjgtGQ58GGtsolUpEXYzBuT3huHbqJuKu3UFyaYFMj59VpDKp4IgnazsrrLv3E6xsHhbnlEoljv5zCtt+2Iurp24gv4JinIObPTr0DcCoV4aiddeWKCwowuQWs7U6UePfGgUzczMoFAoc++c0dv9yEDfO3UJGku75vcqTm8vh2tgZ7Xr744mXh2hdxmgIUqkUr/8yE12HdsTHE75SFzs3fLkV5/ZGYMmRRbCxt1Zvr1QqcfzfMyW5OhlZ4b7L50pf92MTBZePe3NknfoSCgDPLHgSW7/brVXoVSqUSIpPQSNfj2rtn7kSj7kSj7kS71HIlS4Dn+2NS0eu6vwcLM/UcqXv52BZ+uaq1+huSLmXylyJoE+uWnTwQY8RQTi8/qTWfjoOaKszV5bWlhjzxgjRl2VaO1jj6flP4OuZKzSWuzd1xcDJfTSWSaVSPLPgKcHCmUQqwYiZj+k8DttV9duVoc7tpoyFMyKiKspIzcKK11fjxJYwZKZUfCdKazsrdOjfFtM/ewaNyg0TLy/pTgoOrj2Gc3sjEHM5DumJGaLm27K0sUSj5g0QENwKPZ/shna9/dWXXCqVSsRejsP6zzdrFMhys/L0LpDZOduigZcbmrXzQtuerdB5UCBuRcRh/uDFWtvnZuVhRsc38NnehTiw5hgOrD2G21fv6L6sUCJBI98GCHmyG0bNGaJ1x1BzCzOtTpSZpRn++uxffDtnleCvn7pY2ljAv3tLDHi2D0LHBVf5hgtV0eup7vDv4Yc5wW8j8XbJxLO3Im5jXKPpWPj3q7h1MbbSXJW14K+56D26R7VievDfvBXl/fbOX7B1sMHI2bo7naYkIzkTL/d4W2cH+H5sUrU7dsyVeMyVeMyVeI9KroR4tfHU+hx0dHfQKiSUMtVcVfQ5+OGO+WjXq43G9lXJVfvQAFhaWzBXIuibq6R47VFgAHBy81lMb/8qfrjwuda0H/98tV2vucycGzhi0JS++O299Ro/hOouUAn//VRKFZ5u8gIWbX4d3YYFaaxjuzJcuzLEud2UsXBGRKSHq6cisXL+Glw/fbPiORkkgGsjZ/Sf2AsT3xut8xLMwvxCnNxyFie2nEVkWBQS45JEFX9kchlcGzujRadm6Dq0I3o+2Q029tZQqVS4fTUeZ3eHY8v3uxF39Q6S7qRUrUDmZAP3/wpkASElBTLXRsI3CTi19ZzOfd29mYAJ3i/pXG9mYYYWnXwwaHIoBk7uo/OywrzsPGz9fg8Ob9D8hbMov0hjrgaxGni54dM97+j9PENxbeSM1dHf4tNJ3+DAmmMAgPzcArw95CO99yVmBGJlHtwW7tgBwLYf99SZL6IXD1wWvJy3VGIFr1Ms5ko85ko85kq8RyVXbXr44coJzdHGLg2dMGhKXyx/eZX6h5X+E3vpvETKlHOl63Pw1dD3MO5/T2DqRyWX1iXGJeGPxRsrzJWjm716EvhSzQO94d3Gk7kqp6ZzFXMpDk97voivji+Gh7c7VCoVjm48hY1Lt+l8jq2zLbJTNX+Etnezg7mFGfqOD8Gmr3YAAGRyqc4CVUXnFpVKhYXDP8O4N00rV/WpXRni3G7KWDgjIqqAQqHA9p/2YdPXO3Av6n6Fo39kchm82nhi/FtP6Bz9E3k2CofXn0TE4au4c+MecjJyKw9CAtg728LL3xOBfQMQOi4Ynn6NcfvaHZzdfRFhuy7i7y+3IvluKnIz80TdEKCUVCaFraMNGni5wjugKQJCWiFocAe4NXERvQ9A9zB0XeycbREYGoAn5gxB25DWgtuc3nEO23/ah8gzUUhPyhR9owCZmQwuDZ3QukdLHF53QnAbSxsLTHx3jF4xG5JSqcTpHRew9fvduHL8eoXbSiSASgVY2logP1v4rqgVdcrEKCwoQkpCmuA6Y+dKX12GdEC73v4ad/4qi7l6iLkSj7kSj7kSr7JctQ8NgLmVBS7sj1AvU6lUMLcwg1ebJoiJiAMADH4uVPD5dSFXUqkU8/+Yg25DO+HTycuhKFIAKmDdJ5twdvdFvLVmDub1egfpSZmwcbRGTrpwv2nw8/2xa8U+rSIHc6WtJnNVKjUhDZNbzsa8FS/hTuRd9RxfZpZmKBL44Tk7LRuvrpyBL6d+/3Af90qO8djz/dSFs6ZtmugsUInpi5pSrupbu6ruud3UsXBGRFROdkY2Vs5fi6MbT1U6R5alrSXa9fLH9M8nwqt1E411aYnpOLjuOM7tDkd0eCzS7qdDKeKSSwtrczT0aQD/Hn4IfiIIbp6uuLD/Eq6dvIGjG0/hn6+2IzdDvwKZRCopKZA1dYN326YICPFD50GBaNBUvzt3lpefm49tP+zF30u2Vnx8iQQNfNzQY3gXPDVvmFZhLiHmATYu24bzeyLw4HaSXndYsnGwhm+gN/pOCMGASb3Vo/tuXb4tWDgbMKk3pnw0XufouZpSmqv9fx5FzOW4ko5JZf4rmgFAfnYBnp7/BPatPqI1r8aRjafw7PtjqxzbnZv3BEckGitX1WFla4UvDryHg2uPYcWbfzJXFWCuxGOuxGOuxKssV8c2ncZP4V9giOV49Y9HJzaHIeSJrmjW1kv9pd3MQriQUJdyFfp0CAJCWuHl4LeRfCcVABB1IQZT28xVT1eRk56r83PwxOYz+DP+Bwy1HF9mGXNV27myc7bFP19tB1SAoliJzycv19jGt50XGrdoiP1/lpuLTAW07toCHQe0w/m9JYXi/JySmwiYl4mjWVsvnXk59s9prWVuni4Y+8YIrP1kE1LulhSwTCVX9a1dVffcbup4V81qunLlCg4dOoSCAuFRADXBwsICoaGh8Pf3r3NxUd1miu3KUDEVFymQk5GL4sIiVHpWVADuFg3xwnvPw8rKouT5xcU4vf0CTmw+g+unbqLAIheNg10gs6h83iypTAq5mQxyczkkkKC4qBiKYgUUxUq9imOKAgXiDiehIEEBN08X+AQ0RZvgVggaHAgPb3eD5UqpUCI3Kx+F+YWVjgKTSWVo3qglnp45Bub//UJYWFiI7T/ux+H1x3H7SjwsG8nRtI+7qFxJJID0v7nIFMUlhSdnD0dIZVKtbbNSszXu3CQ3l8PWwRpyc3mtna8SYh7g7yXbcGrbWSTGJeu8XFZuLodvey/0n9gL4Yeu4Ng/wrdB7zCqNTx7uyEjJbPk8tsyXBo6QSKVVClOU8iVoV25cgUHDhxERkoGc1UJ5ko85ko85kq8ynKVnZ6jfs1m5nI4uNkjKy0bBbkly0z5c1BfSqUSH45biiN/nxJcX9nnIHP1kLFy1aKRH5Y/+5vgXFgu/vYImtQGCmUxstNzUVz0cHoSCytz2DnZIvleqnqZc0MnQKVC6v30km2sS7bRzoUKqeVGdlnbW8HK1gqWlhbo3bs3Ni3abXK5qo/tqqrn9oqYQq5YOKumb7/9FsnJyQbdpxiurq6YOXOmzvWmGhfVbabYrowVk4OdA+xT3RF+8Arirt9FdlqOxvqOLzWHtZuljmfXHFPMla21HXLCVLh28gbSHqRDUaxZbDPFXFXH+f0R+PebnYg4clXncHYAsHW0QdterTFy9mPo2K+dxrofXv1NcC6Q+parmmSK5ytTxVyJx1yJx1yJx1xp4+egeKaYq0kTJmG85wzk52j+WGvsv58p5ortShxj54qXalZTbY680ee4phoX1W2m2K6MFVPi3WRsX3pc53oxo6dqginmKuV+KsL+jtS53hRzpY/C/ELsXLEfe1cfRnT4bRQX6ri5g6TkFurdhnXGU/OGoaFPA8HNstNzsOe3Q4Lr6nquapMpnq9MFXMlHnMlHnMlHnOliZ+D4plqrrYs36NVNAOMG5Op5soUMVfaWDgjIjIECWBuaQ65XAaFQsTcVY84c0szuHu5oVP/dsj3SENObk7lTzIhSXdS8PeSbTix5QwexCTpvKRWZiaDT0BT9J/YC0On94eldeW/0N2+egdZ5e4sRURE9Kjg56B4ppqriKPCN7wwJlPNlSlirrSxcEZEdc6yF3/EgTXHMGBSb6CZ8eKQyaRQKpUlc6KpgMK8QhRW+qzatXf1YWz7YQ9GzBxs1DicPBzRqktzDJnWH92GdtJYt2TJEiNFpalsrvqO76m1/tKxa9j01Q5cPHi5ws6Etb0V2gS3woiZgxE0OBBSqfacFxVp1bU5np7/BE5sDkN85D3RdxMlIiKqD/g5KJ6p5mrqR+MhkUhw42y0yRRgTDVXpoi50sbCGRHVKfOHfIizuy4CALZ8txuDP+9mtFgUJv4hsu7Tf7Fy/p8AgFsRtxH6fkejxOHa2Bkf3VtslGOLVTZXsZfjEfJkN0hlEuz59RB2/3oQN8/FoKhA950+XZu4oOuQDnhy7jB4+jWuViwymQxTPhyPKR+OR0FeAW5fvYPoi7GIOHIVmXhQrX0TERGZOn4OimequWrZyRef7FoAlUqF5LupuBUei+jw27iWEW60mEw1V6aIudLGwhkR1QlKpRJzey3E1RM3NJan3EuDhb3wLaBrhQSwtrWCa2NnNG3dBK27tUCnge2xef8/yMrKMkpIKpUKvyxYi7Ufb1Ivy88pQMq9NJjb8bRfllCucrPyMKnZTKTeT9d9CaZcCi9/T4SOC8bwWYNhbWtVI/FZWFmgZSdftOzki8em9sOSJUuM1q6IiIhqGz8HxTPFXEkkErg1cYFbExd0HdoJS5bEGj0mwDRzZaqYqxL8BkVEdcKLHV5HzKU4Y4ehZmNvjW/Pformgd7Cl+Ltr/2YSn378ips/naX1vJH4CbKetOVq5RytzQHACtbS7Tu1hLDXhyA4JFd9L4E0xBat26N3NxcNGrUCHv37lX/Te3s7NC9e3fs2bOn1mMiIiIi02Zubo7CwkL1/43N1OIpy5RjI+Op/V7/I8Ta2hpt27ZFQEAABg4cCIlEYtR47OzsMHDgQKPGQPWPmZkZWrRogWeeeUa9zNBtP/luql5FM6GYShnqfWBlZ4mWHZuJLp7oiikgIAC+vr4YNGgQLCwsqh1X6v10wUKQPnFZWFjA398fXl5eCAoKqnZMYgi1GblcjtDQUPj4+KBXr14GP6aYXDk3dMSg50LxU8SX2JK5Gp/uWYieo7oZpWgGlPxtLl++DKlUimbNHk7w16pVK1hZ1cyot/pCqI0Zo63XJXK5HIGBgWjZsiWGDx8OwPT6NsYglBfA8Ofz+qTsZ29Nn9vrA6G+Cvvxwsrmhed03V544QWMHTsW/v7+AIx/Li8fTylTaOdCsfH8rq18Tur7ud3kC2dr165Fp06dYGVlBVdXVzz99NO4ffu2scMSxcfHB5aWloJfcoyBX6yoJhQVFeHmzZuQyR7emtjYbV8oplLGeh8IxdS0aVOYm5sjOjoau3fvNshtlvWdvFNXXFKpFLdv34a5uTnMzc2rHVdlhNpM+/btkZSUhJiYGMhkMjRt2tSgx6wsV0uOvI+/7v6M11a+BJ8Awx67qi5evAgAsLW1RXJyMgCgWbNmiImJ0diuWbNmGDlyJN566y2dXx4mTJiA119/HX379oW1tXWNxm0KhNqYMdp6XeLm5gZnZ2fcuHED7u7ukMvlRj+/mwKhvNTE+bw+KfvZW9Pn9vpAqK/CfrywsnnhOV23Q4cO4a+//lL3I4x9Li8fTylTaOflY+P5XZtQTur7ud2kL9Vcvnw5Zs+ejeDgYCxduhTJyclYtmwZjhw5grCwMDRq1MjYIVboypUr6n+X/ZLj4+OD9u3bo3379oiIiEB4eDju37+Pbt26oXPnzsjIyEBERAROnjypc9/Z6TlIupMCtyYuomIp/WJVNmeGiEOsVQvW4uqJSCz4ay4c3RyqvT8yvJvnbyHu2l10e7wTbOyr9yVaV9svZWFhgeDgYNjY2CA9PR0KhQLJycmwsrJCenp6jRXHhd4H3t7eaNWqFYKCghAWFoZdu0pGIDk5OSEkJAStW7fG+fPnceDAASiVDwstBbmFyMnM1cpVTmYuTm09h+IiRaXxtG7dGtnZ2fD09ISnpydOnDihsd7a2hohISHIyspCQUEB7O3tUVBQgNOnT2vEYmixsbEYM2YM/P39cfXqVfUw9bLnjLCwMGRkZEAqlcLBwQEBAQH47rvvkJmZqbU/MecroTbTokUL9fKMjAx4eHggLi6uyn8zfV05fgNtQ/wr39BA/vxwI8IPXsHMb6bAq3UTndu1aNECV69eRUZGBpycnJCTk4OiIs0bF9y6dQspKSlQqVTqPJXl4eGBtLQ0yOVyHDhwoMoxXzt9E3du3EPvMT1gblF7cw1+PfNnRBy+itd+mYlWQc1FPUeojeXm5gq2dQBo2LAhOnXqhOTkZEgkEmRkZMDBwQEnT57EtGnTcObMGYSHi5/k2Fi5qs65PSEhARkZGQgKCsLp06dRXFxc4fm9opzpw9RzJZSXys7npZo2bYpOnTph06ZNguv1Zeq5ArQ/e93c3ATP7aVqqo9QF3IFCPdVdPXjR4wYgcuXLyM/Px+BgYFQqVQIDw+HpaUlAgIC8O+//yI2Nlbvc1ZdzZWu/kupmmhbdSVXHh4eyMrKQqNGjXDixAlR31P16euJce30TRTkFgjGAwi381LV/dvp6rcLKR+brvO7Pv3RqVOn1qv3oFBOKjq3z5s3Dzk5OYiOjkZeXh6kUil69uyJc+fOYffu3bXy2qrLZAtnKSkpmD9/Pjp27IhDhw5BLi8JdfDgwejSpQveeecdrFixwshRilP2Sw4AxMTEIDU1Fe3bt8eBAwfUyw8cOABPT0/ExsZW2snMzynAeK8X0bFfO7y26qUKv5Dq+mJliDgq88Orv+Lfb3ZBUVxSRHgh8DX8dffnau2TDC8rLRtzeryNosJi2Dnb4ql5j2PErMHVLqCVb/tAyYfzs88+ixMnTmh8YW/QoAGeeOIJrFu3rlrH1EXX+yA2NhZpaWlQKBQICgrCzZs3ER0djbS0NGzduhXZ2dk4ePCg1v6y0rIxsdlMda4A4N9vdmLjkq3ISstBl7l+MK/kpgUymQxJSUmIj4+Hr68vfHx81COH7O3tMWnSJGzatAl3795VP6dbt24YP3481qxZU2PFM1dXV5w+fRpyuRw9evRAbGwssrOzNc4Zx48f1/i73rx5E87OzoKdKX3OV2XbjEQiUb/Gsv+u6t+sPBsHa8z5YRryMvMRczkOFw9eRlJ8inr9nt8OYtz/RopNW7VEXYzBrwtL2v7zbeaika8HFm35n1YBrUGDBsjOzkZCQgJcXV3h5uYGpVIJGxsbODg4wN3dHYmJiertY2Nj0aRJE3h5eWl0Kh0dHZGRkQE3N7cqxXv52DWsXrQB5/ddAgDcvhKP5z/RvjS6JoQfuYKt35fM5Ta763zYOdvio51viy6glW1jDRs2FGzrFhYWeOKJJ/DDDz+o293AgQORl5cHADh8+DASEhJEHc+YuTLEuT03NxdhYWEYP3487t27h5SUkvdI+fN7ZTkToy7lqnxeKjqfl+Xv7w9/f3/s3LkT+fn5VY63ruRK6LNX17kdqJk+Ql3JFSCcL139FxsbG6xZs0Z9zndxKflsPXbsGAAgIiIC7u7uAMSfs+p6rnT1XwDDt626lCsA2Lt3LwDA09MT3t7eiI2NBVDx91R9+noVKZuroLl+sLA304onIyNDsJ0Dhvnble+365MrXed3ffqj9e09KJSTis7tCQkJWLt2rfpxcHAw8vLycOjQoRp/XYZispdqbt68GdnZ2Xj55ZfVRTMA6Ny5M3r16oX169fXicn6GjVqhOzsbFy9ehWurq6G3bkKOL8vAuO9XsT/Bn6ApDspgpt5eHjA0dERvr6+6i9WNe2HV3/FYPNx2Lh0u7poBgBZqTk1fmzS34PbSSgqLAYAZKVm45cFazGx2Uys+egf5GTmVmmfutr+sGHDEB8fjwsXLmjG8OABzp8/X/UXUYnK3geJiYnYu3cvRo4cqXHZWkXFqdJcjWk4DWMaTsOvC9chK62kjYuZhr/8B6hC8fC9MmzYMERFRWkUzQDg1KlTsLe3R/fu3UUcoWpat26NqKgoXL9+Hbt27ULjxo11buvi4gIrKytERUVpnKu1iDhflW8ziYmJsLOzAwA4OztrjVysyt+sLCtbSwybPhAW1uY4te2cRtEMAHIyqtb2q+Lsrosaj+9F38fzbebi2RazcfvaHfXygQMHon///pg8eTIkEgmuXbuGmzdvwszMDDKZTHCOknPnzqFz587qx+bm5oKXGfj5+aFnz57o3r07hg4dis6dO2PAgAEa21w+dg3/G7gIc3u9o+7UAcCdG/eq+tL1dmzDaY3HWanZmN11Pka5PofrYVEVPrd8G9PV1l1cXCCXyzVuqHH8+HH1v2/cuFHpHaVMIVfVPbcHBQWhU6dOAEreV87OzgCEz++V5awidS1XQnmp6HxeytzcHPfv30dKSgoCAgKqFGddy5XQZ29F53ZD9hHqWq4A4Xzp6r9YWlpq/FBSXmJiIiwtLQFUfs6qL7mqqP9iqLZVF3PVrl07tGnTBgA05ucS+z1VdF+vHF25Eoqnon66of52Vc1VZed3Mf3R+vYeFMpJRef2qKiH/TNXV1f06dMH27Ztq1OXvZrsiLMzZ84AAHr06KG1rkePHjh8+DCuX7+Odu3a1XZoojVp0gTDhg1DTk4OZDIZtm/fXjMHKv1C2vRFeLdpgp8vLdVYfe3aNUilUgQFBen8YlWZNm3awMnJCRkZGfDy8sLevXsFG3ragwwMkI7WuZ+igiIMlI/R+/hUwwSqPKUnzF8WrIVUKoHMTIYOL/lqjaKSyWRo3bo1HB0dERAQgGvXrqFhw4aCbd/W1hYtW7bEv//+KxjGtWvXDDKKSigmMe+DsLAwNG/eHMOHD9frl8fCvMqL+EIxhYeHIyQkBFKpFPn5+erhzLa2tmjRogX++usvwX3Fx8cjMDBQ9JdSfeOKiIhAx44dkZGRAQsLC0RGRup8vo+PD27evIm8vDyND0WdypyvSgXN9YOvv49Wm4mIiEBISIh6VEbpr6NlVfY3q+jclXw3tcLzVWpCeoXra0NpAa1U6S+1ZSmVSpw+fRqnT58u/3QAQHh4OPr06QNra2vk5ubCx8cHN27c0LgUwtLSEo8//ji+/PJLqFQqzJw5E2FhYer5PSrL1fF/w4yeq9ICWqnyuRL6TNbV1h88eACJRIKJEyciPDwc8fHxSE1NxeXLl+Hj44N+/frh2rVrgu/BjORMDLUej8J87V/NAeDMzosY22iagV+9MKFLxkvP7b8uXAd3L1f4tveGxD8PEoGpgGJiYuDh4QE/Pz8kJiYiKipKZ9+mopzpUldzJZQXiUQieD4vq2XLlrh69Srkcjk6dOiAs2fPqte1aNEC/fr1w82bN5GZmYlOnTph5cqV6tEXdTVX17K0P3t1ndv16SN07doVBQUF6kvIDh8+rF5XV3MlMRfus+vqv5w7d67S4587d67Cc1Z9y5Wuc7rYtlXR+7Au5+rWrVto3Lgx/Pz8kJGRoR6NLvZ7qlBfr6L+VWW5EooHgGA71+e84OXlhSZNmiAjIwOurq6IjIwUHOWlb67i4uIqPb9X1B+tj+/B8Bzt7zAJCQk6++2ln3cSiQQjRozApUuXcPPmTQAPP/+uX7+OtLSSu9r7+flh06ZNgiMQjcVkC2eloyyaNNGe56V02Z07dwQLZwUFBRpFnapeh11dd+7cwQ8//FDhNkFBQRqXMTg4VG/+r9grd3ArQvsa78q+WFUUR+PGjdG1a1esWrUKQMm8Sz179sS+ffu09lN2dJkuKqWYsThkSpRKFZQFxYKjqBQKBS5fvqzx5UhX23d0dIREIkFOjvDIwzt37ggu15dQTEDl7wOgZLTrjBkz0LlzZ40vNTUV05EjR7S2dXR0BACdv8Lk5uaqt6mJuJKTk7VGd5UXFBQEhUKBzp07qz/4qkNXmykd4i5UNCul62+mz7mrPsvLy0NkZCQ6duyIY8eOQSqVaowKAkranFKpVC/Py8tTj/qrL3S1MaG2rlAo8Ntvv6F3797o168f7OzsEB8fj/Xr1yMmJgbR0dE6f3UvKijW2QEuWV+E1PvpVX4dhqJSqfAgNgkPYpMQ1MwPFubal5aXPReUfgHVlceKcqZLXc2VUF5UKpXg+bwsmUyGwsJChIeHo1+/fhqXVt+8eRNNmjSBp6cn9u/fj9zcXI0vDHU1VxbmZoKfvULndrF9BJlMhv79+2P58uXIyMjA0KFD0aFDB3UhqS7nChDuqwgtK38e13WMis5Z9TFXQud0ffqfut6HdTlX2dnZWj+Civ2eKtTXq6x/VVmuhOIBhP+eYv92Li4u6NevnzomqVSKGTNm4JdffkFurvAIa7G5UiqVlZ7fAd390fr6Hiyfk6KiIp399tLzVY8ePWBvb48//vhDva70869hw4bqSzdbt24NX19fXL9+veZelJ5MtnBW2sCFbvdaOuxY15vg448/xvvvv19zwRlQ6aSLpZo3FzdHi04SoFHLhoCe3wsriiMgIACFhYXw8/MDABQXF+vMPVFF0tPToVKpYGNjI7heKpVCLpcb9TLs3Nxc/PvvvxgzZkyFxZqaVPpe1JUne3t7jferMZSeM+7fv2/UOADdfzOeux46d+4cRo4cidjYWK3LfwEgKSkJhYWFsLa2Rn5+PszNzY3W/k2BlZUVcnJysHnzZgAlHfLHH38cAwYMwKZNm2r05hx1VWU5e9S5urqiYcOGsLW1BVDy5T4wMBB79uxRb6NUKtWjI8pO3P2o0KeP8PPPP8Pb2xtSqRTW1tbqvJKwR/2cpU/betTfh2Xp6uvVZv9K7N+uXbt2GkVTpVKJ7Oxs+Pv7G/SH8IpU9B3iUX8PAg8v0fzrr7/UgwM8PT0RHx8PpVKp0c7y8vIE60DGZLKFs9LrgwsKCrRuSVs6MqrsNcRlzZ8/H/PmzVM/zszMhKenZw1FahqkMim6D++MN1fPhqWlYW+9rFQqkZ+fX+HlWqWcGzphwoInsf7zLSgq0K6ey8xkWLBursAzyZgSYu7jp9f+0Fru6GaPXmO7I3h4EGRmcuw6uR35BeInei4vOzsbN27cgLe3NyIiIrTWe3l5ISMjA6mpqRrL7V1sERDih8vHKm+DhhAdHY0LFy5g1KhR4i4/NLCsrCzcunULvr6+WiPUpFIpvL29a60TUJlr165V6XmODezRsqMvZOZSSC2rP7+B0N+ssnOXhZU5WnVrjuiLt1Ek8GufzFyGwNA21Y5NjHvRD5AQ9UBwnbW9FboO6wgzcznyrNOggrjOl0QiUV/qEBcXh+LiYrRp00bw7kUKhQK3bt1Sz+uxfv16jU6wla0lBkzqjasnInE3SrtY2sDbDV2GdBAVV3VFHLmK25eFR6da2Vti8vtjYW1vjQt3T6NQUbUivLu7OyQSibrjm5KSgj179mDEiBGVPte5oRM+2/cONi7bjjM7zmuNsg7sG4CXlj1Xpbj0FX/9Dj4Ys1RruWtjZwx9cQAGPdsHcjM5Vq5eiZyc7Godqyo5e5Ry1bRpU/Ud14CS+WFGjRqFffv2aXyh0vXD0aOQK7F9BKVSidGjR2PXrl2Ijo6Gvb09gJJznkqleiRyZSiPSq707X8KvQ8flVwJKd/Xq6x/VVmu9CH2b2dubg6ZTKaxTiqVai0rVVO50vc7xKPSrspeolk2L02bNkV8fDwA0y8ummzhrHQyxzt37qBFixYa6yq6jBMoGaVmahXKmiKTS9HvmV6YvXwqLK0ta+QY4eHhmDBhAuRyOYqLSyYM7NSpk+DcClKpBJMXjcPkReOwfcVe/DD3N+TnPPxSbGYuR8gTXWskTqq6OzcTNApnHj7umPD2k+g/sRfkZg9PE/vP7UZ+NWsc27Ztw7PPPovAwED1/ElAyfvW1dVV8C5k5pbmWHpkMQBg+SsrsfmbXeJm3xepbIGh1N69ezFt2jT1JJe6ePi4q++8uO6TTbgfm2SQmLZs2YLJkyfD19cX0dHR6uUhISFITU2tcH4zqVSCvhN6wtbJBlu+3Q2lwjQ+iHSdr5YsWVLpROvlifmbVXbusnO2xbsn3gEAnNl1Ht/MXIn7MQ8vTXRr7IJPdi7U/4VWwa5fD+LLKd9pLGsT7IfF296ErcPDkRRic9WsWTN0794dDg4OkEgkuHDhAsLCwpCeng4A6NKlC/z9/eHo6IjQ0FCcPn0aDg4O8Pb2hkKhQIsWLRAVFaWeb9TGwRrzfp0FAIiPvIs/P9yIg2uOQflfBy8gpBVeXl47c3Cs/XQTVs1fo7GsUXMPfHXiAzi6OqqXXV1yEYVZVR+9GhISgri4OHVHztXVVXBek/KkUgk69G2LDn3bCubKpZETfAKaVjkufZiVu4W9rnO7VKr/3KdC9M3Zo5IrmUymvlqiVExMDKRSKVq2bCnqUpRHJVdi+gjdunVDYmKi+rPRwcEBGRkZaNeuHcLDwx+ZXBnCo5SrqvQ/y3qUclWZyvpXleVKX2L+dhERERg+fLh6nVwuh6OjI65evaqxL0PnqjrfIUqP+yi0K6FLNF1cXNR3A64LTLZwFhQUhB9//BEnTpzQKpydOHECtra2aNWqlZGiqx5vb28EBgYCAEJDQxEeHo4HDx6ga9eucHd3h6WlJQoLC3Hy5Emd+5BIJBg4uU+1Cmb6xLFlyxYMHDgQiYmJkMlkghX/8oY+PwBDnx+A7Sv24qdXVyM/twBj36j813qqfY2be2DkrMcQHR6Lgc/20TpBGlJ2djZWrFiB4OBgPP7440hLS0NRURHy8/NFTXQ7a9lUzFo2FctfWYkt32iPnNGXj48PevToAQcHB0ilUvXdeRQKBTZu3IigoCDB55mZy/HqihkauRr0XCj2/n4Ye38/DCtbcyhR+Zx/umRkZGDFihUICQmBh4cHCgoK4OjoiLy8PKxevVrnrzKW1hZYeXUZmrQsmfh95rIpWL14A/5ctLHKsZQqe87o168f7t69W+F8caUMcb4qS+zfLDExUfS5q8vgjlgd3RFndp3Hdy//grQHGXj2/dq7kcmAib3w8+urkZ2eg9bdWmgVzPR169Yt3Lp1S2NZWFiY+t9nzpxRF8WAkkl+Y2JisG7dOqhUKtja2iI0NBRt2rTRulTF068x3vz9ZUx4+0n89elm3Ll5D6PmDK1yrPoa/erj+OP9DSjMLxIsmBmCSqVCVFQUunXrBplMBnNzc1haWmLPnj1o3rw5WrZsCZVKhejo6ArnZjR2rmrz3F5RzsSor7ny9fVFr169YGtri/v376vflz169IBKpcLAgQPh6uqKhIQEtGzZElKpFDk5ORWOKq6vuQLE9RGuXr2KRo0awd/fHwBw/fp1dOvWTXDqgPqcq1J+fn7w9PSEj48PAKB///6Ij49XjwYSe86q77kS07Z8fX1FvQ/rc67E9PX06V+Vz1WWuf5zp4r52yUkJGD//v3o3bs3srOz4eDggPXr16t/bBTqt1eX2P7oo/4etLW1RZ8+fRAXF4cePXpAJpPB3t4erVq1woULF9TvO6BkgJSVlRU8PT1hb2+P5ORkwSlGjEGiEjOzpBEkJyfDy8sLrVq1wunTp9WT6Z09exZdunTBc889h5UrV4raV2ZmpvrXqNLh3IZSlZEShmBnZ6dxOWp5phoX1W2m2K5MMSbANOMyxZgA043LFNVUrvr164cbN26oh8sDQNu2bWFubo5z584xV3pgrsRjrsRjrsRjrsRjrsRjrsRjX1Q8tivxjJ0rkx1x5urqio8++givvPIK+vTpg4kTJyI5ORlLly5FgwYNsGjRImOHSEREVC8cPXoUQUFBaNCgAQoLC9WXlZnKXHpERERERMZisoUzAJgzZw5cXV3x5Zdf4pVXXoG1tTUGDBiAjz/+WD0HGhEREVVPYWFhhfPmERERERE9qky6cAYAEyZMwIQJE4wdBhERERERERERPWKkxg6AiIiIiIiIiIjIFLFwRkREREREREREJICFMyIiIiIiIiIiIgEsnBEREREREREREQlg4YyIiIiIiIiIiEgAC2dEREREREREREQCWDirJgsLC5M8rqnGRXWbKbYrU4wJAMzMzGopEk11MVemGpcpYq7EY67EY67EY67EY67EY67EY67EM8VcmWJMYtbXFLYr0z9uKblRj14PhIaG4uDBgygoKNDreSkJaVApVbB1tIaljaXwNvfSoFKptJYrChS4G5kKzDRsXDmZucjLyocEgEtjZ9HPK2VhYYHQ0FC9n0d1R1Xbe2VUShVSEtIE11lYWCCoQxeDxqQoViLtQToAwNzSDPYudnrFW1lbP7DmKML/ugmXQBvILGQa6yxtLGDraKPX8QwVV039/aoTE2C6cZki5ko85ko85ko85ko85ko85ko85ko8U8yVKcYEmG5cpuhRzZVEJVSZqWcyMzPh4OCAjIwM2NvbGzscfPn8d9i16qD68V7lBsHtng+Yi9tX7+jcz5Nzh+LFLycbLK4B0tHqf3cZ2hEfbp1vsH0TVUSlUmGE47PIy8oTXN+xf1t8uucdgx1v928H8cVz3wEArGwtsSVztcH2HXHkKl7t867O9TOWTsaoOUMNdjwiIiIiIiKqObxU0wj2/HZY4/Hv768X3K5Rc48K92NlKzxSrSo+n/KtxuMz288bbN9ElZFIJPDwdtO53tzS3KDH2/r9HvW/87LzEXk22mD7NrMwg0Qi0bnew9vdYMciIiIiIiKimsXCWS37ZeFaKBVKjWVrP94kuG3LTs107qfnU93w7PvjDBbX3nLFPABY+sIPBts/UWUaeAkXznqN7o43fptlsONcP3MTkWeiNJb9sUh41GdVtO7aAu/98zrMLYXnOHP3cjXYsYiIiIiIiKhmsXBWy9Z/vkVrWXFhseCos44D2uncT0Cwn8Fi+nzKt4Jzqe1cccBgxyCqjHtT4YLSg9tJsHOyNdhxVgsUyU5tO2fQUWfOjZxQmF8kuE5XgZCIiIiIiIhMDwtnteiXhWtRXFgsuE5o1JlfUHOd+/p+7m8oKhL+Yq4vodFmQMm8Uxx1RrWlXS9/9b8DQwPU/448E4WdqwxTxL1+5ibO7LgguM5Qo86USiUWDPtY/djJwxHOHo4AAO8Azxq7MQAREREREREZHgtntWjDF1t1risuLMaGLzVHo8lkMny2byG6DOmIH8M/x7v/vKax/hnvCm6rKdK3c1YJjjYrtXMlR51R7eg1ujs+3rUAy09/jM/3v4tOA9ur13390s/ITs+u9jHWfSJ8WTRQMursVsTtah9j6fQfkZGUCQCQSCX46vhirLy6DAv+modP9yyscP4zIiIiIiIiMi0snNUiXaPNSl0vN+8SAHTo2w4fbpuPZm29ETKyKzxbNlSvS01Iw9bvd1crphth2scsS6Ws9zddJRMhkUjQeWB79UjLRf++AQvrkpsCFBcW460hH1f0dFHuxyZVuP7B7YrXV+bG2SjsKjM67un5o9DQpwFsHW3Qe3R3OHs4VWv/REREREREVLtYOKtFk94bDRt7a8jN5RrLLa0t0LiFB177tfIRZKuufw2UGbDy9cwV1bpk88M9C2HnbAupTLMpSCQSyM1keHzGwCrvm6g6zC3N8ebql9WPr526gT2/HazWPuf9/CIem9oPgX3bqJdZ2lig7/gQTP1oPLoM6VDlfSuVSrxd5hJNDx93PPeB4W7gQURERERERLVPoqroOr16IjMzEw4ODsjIyIC9vb2xw8Ge3w/h88nfAij50r416w+9nn94/QksHrdU/di1iTPWxv1Y7bgGmY1V3/Fz+ucTMfrV4dXeJ1F1vdF/ES4cuAQAMLOQY8ODlbCxt67WPs/vj8D/BnwAoKTAtTr622rHuezFH7H9p30ASi7R/CXyKzT2bVjJs4iIiIiIiMiUccRZHdR7TA809G2gfpx8JxU7Vuw1YkRENWfRljdgYVVyyWZRQTHeHvKRkSPSFnUxBtt/3qd+PO6NkSyaERERERER1QMsnNVRv99crnHJ5tLpPxnsLptEpsTS2hKv/zpL/fjKiUjs+/OIESPSpFQq8daQj4D/xu428HLFlI/GGzcoIiIiIiIiMggWzuqwN39/WePx5BazjRQJUc3qPbo72vd5OC/Zkmk/IDc7z4gRPfTty6uQdj8dQMncgJ/sXmjcgIiIiIiIiMhgWDirw/pN6AkPb3f148S4FOyu5uTpRKbqg61vwtzSDABQlF+EBUOrf5fN6roVEYstZe5s+9Srj6NJy0ZGjIiIiIiIiIgMiYWzOm71Lc1Jzb+Y8p2RIiGqWVY2lnjtl4d3nr109BoOrjtutHiUSiXmP/bwEk03TxdM/2yi0eIhIiIiIiIiw2PhrB547ZeXHj5QARObzdS9MVEdFjo2GG17tlY//mLKt8jLMc4lm9/P/RWpCWkASi7R/HjXAqPEQURERERERDWHhbN6YNCzoXDzdFE/vh+biP1/HjViREQ1Z/H2+TD775LNwvwiLHz801qPIfZKPDYv36V+/MScofBq3aTW4yAiIiIiIqKaxcJZPfFb1Dcajz+Z9LWRIiGqWda2Vpj30wvqx+GHruDwhhOinnv11A18MulrrF60Qb0s7UEGFo3+Ar+/tx6KYoWo/cwfvBgqVck1mq6NnTFjybN6vAIiIiIiIiKqK1g4qyfMzMww96fpDxeogEktZhkvIKIa1P+Z3mjTw0/9+PPJ3yI/N7/S53014yfs/+MoLh+9rl5WkFuAoxtPY/WiDTi9/Xyl+/h+3m9IvpsKgJdoEhERERER1XcsnNUjQ54fANfGzurHCdEPcGTjScRH3sWyF3/E9bAoI0ZHZFgf7ngLZhZyAEBBXiHeGfEZgJKbBpzcehZKpVLrOY2be1S4z0YC6xPjk7HvjyPITMnC7Wt3sOmr7ep1I2YNhncbz+q8DCIiIiIiIjJhcmMHQIb1+63lGGIxXv34g9FLIJFIoFKpsPvXQ9ie+yekUtZLqe6zsbfGKz9Mx+fPldxJ9sL+S3g5+G1cO3kDALBg3Vz0HtND4zlPzx+FoxtPC+4veGSQVhFMpVLhzYEfID7yHhzd7KFUKtWXaDo3dMKMpZMN/KqIiIiIiIjIlLCCUs+YmZnh5W+f11hW+kW/uLAYCTEPjBEWUY0Y+GwoWndtoX5cWjQDgMvHrmtt36JjM3Qf3llwX88sHK21LCM5E/GR9wAA6UmZyEzJVq/7eOdbLEITERERERHVc/zWVw/duXFP57obZ6JrMRKimpWelAEHN3vBdQ/ikgSXT3xHu0AWPDIIzTv4aO/jdrLgPswtzRAfmaBHpERERERERFQXsXBWz2z7cS/++WqHzvXREbdrMRqimvXppG9wats5wXUPbgsXzlp0bAb/7i01lgmNNgOARB37KMwvwuKxS3D11A3B9URERERERFQ/sHBWzwhNiF5W/PW7tRQJUc1TKlU6192PSdS57vGZg9T/trKzFBxtBgD3Y4ULZ2oq3ccnIiIiIiKiuo+Fs3pm+IxBGP3q45DKhP+0tzjijOqR+X+8jAGTeguuy83MQ05GjuC61l0ezosWGNpG5/5vRcQKLndv6op3/n4N/t39xAdLREREREREdY5Epar/QyYyMzPh4OCAjIwM2NsLz4dUVVeuXMGhQ4dQUFAg+jkFuQXISiv5Qi+RAC6NnPU6poWFBUJDQ+Hv769zm7BTZ7H1n20oVhRrrXNtLHy85Lup6n/bOFjDytbS4HERGdqVK1ewe+ceZKRkoKhQs73bOdvCwspc6zmKYiXSHqQDACyszWHnZCu475R7aSh7ipRIACs7Kzg6O6Bvv75s60RERERERPWc3NgB1HWHDh1CcrLwBOIVsbA3U/87KytLr+dmZWXh4MGDFX5pP3PuNGQ2EshgprVO1/HKxlSsKkJWVpHB4yIytEOHDiErJxNSSwksLDXbe2FxAQqzhIvaD9u7Sud7wtxO+xSpQDFSUlPY1omIiIiIiB4BvFSzmvQZaVabxzXVuIgMjW2diIiIiIiIagoLZ0RERERERERERAJYOCMiIiIiIiIiIhLAwhkREREREREREZEAFs6IiIiIiIiIiIgEsHBGREREREREREQkgIWzGmRmZoYWLVrgmWeeMWoccrkcgYGBaNmyJYYPH27UWIhqg9B7j+8DIiIiIiIi0hcLZzWoqKgIN2/ehEwmM2ocbm5ucHZ2xo0bN+Du7g65XG7UeIhqmtB7j+8DIiIiIiIi0he/ORqBj48P2rdvj/bt2yMiIgLh4eG4f/8+unXrhs6dOyMjIwMRERE4efKkQY6XkJCAjIwMBAUF4fTp0yguLjZKHETGpOt94O3tjVatWiEoKAhhYWHYtWsXAMDJyQkhISFo3bo1zp8/jwMHDkCpVBrzJRAREREREVEt44gzI4iJicHBgwcBAAcOHMCtW7eQm5uLAwcO4MGDB7h+/XqlxaqUe6lYPG4pcjJzRR0zNzcXYWFhaNu2LVxcXAwWB1FdIvQ+iI2NxcmTJ3Hq1Cl07NgRvr6+AIC0tDRs3boVYWFh2LdvH4tmREREREREjyAWzuoolQo4vP4ERrk8V2kBLSgoCJ06dQIAKJVKODs711aYRCajsvdBYmIi9u7di5EjR8La2lq9nAUzIiIiIiKiRxcLZzVIJpMhICAAjo6OCAgIqJG5zpQKJQ6vP4EnnCfjf4M+QFZ6ttY2MTExKCgogJ+fHxITExEVFaX3cdq0aYOQkBC0bdsWw4YNg4WFhSHCJ6oRQu89Me+DsLAw3Lt3jzcPICIiIiIiIgCc46xGKRQKXL58GZcvX9a5TVBQEPLy8tSPHRwcqnQslVKF83sjMMr5OWzNXq2xLjk5GcnJyQCAyMhIveNo3LgxunbtilWrVgEArK2t0bNnT+zbt69KsRLVNKH3npj3AQBs3rwZM2bMQOfOnXH27Nkaj5WIiIiIiIhMFwtnRhYWFoaMjAz14+bNm1d7n/eiHhg0joCAABQWFsLPzw8AUFxcjNxccXOrEdU1ubm5+PfffzFmzBjExsYaOxwiIiIiIiIyIhbO6pkWHX3QrJ0XYMDBYEqlEvn5+RWO0iGqT6Kjo3HhwgWMGjWqSpc2ExERERERUf3AOc7qAYlEgm7DOmH9/Z/x3dnPDL7/8PBweHp6Qi5/WGctnWSdqD6QSCSQSCQay/bu3QupVAo7OzsjRUVERERERETGxhFnRuDt7Y3AwEAAQGhoKMLDw/HgwQN07doV7u7usLS0RGFhIU6ePFnhfiQSCboO7Yh5K16Ek7tjjcaxZcsWDBw4EImJiZDJZIiIiND7eESmyMfHBz169ICDgwOkUinOnz8PoGSetI0bNyIoKMjIERIREREREZGxSFQqlcrYQdS0zMxMODg4ICMjA/b29gbd95IlS5CVlWXQfYohVcowa+YsnQUzY8VlZ2eHefPm1fpx6dHFtk5EREREREQ1hZdq1lE2DtZVGmVGRERERERERETisHBGREREREREREQkgIUzIiIiIiIiIiIiASycERERERERERERCWDhjIiIiIiIiIiISAALZ0RERERERERERAJYOCMiIiIiIiIiIhLAwhkREREREREREZEAFs6IiIiIiIiIiIgEsHBWTRYWFiZ5XFONi8jQ2NaJiIiIiIiopsiNHUBdFxoaioMHD6KgoKDWjmlhYYHQ0NAKtzHVuIgMjW2diIiIiIiIaopEpVKpjB1ETcvMzISDgwMyMjJgb29v7HCIiIiIiIiIiKgO4KWaREREREREREREAlg4IyIiIiIiIiIiEsDCGRERERERERERkQAWzoiIiIiIiIiIiASwcEZERERERERERCSAhTMiIiIiIiIiIiIBLJwREREREREREREJYOGMiIiIiIiIiIhIAAtnREREREREREREAlg4IyIiIiIiIiIiEsDCGRERERERERERkQAWzoiIiIiIiIiIiASwcEZERERERERERCSAhTMiIiIiIiIiIiIBLJwREREREREREREJYOGMiIiIiIiIiIhIAAtnREREREREREREAlg4IyIiIiIiIiIiEsDCGRERERERERERkQAWzoiIiIiIiIiIiASwcEZERERERERERCSAhTMiIiIiIiIiIiIBLJwREREREREREREJYOGMiIiIiIiIiIhIAAtnREREREREREREAlg4IyIiIiIiIiIiEsDCGRERERERERERkQAWzoiIiIiIiIiIiASwcEZERERERERERCSAhTMiIiIiIiIiIiIBLJwREREREREREREJYOGMiIiIiIiIiIhIAAtnREREREREREREAlg4IyIiIiIiIiIiEsDCGRERERERERERkQAWzoiIiIiIiIiIiATIjR1AbVCpVACAzMxMI0dCRERERERERESmwM7ODhKJpMJtHonCWUpKCgDA09PTyJEQEREREREREZEpyMjIgL29fYXbPBKFM2dnZwBAXFwcHBwcjBwN1ReZmZnw9PREfHx8pW80IrHYrqgmsF1RTWC7oprAdkU1ge2KagLbVf1gZ2dX6TaPROFMKi2Zys3BwYENmgzO3t6e7YoMju2KagLbFdUEtiuqCWxXVBPYrqgmsF3Vf7w5ABERERERERERkQAWzoiIiIiIiIiIiAQ8EoUzCwsLvPvuu7CwsDB2KFSPsF1RTWC7oprAdkU1ge2KagLbFdUEtiuqCWxXjw6JSqVSGTsIIiIiIiIiIiIiU/NIjDgjIiIiIiIiIiLSFwtnREREREREREREAlg4IyIiIiIiIiIiEsDCGRERERERERERkYB6Xzhbu3YtOnXqBCsrK7i6uuLpp5/G7du3jR0W1RO5ublo1qwZJBIJXnzxRWOHQ3VYdnY2PvjgAwQEBMDW1hZubm4IDg7GH3/8YezQqA74+OOPMXr0aPX5yNvbW3C7Gzdu4J133kG3bt3g5uYGOzs7BAYG4sMPP0ROTk7tBk0mT2y7KpWRkYH58+fDz88PlpaWcHZ2Ro8ePbBp06baCZhMXlXOQezLU2Wq89nGvjzpom+7Yl++fpMbO4CatHz5csyePRvBwcFYunQpkpOTsWzZMhw5cgRhYWFo1KiRsUOkOu6dd95BUlKSscOgOk6pVGLQoEE4deoUJk+ejJdffhk5OTlYvXo1Jk6ciBs3bmDRokXGDpNM2FtvvQVnZ2d07NgR6enpOrdbtWoVli9fjscffxzjx4+Hubk5Dh48iAULFmD9+vU4deoUrKysai9wMmli2xUAxMfHIzQ0FKmpqXjuuefg7++P3NxcXL9+HXFxcbUTMJk8fc9B7MuTGNX5bGNfnnTRp12xL/8IUNVTycnJKltbW1XHjh1VRUVF6uVhYWEqiUSimjp1qhGjo/rg/PnzKplMpvriiy9UAFQvvPCCsUOiOurEiRMqAKpXXnlFY3lubq7Kw8ND1aBBAyNFRnVFdHS0+t9t2rRReXl5CW4XFhamSktL01r+9ttvqwColi9fXkMRUl0ktl2pVCpV7969VR4eHqq4uLhaiIzqKn3OQezLk1hV/WxjX54qok+7Yl++/qu3l2pu3rwZ2dnZePnllyGXPxxY17lzZ/Tq1Qvr169HYWGhESOkukyhUGDatGkYNGgQnnzySWOHQ3VcRkYGAGj9cm5lZQUnJydYW1sbIyyqQ5o1ayZqu86dO8PR0VFr+ZgxYwAAly5dMmRYVMeJbVdHjx7F4cOH8b///Q+enp4oLi7mpb8kSJ9zEPvyJFZVPtvYl6fK6NOu2Jev/+pt4ezMmTMAgB49emit69GjB7KysnD9+vXaDovqiWXLluHq1atYvny5sUOheqBLly6wt7fHZ599hg0bNiA+Ph7Xrl3D3LlzERkZiffee8/YIVI9d/fuXQCAu7u7kSOhumjHjh0ASgpto0aNgpWVFWxtbeHt7c3PSRJF6BzEvjxVV0WfbezLU1UJtSv25eu/ejvHWWmDbtKkida60mV37txBu3btajUuqvtu376Nd999FwsXLoSPjw9iY2ONHRLVcc7Ozvj3338xbdo09a9YAODo6IjNmzdj2LBhRoyO6juFQoFFixZBLpdjwoQJxg6H6qDS4sXzzz8PHx8frFy5EhKJBN999x1mz56NtLQ0LFy40MhRkqnSdQ5iX56qo6LPNvblqap0tSv25eu/els4y83NBQBYWFhorbO0tNTYhkgfM2bMgJeXF1577TVjh0L1iJOTEzp06IAnnngCPXr0QHp6Or7//nuMGTMGGzduxGOPPWbsEKmeevnll3Hq1CksXrwYfn5+xg6H6qCsrCwAgI2NDY4cOaLue40dOxb+/v74+OOPMWvWLDg5ORkzTDJRus5B7MtTdVT02ca+PFVVRe2Kffn6rd4WzkqvIy4oKNC6i0peXp7GNkRirVmzBjt37sThw4dhZmZm7HConrh06RK6d++OZcuW4YUXXlAvHz9+PAIDAzFlyhTExsYKfnkgqo4FCxbgu+++w/PPP4+33nrL2OFQHVXazxo/frzGecrc3BwTJkzAokWLcPr0aQwePNhYIZKJqugcxL48VVVF7Yp9eaqqitoV+/L1X72d46xx48YASoZwl1fR0G8iXQoLCzF37lwMGzYMTZs2RWxsLGJjY9VtLCsrC7GxserJIYnEWrp0KfLz8zF69GiN5RYWFhg5ciTu37/PeVzI4N577z18+OGHmDRpEn788UdIJBJjh0R1VGl/qmHDhlrrSpelpqbWakxk+io7B7EvT1VRUbtiX56qqrLzFfvy9V+9LZwFBQUBAE6cOKG17sSJE7C1tUWrVq1qOyyqw3Jzc5GYmIht27bBx8dH/V/Pnj0BlPyC5ePjg++//97IkVJdU/oFoKioSGtd6bLi4uJajYnqt/fffx/vv/8+nnnmGfzyyy+QSuttd4BqQbdu3QAA8fHxWuvi4uIAAA0aNKjVmMi0iTkHsS9P+qqsXbEvT1Uh5nzFvnz9V297yiNGjIC1tTW+/vprjUZ69uxZHDlyBGPGjIG5ubkRI6S6xsbGBps2bdL678cffwQADBo0CJs2beItrUlv/v7+AIBff/1VY3lWVhY2bNgAGxsbtGnTxgiRUX20aNEivPfee5gwYQJ+/fVXFs2o2kaMGAF7e3v8/vvvGiM1srKy8Ntvv8HJyQndu3c3YoRkSsSeg9iXJ32IaVfsy5O+xJ6v2Jev/yQqlUpl7CBqyldffYVXXnkFwcHBmDhxIpKTk7F06VKYmZnh7Nmz6iHgRNURGxsLHx8fvPDCC/jhhx+MHQ7VQbdv30bHjh2RlpaG8ePHIyQkBGlpaVi5ciWio6PxxRdf4NVXXzV2mGTCVq9ejdu3bwMAvvnmGxQWFqrbjKOjI2bNmgUA+PbbbzFr1iw0bdoUixYtgkwm09hPgwYNMGDAgNoNnkyW2HYFAKtWrcLUqVPRsmVLPP/885BIJFi5ciUiIyPx66+/YtKkSUZ5DWRa9D0HsS9PYlT3s419eRKiT7tiX/4RoKrn/vjjD1WHDh1UlpaWKmdnZ9XYsWNVt27dMnZYVI/ExMSoAKheeOEFY4dCdVh8fLzqpZdeUvn5+amsrKxUtra2qpCQENW6deuMHRrVAb1791YBEPzPy8tLvd2zzz6rczsAqt69exvtNZDpEduuSm3ZskUVHByssrGxUVlbW6t69uyp2rFjR+0HTiarKucg9uWpMtX9bGNfnoTo267Yl6/f6vWIMyIiIiIiIiIioqrixCZEREREREREREQCWDgjIiIiIiIiIiISwMIZERERERERERGRABbOiIiIiIiIiIiIBLBwRkREREREREREJICFMyIiIiIiIiIiIgEsnBEREREREREREQlg4YyIiIiIiIiIiEgAC2dEREREREREREQCWDgjIiIiqueGDBkCiUQCiUQCJycn+Pv7o3Pnzur/bGxsIJFI8OWXXxo7VCIiIiKTIlGpVCpjB0FERERENSMrKwuurq4ICQnBp59+ik6dOkEikajX//333xg7diyGDBmCf//9FzKZzIjREhEREZkWubEDICIiIqKas3v3bgQHB2PXrl0wMzPTWHf8+HFMnDgRHTt2xLp161g0IyIiIiqHl2oSERER1WPbt2/Ht99+q1U0i4yMxPDhw9GwYUNs27YNNjY2RoqQiIiIyHSxcEZERERUjxUWFqJ169Yayx48eIDHHnsMALBz5040aNDAGKERERERmTzOcUZERERUj6lUKo05zXJyctCnTx9cunQJ+/btQ0hIiBGjIyIiIjJtnOOMiIiIqB4rWzRTKBQYO3Yszp07h7/++otFMyIiIqJKsHBGRERE9Ih46aWXsH37dnzxxRcYPXq0scMhIiIiMnmc44yIiIjoEfDhhx/ip59+wuzZs/Hqq68aOxwiIiKiOoFznBERERHVc3/88QcmTpyIkSNHYuPGjZBKH/52eubMGYSHh2PatGlGjJCIiIjINHHEGREREVE9duDAAUyZMgVdu3bFmjVrNIpmAPDbb7+hX79+RoqOiIiIyLSxcEZERERUT126dAmjRo2Cl5cXtm7dCisrK431KSkpuHjxIpo1a2akCImIiIhMGwtnRERERPXQnTt3MGTIEJiZmWHnzp1wc3PT2mb27NkcbUZERERUAd5Vk4iIiKieyczMxJAhQ5CSkoL9+/ejefPm6nUKhQJhYWFYvHgxtm/fjrNnzxoxUiIiIiLTxpsDEBEREdUz06dPx88//wwbGxt4eHiol+fm5iI1NRUFBQUAAB8fH9y6dctYYRIRERGZPBbOiIiIiIiIiIiIBHCOMyIiIiIiIiIiIgEsnBEREREREREREQlg4YyIiIiIiIiIiEgAC2dEREREREREREQCWDgjIiIiIiIiIiISwMIZERERERERERGRABbOiIiIiIiIiIiIBLBwRkREREREREREJICFMyIiIiIiIiIiIgEsnBEREREREREREQlg4YyIiIiIiIiIiEgAC2dEREREREREREQCWDgjIiIiIiIiIiIS8H/9fro/B6NnOwAAAABJRU5ErkJggg==", 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" ] @@ -483,7 +500,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 14, "id": "5e9ce3b3-2de3-4be5-9e60-f4f8cf113d9d", "metadata": { "tags": [] @@ -505,19 +522,33 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 24, + "id": "b00fd37c-0e9f-44ca-9f7e-61cf5d6f8b50", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "rho = 1.e8\n", + "T = 6.e9\n", + "Ye = 0.48" + ] + }, + { + "cell_type": "code", + "execution_count": 25, "id": "7ff0ed3f-38ce-4234-b46a-5254506528fb", "metadata": { "tags": [] }, "outputs": [], "source": [ - "comp, sol = rc.get_comp_nse(1.e8, 6.e9, 0.48, use_coulomb_corr=True, return_sol=True)" + "comp, sol = rc.get_comp_nse(rho, T, Ye, use_coulomb_corr=True, return_sol=True)" ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 26, "id": "f291a79e-afa7-40ab-bb0a-a0915f511c12", "metadata": { "tags": [] @@ -525,7 +556,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ "
" ] @@ -538,6 +569,201 @@ "fig = comp.plot()" ] }, + { + "cell_type": "markdown", + "id": "e48df687-3d95-4cc9-bdfa-5710c14f825e", + "metadata": { + "user_expressions": [] + }, + "source": [ + "## Outputs\n", + "\n", + "We want our NSE table to take the form:\n", + "\n", + "$\\mathrm{NSE}(\\rho, T, Y_e) \\rightarrow (\\bar{A}, \\langle B/A\\rangle, dY_e/dt, d\\bar{A}/dt, \\tilde{X}_k)$\n", + "\n", + "where:\n", + "\n", + "* $\\bar{A}$ is the mean molecular weight of the full set of nuclei\n", + " \n", + "* $\\langle B/A\\rangle$ is the averaging binding energy per nucleon of the full set of nuclei. This is constructed\n", + " as\n", + " \n", + " $$\\left \\langle \\frac{B}{A} \\right \\rangle = \\sum_k Y_k B_k$$\n", + " \n", + " where $B_k$ is the binding energy of nucleus $k$\n", + " \n", + "\n", + "* $dY_e/dt$ is the time-derivative of the electron fraction *due to only electron-captures and beta-decays*\n", + "\n", + " This can be constructed as:\n", + " \n", + " $$\\frac{dY_e}{dt} = \\sum_k Z_k \\frac{dY_k}{dt}$$\n", + " \n", + " where $dY/dt$ is what is returned from the reaction network -- the change in molar abundances with time.\n", + " \n", + "* $d\\bar{A}/dt$ is the time-derivative of the mean molecular weight *due to only electron-captures and beta-decays*\n", + "\n", + " This can be constructed from the definition of $\\bar{A}$\n", + " \n", + " $$\\bar{A} = \\left ( \\sum_k Y_k \\right )^{-1}$$\n", + " \n", + " by taking the time-derivative:\n", + " \n", + " $$\\frac{d\\bar{A}}{dt} = -\\bar{A}^2 \\sum_k \\frac{dY_k}{dt}$$\n", + "\n", + "* $\\tilde{X}_k$ is are the reduced set of nuclei mass fractions, obtained by binning the full set of mass fractions\n", + " obtained via NSE down to the collection we will carry on the grid." + ] + }, + { + "cell_type": "markdown", + "id": "284e6cda-dde1-4ed3-a6de-04dd1ebbe4fa", + "metadata": { + "tags": [], + "user_expressions": [] + }, + "source": [ + "### mean molecular weight\n", + "\n", + "We can get this directly from the `Composition` object:" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "313f595f-8fd6-45a5-8a65-74405d62c8f8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "31.6937582101841" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "abar = comp.eval_abar()\n", + "abar" + ] + }, + { + "cell_type": "markdown", + "id": "21b7f7c6-ff92-4705-9a2a-4ccbf4da3e47", + "metadata": { + "user_expressions": [] + }, + "source": [ + "### average binding energy per nucleon\n", + "\n", + "This can also be found via the composition object. Note that the `Nucleus.nucbind` is already *per nucleon*" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "801fa5bf-83f5-4404-9523-6047910ce6ed", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "8.631919111808076" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bea = sum(q.nucbind * comp.X[q] for q in rc.unique_nuclei)\n", + "bea" + ] + }, + { + "cell_type": "markdown", + "id": "0891182a-84d8-4049-80e7-c36117fd37ee", + "metadata": { + "tags": [], + "user_expressions": [] + }, + "source": [ + "### time-derivatives\n", + "\n", + "For $dY_e/dt$ and $d\\bar{A}/dt$, we need the ydots for just the tabular rates" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "d766fc20-53dc-4225-8b7f-8e8825972afd", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from pynucastro.screening import potekhin_1998\n", + "ydots = rc.evaluate_ydots(rho, T, comp, screen_func=potekhin_1998,\n", + " rate_filter=lambda r: isinstance(r, pyna.rates.TabularRate))" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "9b64d04e-7ae6-4644-a846-b2df648302f8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "-0.0001857131737081241" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dYedt = sum(q.Z * ydots[q] for q in rc.unique_nuclei)\n", + "dYedt" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "bb0d147a-8cff-4f94-9b71-e16a80c3ba04", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "-2.9779392141231995e-18" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dAbardt =- -abar**2 * sum(ydots[q] for q in rc.unique_nuclei)\n", + "dAbardt" + ] + }, { "cell_type": "markdown", "id": "7ce7ab7d-c4d7-447e-9718-8dd0784ea7d0", @@ -551,7 +777,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 40, "id": "536efa28-94ca-42bf-9df1-8d99e101e371", "metadata": { "tags": [] @@ -564,14 +790,16 @@ { "cell_type": "markdown", "id": "6b76433e-cb21-4beb-b897-7ff9fa6fe4ce", - "metadata": {}, + "metadata": { + "user_expressions": [] + }, "source": [ "$Y_e \\sim 0.43$ is basically how low `aprox21` goes" ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 41, "id": "998352a6-702c-4bc2-b038-450f58e351e1", "metadata": { "tags": [] @@ -585,33 +813,57 @@ "yes = np.linspace(0.43, 0.5, 15)" ] }, + { + "cell_type": "markdown", + "id": "60d7c85d-42bf-4418-88c1-310708fc8256", + "metadata": { + "tags": [], + "user_expressions": [] + }, + "source": [ + "we will try to cache the initial guess of $\\mu_p, \\mu_n$ as a function of $\\rho, Y_e$" + ] + }, { "cell_type": "code", - "execution_count": 19, - "id": "2b6c806f-c7eb-43e6-9a9b-751db6a3d385", + "execution_count": 42, + "id": "f3454eda-7ab5-4244-b52d-344f2149c5be", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([0.43 , 0.435, 0.44 , 0.445, 0.45 , 0.455, 0.46 , 0.465, 0.47 ,\n", - " 0.475, 0.48 , 0.485, 0.49 , 0.495, 0.5 ])" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "yes" + "mu_p0 = -3.5\n", + "mu_n0 = -15.0" ] }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 43, + "id": "41b8e58f-fcb4-42c1-985a-abec56e005eb", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "mu_p = np.ones((len(rhos), len(yes)), dtype=np.float64) * mu_p0\n", + "mu_n = np.ones((len(rhos), len(yes)), dtype=np.float64) * mu_n0" + ] + }, + { + "cell_type": "markdown", + "id": "d919ec9a-2e17-4a59-93fc-46b354ac59db", + "metadata": {}, + "source": [ + "The first time through we will be very slow, since we are using the same initial guess for\n", + "the chemical potentials everywhere. But after that, we will use the $(\\mu_p, \\mu_n)$\n", + "from the old temperature at the same $(\\rho, Y_e)$ as the initial guess for the new temperature.\n", + "This should hopefully have it converge faster." + ] + }, + { + "cell_type": "code", + "execution_count": null, "id": "555d87ff-a104-47d1-9599-d94c82b4bcda", "metadata": { "tags": [] @@ -666,21 +918,16 @@ "working on T=4063934066.0918612\n", "working on T=3912627278.378646\n", "working on T=3766953885.212643\n", - "working on T=3626704146.2734976\n", - "working on T=3491676130.2096076\n", - "working on T=3361675423.8977227\n", - "working on T=3236514852.5271544\n", - "working on T=3116014210.105825\n", - "working on T=3000000000.000001\n" + "working on T=3626704146.2734976\n" ] } ], "source": [ "for T in reversed(Ts):\n", - " initial_guess = (-3.5, -15)\n", " print(f\"working on {T=}\")\n", - " for rho in reversed(rhos):\n", - " for n, ye in enumerate(reversed(yes)):\n", + " for irho, rho in enumerate(reversed(rhos)):\n", + " for iye, ye in enumerate(reversed(yes)):\n", + " initial_guess = (mu_p[irho, iye], mu_n[irho, iye])\n", " try:\n", " comp, sol = rc.get_comp_nse(rho, T, ye, use_coulomb_corr=True,\n", " init_guess=initial_guess, return_sol=True)\n", @@ -689,68 +936,42 @@ " comp, sol = rc.get_comp_nse(rho, T, ye, use_coulomb_corr=True,\n", " init_guess=initial_guess, return_sol=True)\n", " \n", - " initial_guess = sol" + " mu_p[irho, iye] = sol[0]\n", + " mu_n[irho, iye] = sol[1]" ] }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "id": "aed1c3e8-ea52-4b58-9928-8b7872e27b51", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "3000000000.000001 10000000.0 0.43\n" - ] - } - ], + "outputs": [], "source": [ "print(T, rho, ye)" ] }, { "cell_type": "code", - "execution_count": 40, + "execution_count": null, "id": "ac96d6be-1204-419d-9092-eefa72c157ec", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[-13.6958364 -5.22976651]\n" - ] - } - ], + "outputs": [], "source": [ "print(sol)" ] }, { "cell_type": "code", - "execution_count": 41, + "execution_count": null, "id": "ed275651-931e-4800-a72a-05c5a28c0ee6", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([-13.6958364 , -5.22976651])" - ] - }, - "execution_count": 41, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "initial_guess" ]