tag:blogger.com,1999:blog-6586880595518984032024-03-05T02:49:46.742-08:00Eau à LMCU, les réponses des listesCollectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-658688059551898403.post-83245720521218603972014-03-18T12:04:00.001-07:002014-03-22T04:45:33.782-07:00Eau à LMCU, les réponses des listes<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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BQVZWVmbN2/evHlzTk5Obm5uYWFhbm5ubm4uLoWfGqfT6Sd38eLIa0a4KY7PZ640rIQZhmEYpgFAU1h5pog8z7m5ue+88w4kLvI8KYrywAMPbNq0iU53OBzTp0+HnRN1lfB36NChgi0wErBWeb3e7du333777ejMZs2aJSQkLFiwYO/evTgMdjAhPQ6Px0MCBiY7cX7Hcic3MiB0MWCcTidGwsWeuM/nW7hw4dSpU6dPn/7OO++0bdsWIQwffPDBd999N2PGjJkzZyYlJe3evRvHX0zZ+nw++afAYrHs2rUrpVrmzp174MABueUej2fFihUpKSmzZ89OSkpKSEiIj4+fPXt2QkLCjTfe2KVLl2+++SYlJSU9PX3atGkdOnRA4j25CDmVGZPRarUqlQoHwycFPzjXXHPNhAkTkpOTZ8+enZmZCQVutVppycDr9TqdTux3OBy0bMSvDHOlYSXMMAzDMA0AP59bec8DDzxgNBrVajVNT7VabUFBAQ5GCHFGRsadd96pKIpOp9NoNDR5bd68+e+//14XN1R/geXKYrHs27cPxnPi1ltv7datW69evaKioiIjIyMjIzFrhxbC6ehwIBu12CzcyJC94umthJ+z2+2m8ZCYmNinT59u3brh9QwODvYTljqdjvbcfffdUVFR4eHhMRchMjKya9eusbGxvXr1io2NDQ8P79ChQ6AoldWpTqfr3Llzv379oqKiYmJiYmNje/bsSd9oMpn0er1KpYKOxYIafRoaGiq302g0yr8eOEyj0QQFBdFOtVqt1+vpClhLwnVQwi08PPznn39G56CX5FdGNgXTTxzDXCFYCTMMwzBMw4AmiOTWePbs2SFDhgQHB8sT0759+/7000+iymsaxw8bNgxTUvxt2bIlWWxee+01rpdLIPqa/s3Pz+/Tpw/1cKtWrWSNgck9uvSJJ55Yt27drl27srKyjhw54na7XS4X2Qlpm2mUQPpCudntdpvNlpqaivzteCvhaS+LTKPRCNmp1WqhQhVFMRgMGFfqiyOPQL1eD+eO6sE1ZdRqtUaj8TPt4jD6ocAG1s5QXhuHke6l+uT49/777+/Xr19sbGz37t0jIiIiIiKCgoIgs+mW5dMHDx5MHYgAYzhWULAxvzLMlYaVMMMwDMM0DPwcpEtKSkaMGEGzWJVKZTQaIyIiEBWMqTkZpoYPH465uDxvNpvNWq32wQcfrKs7qrd4vd6TJ09i22azhYeHo/cwlTeZTLK0ILsxdEWbNm0mTZrk8Xjk9QVea2isOByOwJxViYmJWDSB6pPtqBcTrhg8GGBYXrkguBQOpoFnMpkuJpuhxuVvJzlNLdHpdGFhYaSKse5DI5wOM5lMZASG8zP98iiKcuutty5evBg/TfilKi0tjYmJwWUNBgOtBZDGNhqNq1evxu8VoHxaV/EBMk0aVsIMwzAM0wCg0FNw8uTJMWPGBAcH0xTTZDLNnz8fn1qtVkrU5HA4Dh061LdvX5rpkscjJdaqm1uqrxw/fhwbFRUVULAOhyM/P/+tt956+OGHqd+ARqMhnUMdCy3RvHnzDz/8MCMjQ1RpA9kLlGkEyFG7Lpfr119/XbVqFcRncHAwxglEo0ajwai4//77o6OjIyMjo6Ojo6KielUBz+fHHnssODhYVs4Xk81qtfrWW2/Fv7feeuvFvKl79OgByzMaQ1fW6XRdu3bt27fvc889N3r06IkTJw4aNKhr167FxcUWi4XcIux2e3l5+ZEjR5577rns7GzsRAZp2MApHh5VygnoW1oAcrlcS5YsGTBgwP333y/fSHBwcMeOHdeuXYuwYXnBiIOEmasAK2GGYRiGaTBASnk8nhEjRpDPIaw3AwcOROAizWJpWjlr1izMgPF3wIABEydOxLkGg6FPnz6yP3ATB/NvOZcPWagqKytdLld6evqMGTOSk5NTU1NnzZoVqFLwOJo3b46JfsuWLSdNmpSWlvanCYGZBoSf3bKkpCQ1NXXQoEGwmpI7PTF06ND4+Pjp06cjLN9utyPJlt91XC7X0qVLp0+fnnwRZsyYkZCQkJCQkJKSsm/fvtTU1Llz5xYXF/sughBi9uzZ06dPX7hwYVJSUlJSUmJiIjbw1ldWVuKr5XpsQhKi2E8/JrRBGli+BVyTqovho7KyMuy02WyHDh1KTk5OSEggqzLM4KNGjYqLi1u2bBkUNZYY+HeJudKwEmYYhmGY+gXNIFEwSUiBwWDUqFFkaFIUpU2bNgsXLqysrCwvLxfS3JSmtklJSXKQ8JQpU06fPq1SqYKCgrRa7ZNPPll9ZhrZHM2Oi37k5ORs2rRp69at48aNCwsLU6p8VmVDHLyphw0bhlMCS7xyPef6DElKGbvdTm4X6enpzz33HB46XH8pBliv17/wwgvr1q2rRqleDJvN5icyG8diCn5P9uzZk5GR8eijj5IkRo9FRUWh9hu6F+Wa/aouycnnqMRxYE5B+leukyw348rdI9NQYCXMMAzDMPUITHYp8rCiokL+dP369ZRcB3anRx99dPXq1UJy1KSp4QWVsFarnTRp0j333EPWqv79+1evb+Upu18pY0YEmMsqKytXr17dtWvXl19+uV27dpjfK4rSsmXLd999F/Yxm82GyT0bvuo5cmUs2olHhtftyy+/hP0fQQrkftypU6dvv/32119/xSl/VQm73W55fQSLXI0Dqq4shLBYLFlZWf/+978jIiIo/BgLCmazefDgwQUFBZs3bz5y5IgQwuPxkAe1x+Ox2+1UzExU+cs4nU6sJNrtdtLGeIg4WE5MzbmpGVbCDMMwDFNPoYkaTf5GjhypVCWbRbDflClTcAzmlwi3I+9EfCQrYbVa/fHHHz/22GOYr4eEhCxevLga8wgszHQAvK/ZMizjcDiwQOD3vHw+388//zxnzhytVkuZkz799FM5RZDL5XI4HI3D1tdYoWULOSpYCPHzzz9PnjyZMiFTUugHH3wwLi6uuLiYjkQy5L+khOnT0tJS2on6Xg0dSFa5J0tLS51OZ0ZGxpQpUyCG5XLErVq1evHFF2fOnJmYmAg3b0Qp41ybzQY/c1o9lHOYyeXNAgs+MwwrYYZhGIapX5BHNCa+NHUbOXIkTbv1ev2nn36ak5Nz4sQJUWVgEefnKL6Yd/T1119PMlhR/mQmAAOLx+PhGWT1YMmA1ghkp83ly5evWLEC+bRUKtVnn30mi2GmnuOXsx0sWLCgU6dOeI/kfM7x8fFULBcyjOJp/5ISxuCRLdKNZvkJDs/YPnfuHKlW/Nzl5OQMGTKEXKYp47TRaKRfv5iYmD59+jzxxBPdu3d/5pln+vXr98ADD7zxxhvHjx+nq/l8PqfT6Xa7qf+pAY2pM5nLhJUwwzAMw9Qj/CbHcJL0+XypqalUOiUsLGzEiBGy6PIzAoOLKWGkqLn22msVRXnsscf8slJX0zAWwxdDNnAhGVLgMZQ1t0WLFvPmzRNCwIzMBZbqMxRoQKW5V69eTdXL6IXS6/UffvghjvR6vSjlLRcA/6tKGOfm5ORkZ2evWrUKOxvBUKFYADnntsPhoPpJFA+yY8eO2NjYXr16oZPluk2oBWUwGCghNo6Bm7pKpXrssccWLVokRw67XC4IYHpAHCfMCFbCDMMwDFMPgTcmBQp+9913/fv31+l0qO35xhtvYA6NisGY8FVWVkKAyXmPseGnhOVp5bp168QlJ4/BPJIlsQxEDmIOYYYiGUy+rEjPW1xc/Oabb+IJTpo0ia7A5qn6DAY8SdD4+Pi///3vcjywVqt99tlnZ86cKZ9C2zabjdIp/yUlLIRITU2F10ZwcPDcuXMbxziRVwesVqscJE8dIsdi+Hy++fPnp6SkjB07FkIXLtNyJTPZXIxlPkVRbrjhhtdff33t2rVyqgXZiZphBCthhmEYhqm3wOf5+PHjLVu2RH4sZKbduXOnCFBQcuAcNi6mhGFOwXwxIiLijz/+qKYNlZWVPilxNOzPbE4hAsWMvEe2FXs8nsTERHR7z549t2zZQtZ4Xlmot1BeJafTmZqaevPNN+M90ul0qBt8//337969GwdXVFTINs9AmXfpStjtdj/11FMUftyqVauUlJTGkWPcLwk2FX5zuVwej4fi7R0OB37iKJRgw4YN2dnZu3btysvLy8nJ2bVr1/Lly7t27eq3uoefOLIS9+zZc/To0VQkXPZ1bxyLC8zlwEqYYRiGYeoRNIHGLLmkpOTll18m65PJZFqwYIGoMvxWVlbKBZPk8kvi4rmj6WpBQUELFy4U1Vbx+e233+SKo6zZ/ICzZeBOPET6iCxR4eHhMPTBLIyVBe7V+ozX6z1x4sT//vc/RHpjTUqv11933XX9+vXD2wGHW78T6bHWwDv6999/79KlC15bvLNIEd/QQbosrKbhZwed4xdQQMt5+EGTP6V+o58+vFwOh2PPnj09evSIjY3t2bPn7bffTut9Op1u4sSJx44dE7zqxJwPK2GGYRiGqXfQzO/QoUO33HILJsQ6nS4yMhITbswUq7fNksWDTJGYVcOxE7amoqIiv2xYyFXr8/ni4+MTEhLuuuuuuLg4SgKEiSxYtGiR3AZKTiMC8v1UA51OQoKuQ0mwhaQtcVPydwkpNBdmJVHlmSxXTCGtsnz58oSEhISEhAMHDojz7Xi1ayMqLy+Xp+xut3vPnj133HEHuXGizWyYqj/QuPXzg+jfvz95ZODdGThw4MaNG+Vza2aw9XtlRNVbM3v2bPouRVGee+45+XVgqgGuNIWFhR06dJBDQkaMGIED/MqtM00ZVsIMwzAMU78gu25ZWdm3336LAsIajebzzz8vKiqSj6y+HuYFlbAsgxVFKSwsFFV1YlCMRAhRUVExYsSIZs2aUcRdXFwcWYaR1WbRokVBQUHdu3fv1asXJYNFILEc5Gyz2WTx/Kf4qgrVyCltyKBKipfUO+XaAagmStuiKpQaeyorK3/44YeQkBAEGT700ENU7rXW08lCipeUlOBfiO34+Hhaj1AUBd+LIky1+NVMDcDT93sW2Llw4cJmzZrhkcHMOHz48MOHD+OYyxRUGO1yCS5csLi4mIp+h4SE5OXliUtbWmKA2+0+fPjwuHHjENetKIrZbP7www/xc4SfO37vGFbCDMMwDFOPoBS1Qojp06eTgu3QocO+ffvoGFKe1VzqgkoYIhDT+vvuuw/RqnQKDMJpaWnIQEOu1DfccMOECRPosIKCAkWib9++JCFOnjy5bt267OzssrIycnGsZgbvdrtJ6FJyV7+78EvDKySfZJrL7tq1a8WKFVCe2Ek2Ogo7dLvda9asQQ8gs86bb74p12utXaVBV0OrcnNzaUaOjSv0vUwNIJcBsrtiWI4bNw7u0BqNRq/Xa7Xa4cOH01kOh4PyotVMVtGyF8Yz/IQx5seMGTNgwICbb775iSeegH5rBLmjrwJUUg5P8MiRIxRLHBISkpKSwomjGYKVMMMwDMPUR86ePYuAUq1WazAY5OS04E/l0wWVMMSwXq83GAyJiYl0sJxS9fPPP9fr9Xq9XqPRUI5co9F49uxZ6ITc3Fyj0QhJqdfru3fvju+y2+3Tpk1r3ry5Wq1OSkrCnkt06fTTwJj0+xno6F+/RFPnzp2Ljo4ODQ2dOnXqmTNn6EQyydINlpWVRUREkFU8NjYWLYcnc+2ahW02m8fjIaWUnZ2t1+vJV/Omm27iNLb1Cgq2Jz/kiooK5CuGEoZ3Bg6GFTfQgFyLlJSUOByOefPmrVy5snav3BSgeAohxMqVKynjYFxcHHaielPdNZCpF7ASZhiGYZj6hcvlOnPmzBNPPIGpG0yI69atc1Rxide5mBImUlJS5OBbj8dTUlIyYcIEKHDSbK1btyYbptVq9Xq9pCRNJpOiKA8++ODRo0ddLldcXByZkVUqFQVSkhoMBPIDJYhEleu1rJ9hNJY1sF9ocVlZ2YIFC8jfOywsTAjhcDhg7A3UJ19//bVszZZ7oBaRTdbnzp1bu3Yt+opk8OzZs+nea/ermRrgZyQsK4bsUzsAACAASURBVCs7cODA448/jueFSIHbbrtt8+bNQvLhB263u8bjB34QWAaixSCfz0evuV8RoJp9S9MB3UU/FxaLBetNmZmZRqNRpVKhlPdfCtlgGjGshBmGYRimfuH1eqdMmULzb0VR+vTpQ2G6osqFUpxvyA3kgkqY9O3//d//7d27V1TZlt1uN6aPQ4YMgdAla7CiKNdcc42iKJWVlZip+3n5KoqybNmyxMREk8kEJQzn6vfff19UK4PlW8YGCQCfz2exWDBh9Xq9qKTi5xMONWK1WlNTUxFKjTYHemXj1tBdpaWlY8eORffOnj1bXLF0smi8y+XKysry6/9BgwaRwmHX6PqA0+nE8zp79iz2pKSkwIEC1ZIURZkzZw4dLCeKkzNs1QC/cyGDcX1y9MW38KLJpUC/IaWlpZSszuv1RkdHK4ry1ltv/fLLL0LKQc00ZVgJMwzDMEw9wmq1Ll68+Pbbb4c7n9lsDg0NRaKsv1rE6IJKGLZTnU7Xu3fvU6dOCSFsNpt82aFDh5ISVqlUsA8riqLX63FASUmJ0WhEnK2iKCgt07p1axyp0+ngNQ2pial89fGNZMAhQ015eXlUVFR4ePjrr7++Z8+ewDvy64cjR47cc889Op0OCY2+/PJLKGccRvqBNOeZM2fy8/PJ6dRqtV6JIslUJfWhhx6SLPFKUFBQYmIispQJzmFbb8DjwJhZv349DMJY2dHpdI8//vjRo0dpUSYQn89Xs1BhhK3Czuw3sLH+ZbVa5VB5pnr8CgXT79v27dvx69etW7fKysrLXL9gGgeshBmGYRimHnHq1KlevXrJwikrK0tURcnSdPlSRNTFvKO1Wi3EauvWrT/99NPi4mIcZrfb9+7d+/zzz8MURjZh2hBCWK3WAQMG4F+TyYSPqG4nAinlU55++unqZXB2dnZBQQEEM27q119/HThwIF3htddew6dk3hHnl27CxqhRo6gNnTt3Li4uJmUCAUyzXj/3cthma12O4utsNlu/fv2ou9RqtVar7d69Ox3GMriegKFy+vRpIURJScl1112nVJUO1ul0nTp1Iv8LOXkbjSU5KvUvcejQoe3bt+fn52/evLmgoKC4uJiuQ8Oehi67D/wplA2L0nHjwWG7Y8eOWNqg7INME4eVMMMwDMPUAZiukRWU1FpSUhJJVr1e/+yzz/7+++811ks4cc6cOUpVTC+hVquhWv/1r3/t2LEDR06dOlWj0cgymGy/LVq0sFqte/fu/ec//4kTZe9opcrvF3+hjVUq1SOPPLJp0yZqD2alSI0rhFi8eDE0+ccffywkjRobG6tUpbkeMGCAqDKOVdMPNptt1KhRpMkHDRp0/Pjxq6MzqTwpRIsc/fvzzz/fddddcuerVKoffvhBVEllhIayHq5zKOLA6XRmZGRQYIKiKK+++uqRI0foyJopXqwH4S+99QcOHHjhhRdo5Uiv1w8aNOi3337DeMCYx0vhV/SbqRk5OTn4iejUqdPWrVuF9NyFlN6Pqys1HVgJMwzDMExdQjrKZrMVFxd37NjRYDBQwO2iRYtqlmHY6XTa7XbosW+++YYELVLgYps8me+66y7Ezs2aNYt0Mgnatm3bKory5ZdfCiESExNxOhmWIfPI6RoTellFP/roo1u3bvUreuTz+U6fPt2/f386jHrD5/PFxMQg0lhRlIiICDl4uJpbLisrW7JkSd++fRVFCQ0NzcjIqEG//VWobTSfpgrGW7ZsufXWWzUaDe4FJvRp06ZB4eDRUIakq9BU5k/xeDxWq3XgwIEYe8HBwWazOSUlhV5SWr+owcURgUyuCmVlZV26dKFxHhYWhjdo06ZNJMnKy8vpdDk4makZpaWlQ4cOxW9Xx44d8/Pzxfn5zzide1ODlTDDMAzD1AGUFIfwer2ff/45WaKMRmNERITFYqnZ9JfO+uGHH9q0aUPSVzkfsn1pNJoNGzbk5ua2bNmSPtVqtbBWhYaGZmdnr1u3jg6G3G3evDkOwJUNBkP79u0PHDhQVFT06KOPkqgODg5GLK6QCggXFxffd999kMEPP/ywkARGZGQkzg0JCYmKisLxchLdQKAu8BWkRS8lWddlIue4xpSayjIFBQWhe0NDQyGDf/zxRzSMqteSxLrS7WSqhwywaWlpNPYURYmJifnjjz9E1ZKHvH7xl8CJLpeLKgO//vrr9KbTi3n//fcjj50QYufOnWazGS/ajh07BHtHXwaUIn716tXoUrPZbDKZ4CaNhGR13UamDmAlzDAMwzB1gJwG+dy5c5hnm81mMrQqirJ+/XpxGQZDhMx98skniqKoVCrM/xDKq1KpkpOT586de8MNNyAYUlGUnj17jhs3rnv37tiDVFiYoz///PNlZWV5eXkwYalUKmonWZtx1uzZsyFcs7OzH3vsMfKyTktLk2PzfD7fokWLlKqMRMuXLxdSSeGlS5dqtVpcOSoq6lJuFjNdm83ml1/6KuBwOCwWi/yYXC7X2rVrceOtWrXCRteuXUXVPVLsNFc0rT+43e6CgoLnn38eruzw81+6dKkQwufz4ZHVWC/5vcXFxcU33HCD/LKr1eq+fftu3LgRNZk8Hg8KX4NHHnmksLCQc0fXGOp/r9c7d+5cKi/cvn37goICOszpdMp2eKbRw0qYYRiGYeoMWQiVl5djcoa6lyqVikyaNYhb27VrV8+ePSMjIylC1Ww2Q9aqVKpZs2ZhTr9p0ybZCHzNNdeo1Wq9Xk+hwmq12mQyTZ061eFwPPjgg8qFoOjcTp06nThxgppdWFi4YcOGrVu3ZmVlUVosaNTKysqZM2firE8//RTi2efzeTwep9PpcDgmTJgAKWI0GpOSknDBP/VdlL2vr1qwH30RrNYej2fNmjUIt6YuMplMMOshnJgaydqm/uByucaOHavX61GRC4tBeEPJMxmW/5pdn7LcORyOyZMnI8yeXs+33377119/xZFut3vx4sUqlaply5YYRWq1evLkybV0o02UkpISUWWcHz9+PFb6FEW555578vLyhPTzwvbhpgMrYYZhGIapG1DQEjPskpKSwYMHy/Kya9eu+KhmrrNbtmwhg61s41IUJTk5GRVEMCksKCh46qmnYLqkabefH7VKpcLEkWKAYU6Bisb1//GPf5CwD8wXTVWLseFwOFJTU7VarU6nGzZsWGlpqagSybjI5MmTFUVBKdegoKBvv/22+vul68upfWvQb38VkrIkcY8fP/7ee+9RRymKMmDAgAvGA9OT5TjhOsfpdCYnJ8srO6GhoStWrBCSfwH5LNTgecEpGqN08uTJ119/vVKVKEur1QYFBa1atUoIUVFRgYunpKTA/4Ii8M1mM45hagY6lhxwVq9eTWtVZrO5c+fOq1evFlX5w5kmAithhmEYhqkbZKm2bdu2a6+9FspQUZTWrVv/+OOPmLrVzIE2OztbpVJRPh5ZxKakpMguxF6v12KxLFy4EJ9S5DDOlRUdJo7NmzdXFOX111/fv3//jBkzZsyY8dFHHxmNxvfff99qtVICXqqmK8sGq9VKWmLnzp233XabVqs1mUzr16+XBb/H46FJKsSw0Wis3msxMJ8QFhpq0HU1gMKDKysrR48e3axZM7KTm83m+fPnC+k5ejweh8Mht43jhOsDkyZNUqQCYM8999zp06dl8yCNqJr53lOoMN4sg8GAQWIyme64444NGzbQYQ6H47vvvgsJCUFjqKb3li1bauNGmyL0eoqqcAYhxJIlSwYPHkzd26ZNm0WLFtVxQ5mrCythhmEYhqkzqFwKBc3CL/q9994TQlit1hp7z27atAliknJZkZk3JSWF6rgIyaq5bdu2jz76SC4IjJk6YupMJhNZle+5554DBw7QFc6cObNjxw6LxSIrBChhzDihkKlcEI50OBx9+vRRFGX48OE4LLA4sJzC+quvvqpegZC8l7/rSiM3qaKiYuzYsaSBdTqdTqf77LPP8Cn1s8fjoW3ZiM3UIUVFRQ888ACWfjQajUqlmjdvntfrhcesxWIhB/6aXZ+eOMY2uebSSzpnzhx4Ung8ngMHDnTo0EE5P9O7Wq2GEy9zOfh5Prtcrvfff5/EsEqlioqK+umnn+qqecxVhpUwwzAMw9QZmJZ5PJ4ZM2ZACcMGm5ycLKpUVvWTb7fbTcVdEGfr8/kOHDgAv2gSwJQFmi5OcY9kq5SNz6dOnXrttde6du3as2dPmq9DEj/wwANXoivIWzszM7NLly5+dmzcTmJiIvVGoOquK6C6nU7n8ePHUQRLqcoE1rlz523btokqfV6HjWQAsnZj8GDYwD4/depURUqKHhMTU7uh5jRun3jiCZ1ORwW3MbD1en1KSgods2HDBkWClqXWrl1b/fUpvzq9HWSIpoUhOdiebvCCO+VCu+L8IHxsyAtqDRTEpyCtIBYidTrd5MmTi4qKhHSDNFTqsq3MFYCVMMMwDMPUATAM0tRq/vz5sjEWYhVcotnQYrFQhR5UIaKszmQNDgoKMpvN3333HU6hGS1Nl91uN/JaiaoEM3a7HQIYTtFt27ZFNt1aRJ5lWiyWf/zjHxAJJCkRh6zX6xMSEsg9Vbb61rlZFda8GTNmoM06nU6j0TRv3jwuLk6cH0tcl61khBBCuN1uDDmYfLGN947yq0dERPh8vlpcvKAY+H79+uFlvPbaa7FhMBhUKtV3331HDVu/fj3UstFoxJIK3kEkk7/YTdGPCUlWP/1G0fuUvdzr9cpqVlb+VJCMRDKtuDWmYUydQw4v2OjTpw+WFajTkMuAaWSwEmYYhmGYukGeZycmJiJpLRTs3Llz7XY7xfFWYxaWS/IIIZYsWfLZZ58hQhjhiNdcc023bt1uvvlmUsXvvfeenJtKnD8D9ng8+JdmwEghI09/azHjMSXQwr92u52WAyBLJk6c+OWXXyJ62WQybdq0SQhhtVo9Hg9qFKPkTG21569CiwhCiJkzZ8qB2WPHjoXXt5xyqa7aycg4HA7ITrxZ+fn5Go0GC0bInf7pp5/Wug0f/hqUWb2kpIQKmCmKkpKSIoQoLS31er0bN26k/aTQOnfufPDgwYtd3OVy4Xdg7ty548aNi4uLw5tCPx2UudovAbvb7SZVTJfyu3c/23gjG8ZUitztdj/xxBPU85mZmVhuQx/+aeJ6piHCSphhGIZh6hKv1/vrr7+++OKLkKlGozEyMnL//v2iam76p7V24CBts9kWLFhA1WthSmrTps28efPsdnteXt5zzz0H42rr1q0XL15MMhsXt9vtcoEfuPvKiZ2QbKbWZScl1qJttVqNOlIwRJ89ezY9PZ3uaPDgwYEdWLe5l/Hthw4dGjRokEajgaZq1aoVegwyA4q9DhvJADncl6LW+/btS5oTIaNyxa9aQf5GFFISQtByj8lkmj59Ommt7Oxs2TUar+2MGTOq/wqXy1VWVhYWFobL3n///fn5+aKq8pPfvfh8Pr8UdAjdlw+A0wqi7mX/alytzt+7WgE3RYbx1atXU8n0V199FaWGbTYb3uXGZAxnACthhmEYhqkDMOn0+XwOhyMnJ6dNmzZKVTjuhx9+KOtD8WczcsxHV61aBQdmvV6P6XXr1q2/+OILml4fPXo0Ly8vODh4yJAhuCA5QhN+qZ5BaWkpGbICyyNdPnRxzEdlj26DwWC329PS0rBHr9cHBQWdPXsWQr3WW1Iz4EUp2/FgEManflNtps4hCyelWIuKipKLP19zzTWitoPP5chkesXkAdOxY8cFCxYIIQ4ePNitWzdFKmmmKEpsbOyhQ4eqUWL0kXzNtLQ0vxfWrwEul0teZaNSZOfOnaMRC1M2lsnkBjQCGQzw+4Mf5NOnTw8bNgxKWK/Xd+3a9fjx46LRmcEZgpUwwzAMw9QBEKiYWebk5JD9R1GUzz//HCG7lyL2MEP1eDzLli2D4RThwREREfHx8TgGMcl0Nb8pPkUXyzttNpvX63W73SRTZR/Cy7x3P+S5eH5+PoJsSZlgf48ePWgPktmQtyfcpGu3SZcOGdLHjx9Phuu77rrr8OHDdF9kD2w04qFBQ6rGYrFYLJaMjAySjlht+eGHH2r9S2XnZIfDgQxqyvlJ3QcMGJCenv7ss89iIMlp6hC0X82rRxENBoPBbDbjgrNmzcJHMP/u3bv39ttvb9my5ZAhQ5YvX44TsY5Dhc2FlHYrJycnKyvLzyu48RXBpnSDompsjB49mobESy+9hJ8XFsONElbCDMMwDFPHFBQUKFUVUwYOHEg+jfi0evFJiXCFEEuXLp0zZ87333+flpZGB5SVldHUVq7xK19fLr0rG68AOXPKF6ldyEI+aNAg2S9UURRMxKOjo8k+NnjwYKoIWk/8FX/99de//e1vaLZer585c6Zf94qL2NuZqww9DnpAU6ZMgdrEEpJKpfrpp58w6moxNDRwoLrdbgwYtVqNBRSj0UhZ7ig8WK1Wq9XqnJwcm81WvRgrKSnJy8sjSa/T6RISEuRbmDt3LrxF9Hp98+bNk5KSaHUM4RUUjiGESEtLM5lMWq32o48+ysjIIP8RsgzLxcAaNPB8prVCbFDn33bbbfLSG9PIYCXMMAzDMHUD5pEOh0MumpKWlgYDDv7CffoSxafdbscsFpM2BPriI2wEVh6Sr4yJoDw5lkOUnU4nRRRf1m0HIFt0u3btSkpAp9Op1WohhM/nQ+VhWLwffPBBsrI6HI66nY7DT/urr75Cs6FkkPrb6XSSuylm20ydI6cc9/l8RUVF//rXv0j26HS6oUOHYuWodh8ZfAfkBG9er1f2faANim7AK0C/DGvWrPnTbykqKkIpIPoxwX68swcPHnzggQeoMtmbb76JfMgYpfIyTUJCQtu2belNVKvV2dnZEMOUWaBxgHuHD7n8nn7zzTd4l3U6XVJSEm65nqy7MbUIK2GGYRiGqRtIpioSqampdaWaMFn3swZjg/YHOmxTQRrYmcng5leK02az+VlE5Ro2omqyHhUVJdfjRcaa4uLiTp06URf17t37gi6aF0vRTKaewE99Ph8FUiJjEB0mp1aqnt9++61Tp04qlQoK5KmnnvrTU5g6RH6m//vf/+BLjPF27bXXLliwgPJL1cAhVg5CJrdbMkRjKK5fv37UqFFU35sswK1atbr++utJqUKiU8HhESNGFBQUbNiwgcqbiaogXiEtq5F+i4qK8ntNHA7HxIkTFUUJCwvT6XTdu3dHa/Gq0s8RgofHjBmDVqnVamxMnz7dzzraiB2GN27ciCUARVGCgoIQwt2I77fJwkqYYRiGYeoAkpRnz54NDQ3F3Ld9+/a7du2iA65yiSA0ib4OU+1AYYxWkWUYEYaynqTjyZGSVDE20tLSli5dStN0Uv5OpzMiIoLkgclkysrKEkKkpqYqVRWGDQZDVFSU3GzEVCP2UgjhcDhwZbkcKHRCWVkZjsFH9Aj8DMt+hamqNwSVlJTMnz8fCYdBTEwMO1LWZ2RnB6RlhihVq9UffPABjgn0mLj0i+OvLInJCCyEmD17NsXxQn6T1Bw+fPjhw4cTEhI6deq0aNGi3bt3JyYmvvrqq1gbgsQNCwvr3bs3cstfENyOTqfr1asXfS8lgf/999/vvvtufPsrr7zit7CFFpLtNz09/amnnkLdY41GYzQaIyIicM1GnwGuuLgYqeDRV8eOHZNLKzONBlbCDMMwDFMHYGJaUVExefJkTLaaNWvWvXt3TDR9Pt/VV8LQb4i/lad9FRUVmNbLpWVk6UhGttzc3Ojo6N69e3/00UeUagsnQlv+8ssvUVFROp3OZDJFR0eHh4fjAHyX1Wrt378/egNqoaCgYMuWLe3bt1eq6s3A6EpK1Wq1yhmwqSXky03/0jaEkOwVSbcvG/Hknqk+Y/akSZOoELSiKD169KjmYKY+gLFRUVGBBRfSpZ999hmpx8t571CsWAQE4S9YsKBFixZQv1BZyA+HBnz88cdo288//0zrL3v27OncubOc2jo0NHTLli2iKoACSz8VFRU4hSzMkZGRgdEQHo9n2LBhwcHBN95446JFi+hTvzQBwOv1njt3bsGCBeQp3aJFixUrVlzRTPL1BK/Xu2DBAlqnWLhwYV23iLkisBJmGIZhmLrE6/UqigKzT79+/Wjn1W8J+TnT9uHDh3NyclChdMqUKUePHhVCnD171u8sqMrVq1ffdNNNmDFrNJrFixfLYlgIgRpOSlU6XMzX9Xr9119/Td9YWloaEhKC8EidThcXF2cymXQ6HYRxs2bNIiIiUNdk2bJlP/30EwIdyUJFxXvRpLNnz27cuHHlypXUBrvdbrVaPR7Pli1bHn744ZUrV544cQK6iNQypHVaWtq99947YMCA6qf769evx+2gknOLFi2++uorSlHG1DfkDOqvvfYaXj3YZuPj4zH4Kc/z5Sg9+EpQKjin02mz2VChh2zCGDkY6maz+ZNPPkHxXlwBzg7Y3rRp0zPPPNO3b9/77rvv/vvv37lzpzg/fTqOLykpQSk15UJe+rQ2ZLVaT58+je3Kyko5GQH+YlUIi3FCiK1bt3bp0gWXnTVrFk5p3EGzbrd73rx5SlX8ttls5pLgjRJWwgzDMAxTN1AArVarhV3oqaeekjP6XE3wvZSJChoAhXwxUzcajbfffvvWrVuFEJWVlXBIFlXTa5vNBl1BptFnnnnm9OnTuCZmkC+++CIJYNnh87XXXjtw4ADZ0HQ6HY4hYx1Zg19++eU9e/ZkZGQ8//zzRqNRp9O98847cmfi66g06OjRo81ms8lk+vLLL48dO0Y3O3z4cNgAdTrdu++++8svv/j5wa5ZsyYoKEij0XTo0GHHjh3V9NvIkSNVKpXJZIKg+vjjjwOrNDP1CsTB7t+//8Ybb6RczXfeeefBgwd9Ph8MraKmDsByTTK32y2/y0OGDLnmmmtoSJMpmDY+/PBD+SLi/BUx5B4/ceLEjh074H2NFrpcLrm89vDhw0NCQrRabWxsrN1uR255kspWq1UOmLdYLKTu3G433nq73U4+3ufOncOnBQUFnTt37tChw759+0QTiJh1u90zZ86kXyqVSkXxF0xjgpUwwzAMw9QBZLccOXIkzY8RAUs+ukiHc3WEsWwKphzRc+fONRqN5JnZvHnzqVOnivNL4+LgzMxMTOjl+f3mzZtls3BUVJSiKLhZvV4PUzO2CwsLKQgZMhhmOkVRgoKCIMX/9a9/7d+/f9y4cbIrcmho6GeffSbnxKIM2BMmTMAsFqbaTZs24abKysqMRiN9pCjK448/DlHhdDox2V27di2+V6vVzpw5s5p+k8XMf//739OnTzemzLqNDxq33333HY1AtVrdq1cvaGA4Ntf4pYOM9IsgOH369CeffEKvBiVXo7UevBdjxowhUy0VM6MgBXcVuCytHNFXk1fF+vXr8/Pz4UFNH12wjBM2LpiijwzCQgjo4Z07d6LAG+Hn9NHImDdvHopRqVSqb775pnHbwJssrIQZhmEYps6wWq29e/cmV0nZG9PtdkMJ15WyWrhw4aeffoq2oXwR9CeyWPnNC+Pj4yGVMd3X6/VGo3H8+PH4FPfVt29fkr4+n2/q1KmUK2jt2rVCiPLy8hdeeAG6FzoB7qN33313z549V65c+fnnn5ONGl+Hf0ePHl1RUSF3lMPh+PLLL/FdarW6T58+P//8MzU7Nze3R48eRqNRo9Hcdddde/fulQ2AcP+2WCyjR48eNWqUqDZzEskbk8mUmJiInVw3uD7jdruzsrKoQBEGdmAJMafTeZmls2lpZtmyZRjnKAzWrFkzRVHat28fHBwMf4fQ0NApU6b4fR1Zp71erxyiH/gVwOPx0IKOkPJF+51Ch1EAM5QwnCnkHxxkvMOXklqm5PCNOEhYCOF0OpOTk2mdYuLEiayEGyWshBmGYRimDqDpZo8ePcjyiT3yBFRcaC57JSAfZsySz5w5g9Q+SpU/M6nW3NxcuVqSEMLr9SYmJlL0o5yCSI497tGjB+VYpjA8nU6n1Wo3bdqEeX/37t3JYZW+eu7cuUIIWIkNBoNcZ5UM0Rs3bhTnZ8M6ffr0Nddcg5Kt8qydgngjIyMVRUlPTw8sqoxjaO5bzSSYGqkoyqxZs8i9vNYeDFOr4L3Ly8tTqVQYUdig141ehBq/d2TIJS06Y8YMvA40VHQ63dq1a2mcazSa+Ph4IY0cP58LvyEKn2chOWP76VI/izG9sH5rNHJ+eL9BK7cEZ1HFpouVK2tMuN3uOXPm4JEh8KGuW8RcEVgJMwzDMExdEh0drVQ5A8tpZmkuSymprhq//PILJcihGF2oUJPJNHbsWFEVtSiEsFqtRUVFJFw7duyo1WpxFmy/uGZWVlbnzp3pToUQUMKkmZ1OJ/IJyV+nKErPnj2FEFu2bJFdSZWqbENqtZr222w2Egw2m+3bb7/F/vDw8D/++ENUifwaG/po3k+rGBUVFWQT1mq1s2bNEgEll2X/dlga/TL6kg6Ra+3AnbWappIRO3DAUFwofWS1WmHuk8vkkrBpKFC3Q6NSenPqXlKDgW4UcrFrIcSECRP0er3JZEIOZ3jO1yJwG7bb7SdPnoQrhEqlwqIMZPDSpUvF+YXEyQmfl1HqCdOnT6cYCrVa7fepnGPsMn0HmDqElTDDMAzD1A0ul8vpdK5atQoTZbVavWrVKiFZgeTksVenPUIIn8+XnJyMKSCZcFu0aEGCs3nz5mRWhabKycmBqVZRlBkzZixbtgwyVaPR/Pjjj7gFg8FA8cZGo1EI8f333+v1eliS9Xp9VlYW1VUmVCpVdHT0zp07UUgJOa5UKtUbb7wRFxdHxV0URTGbzcuWLROSXj158uTEiRNvueWWlJQU7KkVZ1dRZXkuKSnZvHkzvhryPjk5mY70E2NWq1UuRgpR6qd5YOgLLOBcPRRfTVmO6COPx9OYgpYvdi/otMB6Yx6PR07FDLCCIBclUhSloKCgthoJNQ4j7fHjxwcNGkRrOhgkoaGhduw5NwAAIABJREFUK1asQPOwR6PRmM3mlJQUlOkObDNTJ+zdu/fvf/87HpDBYOBiwo0SVsIMwzAMUweQ4PF4PGQC7dq1q5/6vWrTYrITzps374EHHlCqnJxVKhXEqlqt1ul0kLh0PNq2YcMG3IJer09MTBw7dqxSVSqmV69euB3sCQ4OVqvVwcHBQojExESSu4qiREREkPaGSRk6oUWLFnfffbciOV2rVKrp06cLIVJTU7t27UpW2V69eonzpeC5c+dIilN5mBpn54bcon8tFstPP/0kS/GFCxeiwpOfrVVOz4sWulwusimJ8yU65Ouli/aLeajKbfArAEN5vxsQiGL1er1Wq1V+gna7Xb41l8tFisXvKVCat9LSUoPBAHUaFBQ0evTokpKSWmwq+tbtdm/ZsoWWhBAFoCjKxIkT0eyRI0eiQhjiDpKSkmqxDcxlgoUVSm2gKMrYsWNpaMFBvdGXkmoKsBJmGIZhmDqASpXY7fYnn3yS1ObSpUtRI5e00NV0jT548OAzzzyDKTuatHnz5lWrViHHD0U5CkkJV1RUbN++Hft1Ot3QoUPLy8vhR42LJCQkCCHIvAxzHCzPCMOjwGCNRkMepE888YRstZNPHzFiBFqLgMxevXrdfffdLVq0eOyxx/w0p1/yW1FlEqxZl5I7MV3W4XCsXbsWlYTR7BtvvHHNmjWFhYU5OTn0jRUVFbK7cuDs2el0wntZ3inHigeCWbjs4QyBbbVaKXYURma/pEp+RuMa9EN9wK8nYUoVUnXrwOPRY5WVlc8//7xSlXRNUZQ5c+bUbtuoDWvWrMG3YGxoNJqHHnpo7969qMfbp08fRcq1PmfOHHqa7G1bH6ioqJgwYQKtc2m1WvyUyVx+WjWmbmElzDAMwzB1A02hdu3a9e9//1tRlODg4L59+8JX0+FwXLC6yZUD6VIxdw8ODsZGXl7eyZMnX3jhBbgIwnadkZEhpFQ6S5cupUJQ//nPf0pLS7HdsmVLRVEWL168YMEC0rS4rBDi+++/12q1UN06nU6j0ZAkbtGixapVq0wmEwSwnEOLUteQVdPn8+3cuXPWrFmLFy+mPWS/le2fVEumBpYcuQ4NKrgKITwez4kTJ1BImRqJyivNmzf/6quvZs2alZqaipbI5XDoOhTui6jg8vJymIvFJcQfysoZqhitklMH05MtLy+X9zTE+jdQmHa73eFwQN4HmvfJTEd516kMLEaFEKJnz57kYmA2m6dNm1aLKwK+KoQQH330EQ1as9l82223URUii8USExNDq0t33303ylajtWxprHOokty7774bEhKCtYxXXnnl0KFDfr4hoiGvKDGshBmGYRimDqC8stAtS5cupdDcDz744Pfff8dhcoqjKwpmfshiRYVegoKCtm7darVaUViYdGxkZKScRfbee++lGf/MmTMtFgs0MJycb731Vkr7jBTZiqI4HI709HRsGwwGXJzsY3FxcUKIt99+G/8ifhhN+vrrr+XMSVarFaJO7iLZc1sWFZcTNCvLSApMxbM7fPgwEoxptVoq7KQoSuvWrdFjjz/+eL9+/WJjY2NiYp588skXX3xx0aJFtMzh9XodDocchQh/gT81XMvWYHk/qVwK5yZIe1PSqb/eE3UGXFKFtJQg63mbzUZ9KNfEIlxVRERE0Di89957z507V7tmPTyXo0ePYjBQ9PtLL70E3wSPx7N8+XKlKm21oij9+vU7c+ZMLbaBqS2cTuc777xDDimbN28WQvh8PgSEswZu6LASZhiGYZg6gKZQmFGdO3du2LBhmDq3aNHiv//9L6ragqvjgOdyuZKSkkiOms3mqVOnwgr30UcfwSpCknXixIm///67x+MpKioKCQmBactsNqempgohfvjhBwhXspRixg969OghhKisrOzVq5ciOV2HhIRotdqQkJCcnByn05mYmEjWGHDHHXfs2rULfr9CMguXlZXJYcCBtybnDXY6nZeTM/li5xYVFfXq1evxxx9/+OGH5Zui5NvoCuxXqVTk743+HD9+/A8//LB7925xacsfVEdHdqIuKyuzWq05OTkbNmz44osvbrrpJro+ZcFt06bNyJEjV69eXeMeqCvoTjdu3JiVlbVkyZJvvvmGutdsNsfExOTm5uJgCg4ngzzJY1TwxoDEUKzF9wuvs81me/XVV+Vh361bt5MnT+KY0tLSzMxMksGKorzxxhtlZWWUCrsx5TlruLhcLiy1zJs3j1a4vvrqKzwdcjmp41YylwcrYYZhGIapG1BBV574Dhs2DDP74ODgt99+e/369RB7V8db0ul0JiUlQTihGS+99NLRo0cLCgpIUClViXAVRfnss8/mzp2LdFbg1ltvLSoqEkL89ttvr7zyil+GXiQHMhgMK1euxDdmZmYOHz4cn0IiarXa+Pj4EydOCCF27949bdo0UgvBwcGJiYmy6y+2L2gA9CuRSuq3xjNXOOIGOkb6JaPy+XwHDhxITU1NTk5+7733UJPZaDQiBFpeSkAuJUUKWG3evPm99947YcKErKwsMjv/acPIVbusrCw7O/vDDz9EcSCSiNSBRqORaj63bt06Li5u//79NeuNOuHw4cOLFi36+uuvMQKp3+R7fP/99/fv33/8+PFZs2alpKTEx8fHx8fPnj172rRpGRkZZWVlPp8vMzOTBvOqVatqPXkYxlj37t2R6hwNW7t2rRDC6XRWVFRYrdZ+/frRkpNer0cJJc5OXH+gVw9iODU1Fc9Lq9VmZGRYrVYcIKtipiHCSphhGIZh6gDfRXjnnXfCwsIwRW7RokVaWpqoSmQqzg8BDayRQ062NbB54lLTpk2j0Fyoi06dOnXq1IlmgRC3stBSJLNnTEwMSc2dO3eGh4fjYOTOhZX4uuuuW7FiBaWestvtmzdv3rhx47hx46699trPPvtMVBnWfD5fWVnZvn37cnNzs7Kytm/ffuTIkcvq9KuI2+0+efLkzp07Fy9eLOcb02q1JIFCQ0NJHsv9GRYW9sgjjwwcOBDuzVQnWS5oTL7ZFotl4sSJERERjz76KCSiyWTCZfV6PZ4XYmLl2sto0i233BIeHo5rYjjJTu9yfWaMK/zrV9e3xshj1e9SGABOp5MG/OjRozt16iSvyMidCYVvMBg0Gk27du3uuecev1UGLEDQo8nJyRkzZsz06dORNboWLXto8JkzZ2B5RgNMJlNhYSH1W1ZWFoXHA/lFblgu640YjEm8g1ar9dprr8VY6t27N54RPSmO6264sBJmGIZhmDrgYkpYCDFt2rTY2Ni//e1viqIEBQVNnz4dTrOUAJkUEWUMqpWpGIyrmZmZd9xxB+Z85MELiUUWRRLqsqx6/PHHcR2LxQJp8csvv7zxxhu333476cC2bdvKRXfRbFJBJ0+eJMGPjEcIl0Ux3stxaa4TkNpaCEFusX7RvyUlJfPnzx80aFC3bt26deuGx42uhnKD3Vir1UZHR6elpe3evTs7O/uNN96A1Rfilh4KYrPJDq9Wq2+55ZaoqKipU6dSlaCysrKXXnrpxhtvxDEmkwnq8aOPPtq5c6eQ1iBwvOxULKqm/vLww781yL+FczFO0EuQ4qQJ8dH27du/+eYb3CPyTpHbecuWLf/2t7/16dOnZ8+eXbt2bdOmDdX9MhqNZHKXnZCp8T6fz2Kx0Hdd0K2gxmCd4osvvsCzwEv09ddf49Pc3Fw55F5RlG7dutH7y4V56hXyb05iYmKbNm2w8nLttdfinfJLJs80OFgJMwzDMEwdcDEl7HK5oDfS0tLIgteuXbsDBw4gqSwUAqKIfT4fCg5TFRlZUf8lSFHbbLapU6dCVpHkgPy444470tLSkpOTP/nkE1IX+GjAgAHQe7K2EUJYrdY9e/akpKTMmzcvLi4uIyNDDvGlpsp+oTDCQOT73UiDi8qTTZ0ej4du0263U50nkmGZmZlvvfUW1hcoTbds/4S+Jd9gfCRvQEK/+OKLCQkJS5Ys2bZtm6xR4XEthPjll18mTpxICxkqlQq6MT4+fsmSJXBAoBPxCCorK2mAoYQvDcUag4vI8dt0wbKyMiHE5s2bUdpaRqVStW3btl+/fnPmzNm3bx+ZlDMzM19//fU2bdrQWkBQUJBeryfBaTabA3WL3W6vdZ9kjPATJ04MHTqU3AF0Ot2yZcu2bNnSuXNnvV6PpxkSEhIWFpaeni4C/PmZ+oAcf+FyuWDnRwq0FStW4JirnOGfqV1YCTMMwzBMHVCNTRjyqby8PD4+Hn6zarW6Xbt2zzzzDEKLoRUDg9MCpWMNsFgsNpstLS0NZXKJm266ac2aNTimpKRk48aNq1evDgsLMxgMP/74o9VqRdvo7tAYao/cMIfD4ecNSxLFLzhWvgL5AzcISNRR6ia58XIGLxxAqWjXrFmzZs2aIUOGyBZ4nU5H7tNqtRpiD2sQUHohISHvvvtuUVFRdnb26dOnxfmrBkhPjW3yLMjOzh49ejQVsiYB2bt37969ex88eFAuHAVqsf8pt9np06cD1zt8Pl9xcXGHDh3o9nGbN9xww3vvvZeXl0dFoeRzy8vLt2zZsmzZstmzZ5tMpi+//DI/Pz83N3fDhg07duyAdMGIQnA+ZW6vReSKWefOnXv//fchhsGDDz6I3g4JCcGKxpgxY2iE+F2EqQ9gaRLvwvz58ykFYGho6Ny5c2vXm4C5+rASZhiGYZg6oBolTPNgu91us9nGjBnz2GOPYfplMBiGDRuGBLmUaZZm8+RvXAPwpaWlpbTH5XItX748MjIyOjq6T58+GzZswH7ZWgjbnRCivLyctBZVxBVCVFRUwF4NpUeRqFQR54L6FgcDuVJuwwJtvmC1FVm/0VNDP1DXWSyWY8eO9e/fPyoqqkePHhERETExMf369Xv66adjY2N79+7do0ePgQMHLlmyhIJ4yc2YLiIHk/tZHdGGioqKgQMHIgQXahMWZsjs66677quvvtq0aRMc1+GDcIUeB8YSOmHdunUk0dGq9u3bT5o0icYnjR+4UcjtgeczuoLu3ePxwJ31SotM9Cp9r81mS09Pl7PKQUphXeOLL75A8SQ5TCCwSDJz9SEHCnqV4C+DKtAon75w4UJ81BCrczOAlTDDMAzD1AHVKGEhhMViwewK9rENGzbIGZVCQ0Npou92ux0Oh5/ttGZuqyRrKawUekMWDzBHy4VqSbX6WfbkZgRu+N0vKgMLSQbA6xufQlo3ONdoqnIEW7f4MxlGvSpnxrrYwbgs5cSGTMUeOpdOl/tZSJIb+20224wZM+QQXFmzwa84Pj4+8O4uxwcBayLwtcYeGkinTp165ZVXFCkzVkhISEFBAQ5wu92VlZUX/F7KsAWwNCA3UnZkhWW4VtwoZMjA63A40GCv15ucnGwwGJo1a4Yehl96UFAQWovoBnF+CjGmbsELJQIeR58+feilmDx5Mi3tMQ0UVsIMwzAMUwdcTAnL7naQphCEK1eufPbZZxVFad26NdmHn3nmmc2bN2/ZsiUrKys3NxcWM9mgeun4lceUFQXpKz9XQNIVlEgpcO4IsQF3aD9/aXEhd+5LFI31n4u1H4sXgTLST/T6fD55iUFej0CZUzpXvojfTtjbqT9xBayw4OtcLheeKUR4TExM9+7dBw4c+H//939msxmLLzTezGZzhw4dcnJy5ErXNX5Mbre7pKQkPT29ffv2b7/99tGjR0WV2/xvv/129913U3zvDTfckJ6eToKZ1kdovPn1nq+qrpX8IshGcrkZ8Di4coPNarVSBH5UVNRdd92Fm+rYseOuXbuobSSJr1AzmL+KnNGNFpVsNtupU6eotrBKpcrLyxNc/qohw0qYYRiGYeqA6m3Csq0P/zocjoqKioULFw4cOJDmYYjtDAoKUhQlODj4gw8+SEtLW7Bgwb59+2rQHhK6sjFWBNTM9CulI9fspT1IqiR7ruJ2IDxgCSShQrZTqERxEX3VsOKEgcPhkGsO/anUIR9yIWlX4LdkQK7OiGD081j2nV/lWHYSDrxy4Dz+p59+mjVr1tChQzG0yHFap9OZTKZ33nkHkbqi6unXzCw2ffp0xKK3atVq1KhRqampe/funT179quvvkoR0SaTKS0tTXYloJbTOyLfl5BGGnm30unyttxjtWvWkx+6nzV+x44dixYtmjZt2v79+7GcIccU0C1U4wvAXB18kpe73/CAczveiIKCgrppH1NLsBJmGIZhmIYBJs2///77Dz/8QDWHKa8SJVUKDQ1t3759ZGTk008/vWPHDlE1n4OMxLafORcbzzzzTLdu3WJiYp588smnnnqqZ8+eMTExPXr0iI2NjY6O3rt3r68qxFeeJooAZSUCkjxfUAFC+gopj7QI0MDUPNItUNdwSnS73X/qMh1YcUruTL+yQIAEuZBkP5YJ4LNNxtVJkyYJyWREebDoGETVBn5peXm5LNv8bpZ22my2C4r/q6OUzp49u2vXrszMTERFKlLhn5CQkOjo6PHjxyM7F3Wj3FrSeBT+io1Vq1bFxMSEh4e3b99eqap1jOzKd9xxB/yHTSYTBnbLli0xVgNrF8v6XzYUiwCLt5C61G9RQASsGlwmtKTl5wFBLZRHe2B7aFUCpnsaSPJdC6lL5UvJAQWXru1p0NJqgk/K20cXpIpZcodjuYFuQV4dIx8T6gR6NQLfDvlb5FK99dDx2O12T5s2jcIHsrKyqhk8DS6gownCSphhGIZhGgB+YvLUqVPYcDgckyZNioyMjIiI6Nq1K8SwwWDwq3JERrYuXbrMnz9///79ubm5b731Fhn9IEjUajUV16FTYJpTFKVz587r1q0T5+dkElLOJ5r5yTN4X1WdJHgF07RbnsGL83WgbLuT412rcTmuvvfkKWmgvU7uYdkDHNsej6e4uHjDhg3vvfceCqgghJW2sfqwfPlyuPheUJ/LBkwZ+Y5Ik8iZpeXmXSEbZjXgoRw9evTHH38cMGBAu3btSAyDm2++efTo0du3b1+/fr1fLejy8vKsrKycnJyCgoLc3NwhQ4ZQjV9CpVLJ3tfoWCoe1qNHD+RpC6xyTC08dOhQfn5+Tk7Opk2bcnNzV61atWHDhoMHD1KKbFoGwhoKnSh7p9difwZ6+5MU9JPrQhqKbrebGkxHyp+SQ4F8F37rKfQaIkRfThgeiN8ajR+BWdYCi34JaZ0ocKkLUegUKS2EOHDgwKpVq/wOC1wpoP31Nj5i+fLl9OsaFBRET8RXFXl+Rf3tmdqFlTDDMAzDNADIYoPgYZJMQojKykqq4puRkTFlypRZs2YpikLlW+BErdFokIKI4tygakgqkyr208YkVAwGg06nW758ObVKzs+EDVldYGooW2Uv6O4rG2ZlGSnPueUZM837L8VZmi5CWlS2zlHWKL+7gB1y2bJlCQkJKSkpt99+O3UOOgHblAMJnfnKK69MmzZNnJ8tDGqEjGNQiX5al2QGQFSwn2+5bKm+CvjVhRZCnDp16syZM5MnT3744Ydxy7Ky1Wg0//nPf1JSUlJTU1NTU6dPn/7888/Lad5oWz6rVatWTz/99M0336xI+bEURWnbtu199923du1afDWZ3OW2CSEKCwvvuusuGt4mkykoKMhsNrdr127RokXbtm0TksM5uv1KryYELq/QiHU4HLRYIIQ4e/bs4sWLp06dSrEMshqUIxRIjsrhxIGDQV5dApfiMeE9vy40RiBc3y+2ZiQ7/IvzV3M8Hg/VNicdbrfbExISXnjhBZ1ON2/evM2bN1OfyDn54FNAL6zNZquHerKysrK8vDw1NVWpKiy8cuVKv2PcbrfVam1woRxNE1bCDMMwDNMAkNPeEm6322KxkEeoy+Ui6VJUVJSZmUnllxTJDRWaJCgoKCQkRNbAEHjPPvtsVlbWzp0716xZM3LkSBxAztiKokREROAb/RJoUcZpmsLSRNZThTjfnkyhwocPH37zzTcfeeSRmJiYp59+Ojw8/Mknn3zllVe2bdsmxyr72X4RbHwpeYb8rDSU1xd96Gfitlgszz//fJcuXWClJA2sVqthC9LpdLJBWNZ7RqPx4Ycfjo2N3b9/Px6Z3W6XhcQFbYYXbLNPSgRdJ8hLGLJYOnbs2Pjx4yFo5a4wm83yegF1Gu1EMmr83bhx45o1azZv3uxyuVauXPnoo49CCWs0muDg4C+++IIiMGmZAP/Sk0pPT+/UqRPO0mq1spAOCgoyGo3t2rWTH2ugULwS+EVr07//z96Xx1VVre/vM3KYnUqt7234XOvmvVaaaWqaA6YoKM5jg9lwvZamlpmVqTllmqipGQgKCs7gPAAiCDI4Y6g4JOI8MQiceVi/P57feT/LfQANDdDW84ef4zl7WHvtzX7X8w7PS412bM6+VlOnTsVoBw0aBDLMj5B6pLmWqt65c4dPvqCDU0o2P4DyxskfVlZuLTsC8XC+n5CrX8a1EzguJz8//6effsJDglv/6quvnjp1ivKrXX0H5OarmdnFd+7csVgsVDLQqVMnfC+rdBBM+JGAYMICAgICAgKPAPjAqWv2nYw1lZaWklwQVpwlJSWrVq3q1atX165de/bs2aNHjx49erRv375r165Lly4tKipClJLILTRvETKCAtbkyZM1Gg1yp1u0aPHHH39g5c3XslL8E/81GAx8GSG2v3379vHjx+Pi4saNG4foNMiPxGmAqVQqqn+uVavWp59+GhcXx08FXz98z6kjZwF13KVB0uBtNtuNGze2b99O8V6MjcpWFQrFv/71r4CAgMGDB69cuZIPlkZHR3fv3l2n06lUKmwPwtyjR4/Y2NjDhw9jM2qSBGIpIwCQWaIEcoolVkCV/2q4dknF40TXfuzYMT8/P8kluYDuHdwEnTp1GjZs2Pr162nHwsJCh7OBE77Jz8+n09Fm+fn5dPl4tGj7U6dO9evXj48ke3h44DbRN0899RSlGdOw+VQFRFkNBsND1P7lcyJkNM9qtdL4z5w589Zbb9Esffzxx/wY6KrpOaeHZ/r06f/4xz80Gg3+Ulq1anXmzBn+FLhYWTqGKzCfiMdSSTC237t3b3p6OpqWM44t45h0m0pKSmh4FGwntTwcKjU1tX79+rhGngzv3buX3V3zjDgqnbEma4ZhQjZv3uzm5gYBf+rvVZOHLVAmBBMWEBAQEBB4ZIAkT1o0Y9XL9xMuU7RWlqlLUSlAJorD7q5T5cMyS5cufffdd5F0/cknn5w9e5YOizUxH6GlQSLTMjQ0dOXKlaGhoQMHDkQQlcpBKUwtcYnc4DbEqZ577rkFCxacOHECx6TmQPfPEikJ02q15uTknDt3jiozi4qKQkND33nnHZyuVq1adF61Wg1R7rCwsKysLMZxbypvxiUHBwcPGTIEwXNKKZckycvLKzg4ePXq1StWrDh69ChfAAnOUOZVyAgwuA1uXNW0MC0zz5Z3QGDkJSUliYmJixcvjoqK+uWXX6AFrdPpGjduvGTJkpUrV8bFxfEp6MXFxdSQxvWkxCVk8Vs+oMoYy8zM/O9//6vT6ahcs0GDBp999llISEhoaOiyZcumT59ep06dsWPH8mFMfHDlKg+XvRBjdA3P4r83b95cvXr1sGHD8JDAB9SjRw/Z3y8/Zpqr8PDwevXq4ZLx51O7du1ly5bxtQP3P052d9wVk79q1SqcwsvLa8GCBadPn2aMlZaWHjx4cNmyZVFRUaGhoWFhYVBKY86gMT3S5HVijO3du/eNN97AaOnvAk6TzMxMxlhqampUVNTOnTvpAonwl1dXX+3AdGFCcGn//ve/yRmBP9L7vwsC1Q7BhAUEBAQEBB4BICMR1FfGNhHM0ev1xLJk5a9lKjAxZ5UgkTH64KpeQ5/PnDnz+uuvYwkYGBh49epV+gkiXnyGtslkOnjw4IgRI9q3b0/psogcKhQKRId4Qa969ephMzAcBJFUKhXSa+vVq9eoUaPExER+VERuy5s3WZ729evXZ82a1alTp+eff/69997T6/UWi2XatGmUwUsfQFFatGixdetWPonUaDS6JqyieDs3N3fr1q0UBKPoKOWWN2/e3N/ff/bs2devX+dHRfyHGD6+hGehTPXgvxoUQeXbDhEJl7F05ryWlJSUPXv2ZGRkHDt2jHFq0tB8ct2Rv1jZAPigJXP6Aux2e3Fxcffu3eEr0Wg0CoWiQ4cOfMNhxpjBYNi9ezfJL+MbPm+CZKVlifEPBbK/ILPZjJEUFxfbbLbvv/9ep9MplUqq29fpdN27d8d4qCcWTRSFXsPCwp555hk8SHwqOJiYLH3AaDQSq7wfFBYWTpo0qX///rwrx8fHZ968eYyxq1evgtOS62Ho0KFopcs4QWma3oKCAn9//5dffhl/zlqtFn/s9GeOxPh27drh8oOCgtLS0uhoNKoaWCfMnM+qyWSaOHEipis8PJwvFaGwvAgR13wIJiwgICAgIPBogF9XlZceTJFSfEDMB2FkV97FXFbtvLwtlu90HMaFeV977TWscevVq7d582Z2Nz3LycnZt2/fqFGjKH7l5uZGa3eixP/85z979erVrVu3Pn36BAUFBQUFrV69ms+vNpvN06ZN6969+7/+9S+lUokdPT09t2/ffvv2bSw974cWlpaWZmVlxcfHz5o1CytX5If36tULu0+YMAEHp9ToH3/8kZgSc+oeuYot8YyFSB3Kg6dMmfL2229369bNw8MD/AH/IvpN/a4+//zzxMTEI0eOQPo4MTHx+PHjJSUlBoPh7NmzGRkZ0F7+448/ZFXZVYnyaCqGBB8KaUFRsJHcMVTsypxeGz6sTZJgzOVhJgLJuBt98uRJ3CNUuWu12vHjx2Pyifvxkk6upN1sNiM/PzU1NSUl5cCBA7du3XooEwXI4vmlpaU3b95MTU2lTHuMX5YZsW7dOlnrIHzAJCQkJEBkG08RmCr9KaWnpzMuvdlsNp89e/bIkSMQMy9vkJglzElubm6bNm1wNBqSJEmxsbHHjh0jHxYuAedwWFteAAAgAElEQVRt0KDB0aNHXQd8+PBh5MzT35RCoWjWrBmulxpTw0mk1WrxZvD19b1y5QrjvHsP8Y48RNCLV6/Xh4eHUxl8VlYWr/4t8KhAMGEBAYHHE/yyFbhn3ZSAgEAFIM6s1+uPHDlC7Zq+++67LVu2IL8RKdCNGzd2c3PDBnyeMGqM1Wr1p59+unbtWiyjywPfSObgwYOQ/gIN8PT0hEQzu1u1C2PASprvUxoTE0PDAKOWrbYLCwtjYmJ69erl4eGxbNmyrVu3Xrt2jR9JJd4bNFdbtmwZM2ZMnTp1sGLmu1up1WoMTJYTPn/+/KVLl7788ss0da1bt543b966desiIyOXL18eHh4eUQ6uXLkSEhISFhYWFRUVFhYWEhISHh6OvNZly5YtXbp0xYoVOTk5FKHly1kpkMVzflr68xrImGfXTHhZLBQfoKTNH4eaM+Mb4qt8nj9zOheo1v3cuXPLly9v3Lgxz9a++uor5uRgfMiXRnLkyJHIyMjIyMhVq1atWLEiOjr6559/5luFeXh4jB07Fg4dHAr5/HzhvSzEV1BQUPF957Ft27aPP/4Yfw4IjfJ67GCGarU6LCyMnwqKyeMg48aNQyQZ9JJCrNg9IyODZKWvX7++cuXK+vXru7m5DRs2bPny5TgI7ybga3oZYzk5OaNGjcITqFQqqVTBw8Nj0KBBjRs3JvqK78mr1a9fP74lOGMsKioKmuH0bOt0unHjxu3atQvjp2QQ3h0AT1loaCiou8zpI3se+Lpl/mHDryTmB6VuXvWNOb1UsiyYPwU6u8lk2rx5M71VECGX9ScXolk1H4IJCwgIPA6ASUO1EiV8ylAzi44EBGo4+PAdrfCuXbs2btw4FIVKklSnTp2uXbv6+/tjmU4iwKAryAL18vKaPHlyamrq4cOHQVkNBkPF2YP8r1u3bgUFwrrzxRdf7NWrF8JlOBoFk2nFX1RUNHjw4B49etDK3t3d/ZNPPjl+/Dh1l+VTf/Py8jIzM12bM1VuxUy7IDqalJQUExMzc+ZMDINUuwmgGUjJhh8BhIEGX2aDaFe8+uqr3t7e0O4i+SjcCLVajfM2a9ZsyJAhCGFRSBY9pfjB00waDAb8BFmvMi+T2Av/vpXNpGseMu+y5GWQaep48tmhQwf+SmvXrj1+/HiwVl7G6ZtvvunTp0/Pnj39/f27dOnSqFEj3h1Dk8w3Lq5du7ZGowkKClqzZg2fBMEnh/ODrADYAFUDVqs1MjKyQYMGuAvI9odDhOKrwBNPPDFz5kyaQz7Tu7S0dOrUqbwbhdLvIerm5uaWlJSEqZ41a9ZLL73k7u6On/DwvPfee9SPio5MnM1isXTs2JGeMQ8PjylTptCMUSc2/Gnjvyie9/T09PPzoxLfTZs2BQUFEUnG0/vkk09u27bNaDQeOXJE4gLCmH+Zs8zDwyMtLY0eS6prQKclfM/7YuCmwYXI9BH4cgN84P+EHyRpmZYZjLGLFy82bdoU9eqHDh0qKiqimHyljy9QxRBMWEBA4HEDqZVU90AEBB4H8EyYZwV37tyZPHkyrX3VajV1GKL1fdOmTb/77jusC8FYGEdaKnZOYbVaWFhIy8qbN29u2rQJXI44jIeHx65duw4cOJCWlpaUlLRv377s7Oxp06YpFAqs3ZVKJTb28/PDoWRtissbBtW43nOoZQIvIlIkwhKZeMiZM2eCg4MHDhwYEBAQGBjYpUsXPz8/SnalPFWlUkkBNMTZIFdLVMoVRC2IaKlUqp49e9JNUavV+Kl///5r1649ePBgQkLC7t27Dx06dOzYsT179qDEVxYR5d+ooE98VBn+R96JQDOGCCQRSxwHLWf5x4knvfAdkCZTQkLCnj173nzzTf5uNm/e/LfffpPN+Z07d5KSkuCgoVx0PJ987N3X1xcq0zxnk5zp1k888cTChQtJA4mcJpBGux/jAg+C1Wo9cuQINU92c3PDGdu1a/fDDz8sWbLEzQli4zNmzKA/EypHP3XqVMuWLRUKBf6yunfvXlJS8r///U/i4OHhYbPZxowZQ+Jz5ITCBs8880xJSUmZSeNZWVnEmTFpOTk50t3Ar927d9+1a1fXrl3pe5VKtXnz5qysrDlz5mAa+RKA9u3bJyUl4Szx8fEkEACGzB+fvDxPP/00tqfEez6WS08j47wqvJg5xepdo7J2uz07OzsnJ4d/6ipRIs4n85tMJn9/f/zdLVq0iLbBKUSR8CMBwYQFBAQeeZB26z3Bl6sJCAj8Wbh2bzIajX379sUaHctfrHQ1Go27u/uOHTuYM97IGLNYLESD7Vx70ophNpt57Z/AwEDwCgol8fFVFB/KqKAkST4+Phs3bsQRqD8qHRPddIxGI5bUUCajxjCsUkyYuB+0u2mNTmt6ShJmzoU7OIZCodi5cyephVGNMT4QI1KWA7pkcDClUtm/f3+r1QpSjYPodDrEGHU6nWvM+cMPP8SEE8Hgi8llRb9UG0nZ7BQWoxp1xrECXjKaLh96YzQVfH772bNnIRMFUkeNryMiIrC90Wgk1oRjduvWTbpbUwoPiVarRXYujkAU1NvbG2SGlI0lSQoKCpKZFfBzPmm/vPtOv8bFxalUKr5I/umnn46NjbVarVu3buWHh1FNnDgRO9IR9Hr96tWr8Stu6ODBg00mU48ePbCjTqfDo7J582bEijUaDW4ltieeT/cI04vns6SkZODAgRT4dXd3d3d3T0lJwXH4rAQvL6+1a9cyxubNm6fVat3d3XFRwcHBAQEBRPjpWpRKJdS28MeVlJTk2mtakqRatWrRg4c/ZHotyJp44Xs8b3g+bTYb/ppcszZI0w5PBfwLHTt2/OCDD1ATDnm/BwGi1ngd0QwzjsOzCpX8BGoIBBMWEBB45EGamfDWU4I0Uqoolwnp08IyCQhUAlQjikUnsQ7GmMFgOHDgQI8ePfz8/Pr374+Ou1hz8+1V+M+gnRW7pex2Ox8IYk5qZLFYjh079uyzz3p5ebkWHALgOUgwjoqKYlywyOFw8GSsYopLQd2HlWPC52PLuo9SGyrm1PomQSMq/cBPsbGx/fr161EO/P3933rrrQ8//PDy5cs4cn5+Ps1eUVHRBx980K5dO366iDcSDwRt1mq1o0ePTk9PT0lJycjISE1NXbBgAXYkatewYcMZM2YkJCTExcVhwHxmr8ViKS4uJj6s1+sxjGPHjmVkZOzfvz8zM3PKlCl8hBCiyjQqyusGyXd3d3/11VdnzpyJG8q3aC4uLsZT+uOPPzZt2hQlr9jrySef7NixY/fu3bt16zZw4EB0yiXGVVRU9P3337/22mvEx7Ra7csvv3z69Gm73U6Z4Zh8maiVK7DxtWvXSktL6bowEp1Ot3r1amy2cOFCyVk4IDl9NxMmTGBOGTaQt4KCgh9++IF/sEHkgoKC3N3d6flXqVSkT87fRyKZkiSdPHkSd4T8DjNnziQGq1KpsNfevXtnz54tcUnLIPOfffYZLu3XX3+lY7q7uxOLVqlU4ORg/u7u7tu3b6eHYe7cuZIzHwHDVqlUTZs2TUlJadGihbu7O9HjLl265Obm4kHCk3Pr1q2ioqIdO3Y0bNhw1KhRiM/L+kvTHxTlVPOfs7KytFotUXGq6a20bgg9AIMGDaIaBF4dndcsEKjJEExYQEDgMQG/QHcFbKRImRYQqATAynjtGT5CiNAN/vQQscH6DyyFWsiUiXt6pojeYGVJ1DEnJyc8PJwCpOBLWEwjLKxSqb744ovIyMj9+/fTuVzfAJTZS4p6OBH51+4/5aRM8M2cmXOW+ANS2ErG/Kkqkt5pVBLJnCJSZYJxc24ymfR6PXkl+LTSbdu2jR8/nlgTxYrhUyBaQh+IRRC5IroFLqTVaj/99NP169efOnUK0XX+bYwbhwu0WCzdu3dH5FCr1eKDp6cnxbpx+4gvEe9q27ZtSEgIdbHmpZV5WCyWq1ev/vbbb5GRkdHR0REREampqUSZaGA2Z78xfH/x4sWPPvqILsrNze2LL75YunQpfqXdeb3l8u44febnR61WBwYGYvfS0tLly5cjzs+7JCZNmsS4h9xisUyYMIFXcsYGdrs9KCgI38g8GlqtlkrNcad8fX0xpe+++y7vfFm/fj2OzN/usLCwq1evEj0mgS5sdujQoYKCglWrVqnVanoeJElSKBSUl0Ep+tHR0TgR/GUUKFYoFLRvSEgIY+zkyZPDhg2TnPn/kiS9884758+fp2m0Wq1hYWE0jHHjxjHnSyYtLS0iImLRokXR0dFHjhxhZb1S9Hp9YmIiPb0KhQJS25Wu5qWVRmFhYadOnXDMefPmUaswfsvKnUKgyiCYsICAwOMAO9eXEv81GAylpaW8HaKgloCAwP3DVWeV17alRAz+D5A6NpnNZlAIYg78SrFiGky8jj7gUDgy+E9ycvL+/ft37dr17bffUmvWmTNnHjhwICUlpbS0lAr2iAOQqk2ZbwNeKvkBISNLFF7GXPEiZLQl0STXUdFnPqp8z/MajUZZrin/K2KhkiS1adNm27Zthw4dmjFjBigNAqqSJHl7e/Pl32Cn8DVIXJscniQ/99xzfn5+H3744bZt2/R6Pd9aBjOfn5/fu3dv2pdPrPX29lYqlVTJLEmSl5cXjh8cHHz8+HHZhJC6FUX/XFPfi4uLMbGIE7K7ewgXFRVRzvOZM2d69+7t4eHBZ4wjos44laYKJp/uUXFx8dSpU3EVFPjNyspizsc4NDSUp7jAlClTGJe9P336dEx43bp1JUny9PREM22j0RgUFMS34yLiig/oAzx//nzisR4eHh06dMCRS0tLt27dimmne4fBYPzS3ZLvuNFffvkl/uRDQkKwPR4DtVpNoWmM093dfe7cuYxLlccx8StVUrRu3frUqVP4NScnp3Xr1nQ6Hx+f1NRU3lUxb948ytZ2c3PDfTxy5EizZs1oqP7+/gh3y2q5LRbL8ePH+YnKzMy8z1tZJqjyf+/evVAmkyRpy5YtdGo6sogJ13wIJiwgIPDIg6I6+FxQUHDixIl9+/ZlZmaePXuW0ucqkMYREBAoD3z4V/ZBJkuDvzViXPyvpMGL1AwEVSpeJlIuNN8Pid29zCXOwHe4kanFmkwmWWsTxqWQYGDYRkY4iTXxZPX+wReUlvnmAW0r88jUpohxngieP1cAYju8jC0+I+EWhwVnwPD4hr34BmnM/fr127ZtW0FBwdChQ9u2bTt8+PCOHTsGBAQcPnwY58rMzHz33XeRePziiy+CTVFnIAQAmzdvnpGRQSXBGIPVaj106NA777zTqVOnXr16de/eHXndb7/99sqVKxnnMSEFKZo0ulPEe+mO87eenhx6MPj6WNlM0vNps9k2bdqEC0GnpQEDBoAMg8HKhL5cQfdr6tSpEqdTrdFo+FTe2NhYvmwbnPn777+nDZYvXw6KhQiqt7f3/Pnz6TaRBBp4IO878PX1RTwW5b7EAFu0aAFF68WLF1P9OeGll17Kzc3F9JIXgDLhe/ToQbVFa9euRRa0dHdTKExanTp1NmzYwE+s3W4PCAjgi/a9vLwUCgUSBEpKSnDXzGZz7969AwICsE3z5s1Jq89ms0VGRhLj1Wg08HNlZ2c3adJEcopyS5LUs2dP3GhywGHMBoMhJCQEXh5PT8+DBw/y0gN/FhiYxWKJioqSnKnvvr6+fOMroUjyqEAwYQEBgYcPWmRgNcMHbPnsPnZ3vh+/KKRdaEe9Xk+mJSIiAv0hkfkWERERGhq6bt26sLCwiIiIWbNm1atXD3axTZs2P/300+rVqyMiIkJCQhYtWhQWFrZ69erffvsNO0ZFRYWEhFAeF5/dhKUbwgWUhidbjvPiMdTOkZ8HUZYsICDwd8CxY8fWrFnz+eefk7wzxTx9fX1RH1uTk0Wp02xJScnevXuJtj377LMnTpxgdzOce7okwMRIoAv/4ify7HTu3JlnsCNHjkxJSSGdsA8++ABziA2aNGmSm5tLFocYoyx9vU6dOmvWrMGJzp8//8knn/DbfPLJJ7/88gvCmFAIo8ByZGQkjmyxWIji4l9vb+9NmzbxfqvNmzdTHBiMun379kuWLFm6dOmuXbtkbY1MJlPfvn0lZ6I72mhPmjQJB5R5MQoKCtatW7dy5cq8vDw6ncViOXjwYLt27eihUigUmZmZNpvt2LFjzZs3l5xqW9u3by/vjmRnZ4eGhtarV2/IkCEXL17El5UufMDgf/nlF179i36C6Rdk+JGAYMICAgIPDXwZIT5YrVZKUGRcdQ1zWUnQvtScgz9Obm7uwoULAwICevXqRSsAAp/HpdFo0EKDqsu8vLxIcxWaJfz25FDv3Lmzv79/7969+/Tp4+/v36FDh/feey8tLY3drcnBD1XWn9A11EBhMdLOFRAQEHhccfv27eLi4pMnT65cuRKpsJIzlbphw4ZIH+ULhmssbt++TTRPrVZHRUWB2FAadgUp9Dy5wkGo4JndHZeGxjWxu/DwcPx66tQpf39/UgtHzPPkyZOk+sYYCwwMpGxhOsIzzzzzyy+/8IMJCQlBlbJGowEtR4yaKnURvX/rrbeQuQ07hfOiJbWXl9e0adPogBQ53759+44dO0JDQyVJeuGFF2JjY7EBqcST9htMNrlFlErll19+SUQXDmVK3GCceDhAfDIzM/Opp56SJKlu3boJCQm3b9/G9/v374fR12g0FT9XVqt1165d6I9FdQoVbF8mKPvMaDQuXboUxF6SpFq1al28eJFGW7lEEoGqh2DCAgICDxnIhpIRXV60mTRpiBxS85Jbt27Fx8cfP358w4YN/fv3h4Hx9PTEogqucd4FS4wXpWX4hropajQaUu9Ac1HyvtOygPRaeF0WUtEET54xY0ZcXFxKSsq5c+dcL5auoszgNm0m3MMCAgKPMegND8LmcDjy8/OnTZuGPsBarRYi3jLHYo2CxWKhBFeeyX/++eeyJO2KGRTq5PV6Pa4dqchKpRKNmhlj+fn5EydORK9jGCBvb+/t27eDPv33v/8lY4T47aZNm7Aj5SURi9ZoNMgNVqvVixcvhhkqLS0lybRvvvkGB5GJfpPF7NKlC1LliaX36dPnn//8J2j2a6+9lp2dzZwM0M4172XOUgjin2gTze4WisdMwnBjDKh2xjZYLVC8nW9DTSYV8t0kVUCZ9nq9niLJ7F7uFRoY/luBWMA9QWQ4JiaGmDAcPQRZZr5AjYVgwgICAg8Nrg39UKllt9up80RJSQkJmTLGDAZDVlYWspfDwsKGDBmCZQH1zCDuCtbKc+AnnniCsq140lseQH3p+BKnrqlQKDw8PLBeoaWJjG97e3sPHz586dKloaGhBw4cYFy/E97a8aoqZMtrck6ggICAwEMBzw/R7MdiseTk5KxYsSIxMZGygu8p+lVdgMsSL/YRI0bwlbfx8fHMWZFecX07CBsuNiYm5h//+IfkDL22b99+3rx5kZGRJPAmOXsOde3aFVYjLS2tUaNGaMeNDT766CO9Xg/OSXazf//+lDiNf1999VWIJ8sE2Ox2+/z585s2bUr9pUnwrEOHDqGhoZCt4qPchYWFhw8fDg8PDw8PR8cpXjHbleOR71smDQDd9ZkzZ/bq1Yvo98CBA1F3zffdpeNQ9T7FVKk8nvcvl9cAqeLcK+pGRhdbOaaKBo2Msblz59J9PHr0KHPW5/N8vhLHF6hKCCYsICDwkGEymVytETFhfLhy5cr777/frVu3vn37tmzZktpmyLQ0lUol39+S92fXr19//Pjx8+bNmzVrVkZGRnp6emJiIoRkU1JSDh48mJaWlpmZiZaVKSkpe/fu3bNnDzbIzMxMS0vbu3dvcnLy5MmTkXDlSptxavSH4BVBtFrtm2++GRgYOGPGDMii8p5smoSqmm8BAQGBGgFZwQh9vnHjBj5Q1LEmOwfxMk9KSuJ5ZlxcHG1w/693m802btw40nOCx5asjIeHBxXi+vn5Mcaio6Nffvllvni4TZs2ubm5Mn5ltVp79+4tOSW+4SNGu2DaAB9INuzUqVPTpk1r0KABDqvVamvXrp2amsqPlifbjFO+INkO/sLJmpeUlFB8FVSWQqbEXePi4qi1Mj9OxnHs8lTl+LHBk857IuBwKS4uttls9ymChUyuitsuVrw7Y8xsNl+7dq1p06a4KIVCkZycXOb8CNRwCCYsICDw0EB9GknVw2AwwMt+8uTJ5OTkCRMmgF6ST1qn0xHhpLUC0V2VStWkSZNevXr17t27R48e/Lmo0Qj1a5EB9thqtcqsEdlsWqgVFRXxizb6fP369Xnz5vXp06ddu3YBAQHUpJQPTWMdU6dOne+++y4tLY0WfDS88uqiBQQEBB4nEJmhpkQyLW6j0ejKkWoUyKdpNptPnDhBJEeSJHSgLVN32hUwPSBsN27ciI6ObtWqFfFhidPBIgwYMCAvL69Pnz4S19moXr16UHvmj4wPU6ZM0Wg09evXx5avv/46Y8xoNJLgOTYj81daWophOxyOc+fOrV69mpd4pNxvijnTZ7QkZJx6OUW8eTFzs9nsKvDBVw+VlpaSbXU4HJThjC9pM5PJhOPzI3edYYPBQEfgUcGtMZvN2IUe1Mo9hOQpSEpKogzzli1bZmdnUxc0hMRr5kMuIINgwgICAg8TRAX1ev2ZM2fWrFkTHR29bNmyli1bSpy0FdozUMIzVfnWr19/9OjRy5cvX7ZsWXh4+Pr160+fPs0fn/KNy3QhUyoy/xPxc7LidKiSkhLaUq/XGwwGMvD4UFJSQnY6LCxsyZIlUVFRo0ePplgBsWKFQqHT6Xr27Ll8+XLGGLXQRDMSYREFBAQeb/CROtAAEEK8Qqn1UU1+GZLGoclkOnjwoOSso9HpdBkZGWBo5TW+IpAjgMqCGGP79++PiIiAL5WkLqjplCRJb7zxxvvvv4/yHDKIn332GXYHUy0qKiIadvPmzU2bNs2cOVOhUNStW3fPnj0VjIQ5+Rvv88XYTCYTkWdXzklC2TJxKd777No3W3ajKVRL/PZ+ngHeiQyejGJmfpD4TBfC7lWIxGd38xdYOYwdOxaucB8fn19//ZXuNf0h8HxeoMZCMGEBAYGHhqKiouHDh3fu3DkwMLBr167NmjUjhzf5v2HmKfyLdcCoUaMOHDiQkpKSkJAA97PBYCC7a7fb4cqVtQPFB7QnlbVtcDV4jDGKSMhgs9n44l7GCUFTn0M6JppJTpw4kXfn88XGkiR17Nhx+PDhqCUWEBAQ+DsA70+iPXiTk28RX7p+qDnAa5+MyN69eyk26+bmlpiYSBnC90OfeD1Iuti0tLTExMRDhw7B2L366qtkO/hQMNnKlJQU9F9gTgPEa09ihjMzM+Pi4kB6yWzx8VJXMkbeYb7il+4UiFx5QtmkSkXSmHzPCBlb5k0wDss3A+frmXkxERxH1kZRVofM785PUcXPFa/LxXfPrgQMBgMJd7/22msI3fO++Jrs8RHgIZiwgIAA45UbGZcThV9lpS+85UtLSzt48GBKSsp7771HjJe6FPLNipDwjJSwV155pVevXt99911VX+dfg4KCgg8++MDPzy8oKAhVQyRG3bJlS7Q3pE6VtBdfTCXj4azCFh0CAgICAn8FUNuJVzF5OUFW9+/fzzh294DVLjCy/v7+soYI5DJWKpXJycnUNqkml1U/xuAbO/FR8eLi4o0bN6KDsU6n69KlS/WNUeBBIZiwgIAAY07DzPtTrVarXq/nJTrwAWz51q1bRqNxxIgRfFyUBJ9dQaJTbm5uoaGhNTAgUAmgboo5NTBLSkqWL1+Oy6Ss6bp16yYnJ/N7yfRI2N3TTml1YukjICAgUJWgSlqr1SrdLXCVlJQk26bSx2dO/3LPnj3BftVqtaenp0qlojBjUFAQkoEZ5zYlAQ6BqgE1T5bVhyckJJAAmCRJMhETgUcLggkLCAgwVn7dDl+TY7PZCgsLk5OTt2/f7unpSRFg+LM9PDyIBmu1Wg8PjxdeeKFr1669e/cOCAjo1KnTjBkzqFXjY2POkcVNs1daWvr999+3bdsW8+Dl5YU5eeONN1JSUqgCjeqW+UOJimIBAQGBagSl4BqNRj4gXLt27T179lBD2vKEju8J/p1vMBgCAgJkPRGgqtWmTRuiwawsV6lA1YCeB6p8xofZs2cTDW7Tpk2lnweBmgDBhAUEBP4/KEdXZmsdDsfatWsXL14cHh7+7bffenp68joffKMjSZLq1KnTq1evn3/+OSYmJicnhzzZ1FFA1tf+kYasJgop0GazOTc3d8CAAXXr1pWcmijAmDFj1q9ff/36dbp2SFvr9XqTyURHK08NW0BAQEDgLwLKYundS7LAWq128ODBly5desDju1a6DhgwgDiwQqGAJa1Vq9aWLVuYMxQsKFbNAR4Pi8VSr149OEo0Gg36LQs8uhBMWEBAgPGhSIhwwCG9Zs2a4cOHt2/fHu0NKfzLt3+AS7tnz56HDx+Oj49PSUlBfz8CDijD41EH63pptGopKCiIiYmpU6cOZonv+vjMM8/07dt3y5YtMjVOo9HIH/DxmCIBAQGBRw7nzp2DsdNoNFqtduHChTIVxkoQVMoJwru9sLAwMDAQBsLDwwNW1cvL65tvvmGM6fV6Wddl6gwsUC3gJ58P4x8+fLiwsFA4LB5dCCYsICDAmLPxb1FR0YEDB3bt2tWwYUPiul5eXjL2i7rf7t27d+zYcdasWSQ1ybhORQUFBSQTRfW0jBNqfjxgNpvNZjOpg1I7QdrAZDLxmVQS10tZpVJ16NBh+/btCQkJ1XYBAgICAgKM2e12k8lkMBiKi4vHjh3Lv7RjYmJguWAoWWU9ldSv+MqVK1OmTNHpdHAlw8g2a9Zs+fLlMolK2QeBqgSUrnkdNYvF0r59e3d3d0ifLF26VNyaRx2CCQsICPz/9ga7du36/PPPfX194QuvXbs2PiBJDNohXl5e77zzTkRExPr167EviC7a55aZyjEKVuUAACAASURBVIVvqMOe3W6nauEqu8C/DjzD5wm/yWSiSzYYDFFRUUuXLv3Pf/6DrCpJklBojXmuV6/ewoULT58+Dd9BSUlJmYF0AQEBAYEqQNeuXekt3ahRo9zcXMbV6FY6aRlGoaCgYMKECb6+vpIkubm5wTf60ksvHTx4EJuhaobd3WLgYVyWwJ8Dz4TxzfHjxxs3boxybqVSGRERwUQC1yMOwYQFBATYjBkzVq1aBZkrGU9D5ZJOp/v000/T09P37duXl5dHeld6vZ4vKiZRTb7BIH8i+i+/zSMNh8NhMBhI6lmWzyZrrXnmzJnNmze3atWKsspJKbRevXpPPPHERx99xAulCAgICAhUDXghw9atW1MaVGBgIN9evtICzqSUMXfuXHKDUqKQv78/NuNb7pE1oQ/Uzleg6lFcXBwVFUXNn1955ZXLly9Tn+fqHp1AJSGYsIDAow2Zw1hGL+1OMM67jG1OnTqVkpIyYcIEpVKJNzu4GTiwTqdr2rRpx44dhw8ffuDAgaq+qscXtIS6devW4sWLX3/9dcnZcgluCB8fn88//xxpeHa7HYsnEGmDwWAymXAENHYmQTImNEUFBAQEHgBEaWw2G1XwqlSqgIAA2Tb3fzQC3tt37twZNWoUXvhKpZLyrSRJkkV9RZixJoB8H/hvYmIiL48ye/ZsZMMJGvxIQzBhAYFHGGBKfKaWxWKht7bVauUb/DDn+zo7O3vp0qVNmjRBG0O81lUqlVarhSyWu7v7nDlzTp48yRjDi56JHj8PCfxyp7S09OjRo7GxsaGhoU888QRMLFLQR40atW7dugsXLvAb87vTjeBFpwUEBAQEKg0wH5PJ1KdPHzc3N4VCoVQqAwICqEaUXJkVhIX5n0wmE7rNM8ZWrVo1ceJE9KGFzaU65Oeffx6KiVRTI9Khqx0yZ8StW7cQzKfeGbC8yPx6nNRP/m4QTFhA4NEG6C79l2fFMMD4FTzqnXfead26tVardXNzI4c0ioGB9u3bb9q0KSsri2w5iT8J6Y6HBYfDQcsd5lw2xcfHf//99/Xr1+ez01u0aEFb6vV6bMnvy5xSZ1U4fAEBAYHHEFTkYjAYOnToAKaKmDAvgsjKaYggg9FopEzmkpKS2NhY3tR6e3vTZ5VKNX36dGyJTB+r1Vq5BGyBh447d+7gqZg8eTLdss6dO8fHx9M24mY90hBMWEDg8YHD4YDTmhe3zMrKmjJlCvzQfGKP5GwD8PLLL3fr1u3dd99NT093PabwdD5E4NZAWIsvpaasvO+++65x48ZUrQ3385dffpmYmIg2htSHgzmtL58OUD1XJSAgIPDog/itzWYbNGgQXzS0ceNGFKfIeimVCYfDQXHgO3fu7Nq167///S9SoBUKhU6nI3kI+KO9vb337NnjepC/4BIF/hzu3LnDGNPr9V9//TXc0w0aNFCpVPCMQP4Td0qkyz26EExYQOAxAV8SzBi7ceNGbGzs/PnzW7duDbvr6emJUDBM+7PPPvvTTz9FRUVdv36dOckVxRthAJjTHlssFpKyrPpLe2xQgbHEzBsMhlu3boWHh7/44oukpCJJ0pNPPhkeHp6Tk8Mrjen1ej4+LOrKBAQEBCoNvhPeli1bKA9WpVItWrQI25BlrPh9i18LCgq+/vrrWrVq8fKTBA8PD0SJ+/fvX1RURK5Msrl/2YUK3C/QWnLGjBm4ZT4+Pt27d4+IiCBxUJhgIWP2SEMwYQGBRxg2m42ChHyO9KpVq3r27EkWV2aAdTpdrVq1ZsyYwThzS1yX2v+YzWZZmTFzhp2r7AIfV1D0HtNLqXeYW4vFcuTIkQMHDkBPi9C4cePevXszbhGGm45nQPikBQQEBB4EZPv0ej29eBUKRcuWLZENi6QeVqFTGK/iwsLCyZMnN2zY0DUbS6lUQjQLWLlypd1uLywsRLce4W6uOdi2bVvPnj0pS0ur1a5evZoxVlxcTAYX5lisix5dCCYsIPBoA29hig3u379/0aJFZL/d3d2pFYS7u3vfvn3XrVtnMBiINvORXqPRyHc54s9CBVQOh0PkS1caFXehpDwr5jSrZrP51KlTHTp0wB1E/0mdTvfTTz+hjSEg8ugEBAQEHhzkDmaMdezYkXdENmvWLC4ujjFmNBrvJwEnMjIS1NfLy6tOnTqILatUKshzAG5ubr179+ZJ1P0wbYGqQXBwMMq5UUfWunXrr776iow47hpJigo8uhBMWEDg0QY4MKzmrVu3PvjgA5n7GS9x8GFsjJQeyrPlX+s2mw2LAJlACEpbq/ziHkOQT4ExZrPZ+KAu/kVwnu/YvHTpUh8fH9xNSrRr2LAhlDywJhNkWEBAQOBBgDcwsdz4+HidTqdWq5VKJdKkBw8eTL9WEAPE2zgkJESlUpEnGonQKpWK7ySvUCiCgoIY54YWb/KaA9wpeDHUanVycjLdHT4ODIWz6hyowINBMGEBgRoEEuTgYbPZwGAtFgt0OGQ+4/j4+L179w4ePFhydqZFOnStWrVefPHFwMDAefPm5efnV+2lyEHrBhQzyy6BYtpWq7UalwJ82W1NSDamwu9r16517twZ4QWKJ7z22mtpaWnwSaORA+MaGxLlFrEFAQEBgfsBL2TIGIuJicErlwitJElz5849fvz4nj17Ll68yDivMe1LJmzKlCmNGjVSq9WUC01aWUFBQSEhIe7u7oL6ViVwWw0Gg6z3JGOMrwXLzc1t3bo1GdwGDRpER0dX15gF/moIJiwgUOOAPgqkUYn3dWlpKYVtwYdPnDgRHR0dHBxcu3ZtOJvJykqS1KhRo8WLF58+fZp0laqdERFJo/xqMjx8D+SqH5grqn2uCBSCOH369NatW3/66ad69erRjXZ3dx83blxYWNjatWsZ56LmM9ipiphPfbdarUJhS0BAQIAHynRRr8sYs1qtMTExlF1FrY+QadW9e/cVK1ZERUVt2rQJlgu1vnjTQgnCZDL9+uuvERERI0aM8PT0XLBgQVRUVHR09KZNm06fPr106dJqvuC/GWSWnfzFcGfg7l++fHnYsGGUWFevXr2wsDBsTx5ngccJggkLCNQsEF1B6iwojV6vl4Uob926hSomvKyReQXHs7e39+zZs2NjY+mtTQSpai/lLmBtge5BfCsg3iNusViqlwmTLigtZcxmcw3x2VNQPSEhYcKECXyYAsS4X79+GzduxDYmk4mvBmd3M2EBAQEBgQrAvzzT09PHjh37xBNPQKwBNJgvQapbt27btm3feuutwYMHx8TE8EegtOeLFy/u2LGDOZ2bcGfz7fQEqgwgwLxBhHlFG60mTZrQzf3666+TkpJws/BrDXHWCzxECCYsIFCzYLVawWGofBdvXoPBYDQajx8/PnfuXI1GQyyIdKFVKtX//d//ffDBB7zbEprSxcXF1f76plaNAB+QpKVAtdNOWWPAai/c4kvREF6g/5pMJj8/P1m+NDL3zp49yxhD/2HGtR2mCyFnhICAgIAAgX9PInGGzEFeXt7777/fsmVLVA6TL1KhUFCvYHzQ6XRNmza9du0a47gudRh2PWOVXJkAY84UaL6GiNKj4uPjcVuRZCdJ0uTJk7Gawl64U9W+lBJ46BBMWECgBoFXD4bh5PWrDh061LJlSzik0eSdqoI/+eSTlStXnjhxAoST2vMQaoLkFQZw8eLF4ODgr7/+esmSJbg64ns1oRuQzWYrLi4Gjaz2NQqmggiww+HQ6/XUMevUqVPR0dFLly7V6XTU91KhUPzrX/9auXLlrVu3MLF4kMxmM3kf8DAIMiwgICBAwAvfZDLxr1x8gGHFC3nHjh3Lly+PiIhYuXLlhx9+CNYEYX+CUqkcOnTo+fPnsTt0OoxGI9KOkDgtO4VAFYD3yJvNZvrv7t2727ZtS7Levr6+48ePx2NAMqKMs8UCjxMEExYQqHFA6g54CwjM9OnTg4KCnnvuObBfXhZrwYIF8fHxV65cKfNQiC0jsFztybFFRUWMsYSEBCghe3p6/v7778wlRFmN45SVzsIBUe3zVl5NL/hwcXFxZmZmRkYGxShUKpWbm1uTJk1mzJjBa4BRARsgmLCAgICAK0wmk0zTES9bECHqvGA0Gi9evBgXF3fkyJHY2NhWrVrJErU6d+5869Yt1+Pz8WHxHq5K4Lby9tRkMgUEBLRr145y6958882EhITS0lJaNdntdlk3DYHHCYIJCwjULPDlnWfOnBk0aBDCfSgGholFWPjtt9/eunUrvyM+yFgTn+5VXYA5wcBu3rwJmWuVShUWFoaLxU/VzjmB/Px80s/gs+OqESScxpzxBIvFUlxcTF9eu3btypUr/v7+9LSAD3/55Zfp6el8wjzqo2pCjoCAgIBAzQFvKIky4d0LhzJzUmIZT6YPBw4ceOeddyRJ8vDwwHt40KBBxcXFoNBQyqAXr+DAVQ/e6t28eXPUqFFUXuTh4dG1a9fAwEBiv4wxWgBQnp2wm48fBBMWEKhBoIypwsLC5cuXv/vuu6QSTJa1WbNmy5Ytg5ghjDTF/fgCGGLU9E0F/Q+rACBjyA3LyMhAX9zx48fzSeDV20IJuHTp0k8//bRo0SLks1X7eFyXTSQqTr+SNIvD4UhMTBw/frxarYaIGp6fqKio48ePk/Z4tV+UgICAQA0E3o2yNyQctTBSBQUFzClpwWcz8Q7Tbt26qdVqpNo2bdr06NGjsiM7HA5Kt64Jnta/D6ggKy4ubuTIkegVDPfx+PHj+S3J8lJoQaRGP64QTFhAoHoABmg0GuF1Zk5TWlRUlJCQ4OfnRx0IEQHWaDRqtXrWrFm5ubl2u716W+BQchff/YhnaMA9S23NZrNrSTPjTM7D8przZbGIiCIF3TUIMGPGDHd3d4VCce7cOfYA7gMKxfOrqPLgejdlrYD50VawcoLxLikp2blzZ9euXfH80ILs5MmTvDI5jgY3Cj2NMmEzAQEBAYE/hUOHDlG/JUmSXnrppc2bN6MTAeOEGHk7zqdNsRqTHvVIA64K5iy/gqXDSmDNmjVQWkE9UefOnbdv346FAd+zQ+BvAsGEBQSqAcQ3eJnis2fP7t27F05KDw8PyBiCBnfu3JkqgWtURzteg5E5s7/wDbVNqmB3i8VSXoiSMpF4ZenKDRKZwHQWqgFzRWlpKRHI06dPQ6+7chFUmbP/flY2VA9MmXiMa+yEeUBEogJQ045z586NGDHihRdewCMEk//mm28mJydTgh9Oh6eRprc8jVMBAQEBgfvB7t27O3TogBevl5eXn58fXt3gWvCTykQc6F8RKH5AOBwOyjLjzVleXl58fDwVcnt6ejZq1Kh///63b9/GBsIR/PeEYMICAtUDu90OQ1hcXGyxWM6cOTNy5EiUrJCAoUaj6datW3R0dFZWFrs7QMob0epCxe1/y0wzkwFeWFlglna0WCx6vZ66ST3I4oA/hd1uN5lMvBQKfxWtW7eGdOTly5cfZJJlF37PwVut1tLSUl7emTlng8gwbVneQbA7XZrBYMjJyVmxYgU9Uag2X7FiRVpaGrYhLVPsLnzhAgICAg+OJUuW0FvXw8NjwIABf/zxB34C9bJYLCUlJfjGNTtJ4EFgMpnsdjtEOhljBQUFOTk5gwYN8vDwUCgUCDMsXLjw6tWrFFrgBb1rQucIgSqDYMICAtUDnol9++236A2LF7Sbm5tarUbGTlFREb3Nb9y4gQ/V7jNGBhFPySjlmHENbP/UMcH6kAbs+mthYWElxsnnNsuUk8vDZ5995uPjM2DAANrrAeurcbPu2bWI73LEnMyZBkyZdew+SDW8BnxXzNmzZ/PZepIktW3btlu3bphVPu5NouUCAgICApUATMa5c+fat29fq1YtpVKpUCh0Ol2TJk1++OEHetWDg8HkWSwWcrwKDvaA4EU0GGMJCQmDBg1q164dPMJIkpo2bRpjDMreJpOJXO0IUQgj+LeCYMICAtUARFMdDkdxcfEPP/yAFzTKUz09PZ955pmhQ4deu3aNObNheQV/k8lEDZaqa/w8wBVl2iFWq5UXwb6fg9idwHEoOFk5Diw7eHmn47/EfyMjIzUazaRJk/BleR2M7hM8+73/2cB80hHo7lNJeXnABnRdpaWl/DTOmzePgsPIPvDz89u1axdWYJQhJtZhAgICAg8C+K+LiooGDBjw/PPPg30hz0uhUDz55JMbN27MysriPY/ICeJlLwUqByQ5wx+xc+fOF154gU+JkiRp27Ztsv5YBJGX/jeEYMICAtWJ9evXQxkLL2ikUYWHh+NXyllljDkcDr1eXwPdxrLIME/VDAbDfY6TZ8IkKMIYO3369GeffRYcHJydnV05EwWpjDLXFohso2oLI7darYsXL5Yk6aeffipvr/vHPePAPPgmSfyVbtiw4Z133lm1ahXaG7IKRbyozMlkMvGDx/elpaWSJNWtWxd+cSzO6tevv23bNhpw9QqMCwgICDzq4MtN79y5s2TJEj4lh9yRKpVq9+7djDHKkQZqVE/BRxSYQ6vV+v777yPbjm5Br169MOFwMdtsNr1eD0vN12oJU/j3gWDCAgLVgKKiopSUlD179qCZEDHhJk2aTJ06ldd4kFEpEEVKJK7ygf9/8B3naYQI3ubl5V2/fp0Sudl96D/zNJhnzufPn//iiy8wP/7+/hS0/FPjpM+3b9/Oy8u7ffs2pErKpOglJSXt27eXJGnFihX82P7sedndGewFBQUVTwKy42TJ4SUlJdu2bXv++ecRSZgzZw67lwY1WD06fGBjKrRmTrJtNBrfeOMNtVqtVCrRmsvX1zcuLi4lJQWpYjXHySIgICDwKAKvYqpBDQ0NHTx4cOfOnSFZLDnbIsLuz549+9y5c3zBKhNM+MGAOTx+/HibNm1IIguakZDGkGlqAHa7HYVIIiz/t4JgwgIC1YDx48erVCqUD0mSVLt2bUmShg0bdvnyZdBgCgBC+IExhva2jCMq1SgiTUaaGhUUFhamp6fD6kiS1KBBg0WLFu3bt+9+LAo1ZuRt/61bt1A77ePjA/f5xYsXKzdao9EYGxtLotAeHh7r16/PyMjg84Hp1FD7/PXXX/Fl5ZQzaFoYYyUlJVlZWbxr4H5QUlJy9OhRXLtWq1UqlSNHjsRP95xSfhoxDIozg+tev379t99+e+WVV7A+oH5d06ZNo6J0AQEBAYHKgV7CMNwUJV62bFlISMhrr70GeoZkaUmSvvvuu+TkZEQpBQ17QCC9Ky8v79133yV3g0KhGD58+PXr1/ktKfArEwQRAeG/FQQTFhB4OLDb7aTxy5ehUjcgxlhpaemQIUO6dOkCaod+7kjaadeuHRrY/qWQNaSlbFg+Ddt1e8YVKvNNknh/6pw5c5RKJa6Ij3L37du3zJHk5uZOmDDh888/P3r0KH1J3P7y5cutWrUi4tq9e/eKSTXP/WRRXLPZPH/+fFA+XkLZw8Oja9eutBmupbi42NPT08PDIzIykj8+z9ILCwtx7bzOpGy6+O8jIyN1Ot2FCxdsNhvWQ3zMn59P5rwFBoMhKSnJ09MTiyRPT8+ZM2di3wdpsMzPTElJyaVLl4KDg1EwTDcuICAAydJ8AZtMQ5uX1xJa0wICAgL3D5vNdvbs2e+///7JJ58EQ4NSpo+PT2xsLONesI5y0LVr1969e/fq1at9+/ZDhw4lss2nFOGDLO/6EYWr6SebSy4GyoSiDRITExGB12q1KpXq9ddfv3nzJi+5IutbIfC3hWDCAgIPGbxwFGPM4XDcvHmTMXb+/PkmTZqAA6vValRpurm5bdy4kVVVVyTi566EljruGo1GBAaJNYGgnj9/fvXq1Tdv3uSbDTDG8vPzf/755yeeeIJqnyj1S6fTeXp65uXlgS/hRAaD4c6dOxkZGfACbNy4UZYUfePGjbfeegsrgxEjRuTm5rJ7pYrJ7BlZOKPROGXKFIwN7RMoBOrm5ubu7o68ZZK8PnHiBK4iJCSEGh3z1bl0m3ivgcPZmNd1to1G4w8//CBJ0tGjR3E0BIcdDsfGjRsXLFjwzTffJCUlMa4FImMsNTWVqnl//PHHS5cu4Xt0Qq4EGcYM86pmDocDi6SIiIigoCDMCeZHoVDMnz8/LS0tPT0d+dXMmexH912v19MaS/RgFBAQELgnZGzt9u3bCxcubN26NUWGFQoFnyxWAbCKwHsbNVa1atXat2/fhQsXcHAqyXlssqz59gq84xhSIPgS7gC9Xj9gwADMJ83k1KlT+T6FzGkWq+NSBGoWBBMWEHgIAEmAR9ZkMhkMBrAaYgvnzp0bOnQofMBExj777LP4+HhsU1JS8iDhvj81VMYV+hK32bBhw/Tp0yl3CPlFROYTExMlSapXr17Tpk3Pnz/PnPTYZDKNHz8eF+Xj4xMREYHjb9q0qV69egjD7tmzx1UP8+zZs9gLjgD61W63r1mzBix68eLFNJ6SkpKKc8Zk/RgR0nz//fd9fX0lSapbt+6iRYtwoo0bNyIQKknSzp07mTPijc69+H7dunWyozFnERHjDDCxaNBF1+CwyWSaPHmyJEkHDx7kv582bZqvry+8BhMmTMCXFCvu3bs3ZjsjI4Nuh2wV9adQXocqLCAsFktkZOSQIUNwyzw8PGh+IiMjf//9d8bdIAySumEzkcsnICAgcB8gUkpOT6vVeu7cud9++61NmzY6nU7itDN9fX0V5YD4MBYSyHVSKBTe3t6DBw/Ozs6Wne4xAHStZK0E8S9NJvlkT5069e9//xsTpVKpmjRpsn37dt5jS1l7IiwswAQTFhB4KCAywNMD8CIIPr/55ptkvWDwnnrqKdLsBaqgKxJPOPn/btiwoWHDhpIkNWvW7Pr163z6rtFoDA4OprxiDw+PL774wmq1wvycOXOmadOmkiQNHTp069at2AXxxpUrV0qSpNFomjdvzpwzA2vkcDjS0tK0Wq1Go0E+GPy4jDG9Xt+nTx9JkgYNGgQaXFhYeD9RR5lJs1gser0e0+7n5xcXF0ebMcZCQkKw5mjRogWNCl4MLETAkMkXgIni4/ZJSUnTp09fsWLFmjVrNmzYEB0dTV2UEV2nVcj8+fPd3d337dvHnFHx4OBgykZWKBQTJkzgg895eXmIls+bNw9HoNuBlk4PwjzLNPygtcXFxZGRkdRwgl9G9OvXj8+Clj1FAgICAgL3hCwrh28TcOjQoVmzZkExBMnSFWD//v0ZGRl79+7NyMjYv3//7NmzKSdLq9V26tRp4sSJqOJ5bGgeXPP4TC5pxgWKKakqKyvrpZde0mq1Op0OM5mdnc0bTVhnmZCkwN8ZggkLCDwc0KvZbrdTKHj//v0TJ05EkSqyntzd3Tt37vzjjz9euXKF3c0lqoBXlKmXuGvXLhK0dHNzGzNmDMZvsVhKS0vDwsJgTtzc3EjpGmFhoKCgIDc3lwS9iC7eunWLKqCMRiNdnd1uz8/P37JlC0x+dHQ0rBT+PXHihFar1Wq1qampMhELnp+7okwmfOnSpbNnz9LAqE/vrVu36tevj7HRzbLZbOfOnQMJRAhX1kyYLG5CQoKvry+8A/DKe3p6bty4EcYYw6CS7JkzZ0qSFBMTA74dHR0NGjxq1KidO3eeOHEiPz+fn5xFixYpFAo3Nzez2UzBavxKB38Q8PpkaLbER+yvXLmSnJzs7+8PLwZ5QHQ63dixY9Hzg4BhU3m8gICAgEDFkHXXgygmLwNBrQ3KqxOGvxW7w+DeuHFj3rx5RJUVCsXmzZvZA/Q+qGlwlYFk3KKLqn/37dtHpWeSJDVq1IgXIqFD8Wb08ZgfgQeBYMICAg8HpaWlYG70kl2zZg1oEgQbQPy2bdtGxomSqNG6tsp8kzg7UVYU5UKgGPYjOTnZYrEYjcbFixcjNujr69uzZ0/yOp85c4Y57RDPV2U6Fl9++SUKhk+cOMHu1mM8cOAAjoaYMHMW+ezZswffY3jQOr4fWaYys6OZk2AXFxfT0gEkcPTo0ZIk+fj4HDlyhHbMzs5G3JuoPklYYfwOh+OPP/5A1Fpyin7D0+Hj4/Pzzz9fv36dbqXD4TAajZ9//rkkSTt27GCM5eTkuLm5qVSqkJAQ2e3GKQwGw1dffeXm5jZ8+HD6yWg08oS8EiJVfK47c/a+kvkOyNGAVUV4eHh4eDhuN7IYNBpNrVq1goODT548ifHcuXNHONQFBAQE7gd8ZBIvYZ6VmUwm/j1/z2ogs9nMc0KLxYJlhpeXl1KpnDNnDt/J71EHXYismwOsoclkunr16qJFi5AFRg7cmJgYTCm6CTo4KVOCMGECggkLCDwEyKooCwsLt23bBv4AwEQtWbKEOQlhcXExmbGqkctiThIIFoSzX7x4EaVHTZo0GT9+fIsWLdRqtUaj6dSpE5kTd3f3DRs2MMZCQkJAjI8cOUJpumazma+VZZzLFlRKrVZv377d4XCUlpbST7Nnz3Z3d1er1XBdM2enn0OHDmk0Gi8vL8TMLRaLLEW5TJSnmOUKqraNjIzE1a1evZo0w44fP44vkU/Fu96Z88bNnz8f23h5ec2YMWP//v1jxowB4QdvTE1NxQExjBEjRkiSdPjwYcZY3759PTw8FixYwKdDy/5dsmSJJEkzZsxAsJoPINBUVwJWq5WXSaP54TWiXZGenj5hwgRqxghvzj/+8Y+RI0f+8ccf2ObxkCcVEBAQqAK4GjL+DXw//Xuo9ooxptfrSbthwYIFJPHw5ptvnjlzpio97H8pyLlMs1dYWEi/zp49+z//+Q9vp7Ra7fbt2y9dusQ7jimi7npkgb8zBBMWEHg4IOOUmZlZp04dYr86nU6hUAQEBGzfvp2sl6zVAavy/nUkl7Vr1y5YjqysLMbYtWvX+KRf5PGixpUxZjabYWyohJXSd3mB5StXrmzZsmXRokUff/wxjrZ27VpsT8XA6B2lUqlWrVqFn2CxkJ8sSVJiYiIlGN/TVpXXRYk+wH3ucDguXLiwe/fuJUuWfPzxx7jG83rotAAAIABJREFUHTt2UCupc+fOYcDHjh2TFScTLx0yZAhua2JiInM68m/cuDFw4EBM1/jx4zFmnP3TTz9VqVRZWVkXLlyQJOmjjz6iy6GgOj85W7duxQzcvn2bzL+swOzeN7gs8EfgnQs4IJ+wR/4C+rdfv34vvvgiZgy5Ax06dNi1a9e1a9cqNxgBAQGBvxX42lRXPsa3J6jYOU5J1JRTjW9SU1MlDvHx8ewxVTTU6/VZWVmpqalYSPAhB6VS2aNHj9OnTzPnhPOdkxinH1kmMRb4G0IwYQGBPwGiTDA8fFNZs9l88eLFiIiIF198UXLKYoFMfvPNNyA5VRb7rQDUAxZDQnFRz5498avRaFy2bJm7uztiv25ubmjkS5cJY/Ptt9/StcAM45hnz54dP348VelgElQq1c6dO/k6aoPBMHDgQGxz8uRJfngGgwFDmjVrFoVq8VPFdcJlAidFIeuxY8e++eYbxKgxMJQ9b9myhdzGZ8+eRZZ4bGwsnQ51XLjMGzdu4AgLFy5EPrzD4cCWycnJIIqSdNd7deTIkSqVatOmTe3atVMqlVevXmVcThc/VEzpzZs3u3btKklSenq6gxN8ls1GFcDh0n84PDwcrhAocnt7e//vf//buXMnNiMuXVBQUOYB+QxtAQEBAYGHiOTkZJ1OR+rTX375Jbvbye7K+mTFTbICWvKEVoGcpwx8EhPjUsfNZvOxY8dCQ0Nhidzc3Kgb87BhwyIiItCNQkDg/iGYsIBAJQEFJubkt4WFha1bt0bSLOyQRqPx8fEZPXo0yA+fj1qNw+apiNFo7NGjh1qtjoyMZM4LcTgcoaGh/fr1U6vVycnJ2JKyeXFpo0ePJpkl7GW32zdv3kwc2MfHB4YKWlzz5s2TZTgHBgb6+Pi4ubmBNaEnE2PMZrNdvnwZs5ednY3vHyQrGFi+fDnuC8gqgvawo2FhYdjGZDKdPn0a31PONo0ZrPXIkSO4ri1btshm1Wazvffee56enhqNBhvfvHmzsLCQCq2xNMHdJ5cK7YvjwMe/evVqSZIGDRoEZzY9aayq5D3K6z9st9vT0tK++uor4vxeXl5qtbp37958P2rsgklAvgANm3ceCQgICAg8LOzcuRNvZmrIhJcwn99EeUAy3ktw3C1USV/+lQP//6CAAS+xabFYqADHYrEEBQW98MILCAVTOvQLL7wQFhZWUFAgPK0ClYBgwgICfwI2m01WFYl39/z58/FqRr2oRqNRKBQtWrQgWV1q/s5qRrYSGA4RP/St5RkXY6yoqEi2V2FhYf369cnZXFRUZLFY4KmNj4/39PRUKBS+vr7vv/9+enp6QkICsoXd3d0XL15MB7FarefPnwdDHjZsGL7Eeclgjxo1SpKkL774gj97JYwcGN3GjRvp7gwcODArKysqKgptJ3x9fefMmUNp2NnZ2VqttlatWnAB8LOBGYuOjsb9jYuL48utb968yRgbPXq0Vqtt2bIlDfXSpUv0VLi7u1++fJm/ED6USglvjLELFy40aNBAkqSYmBh+yyoTAqX8Mdf+w5irgoKCLl26UE4all/fffedyWSiBAHGJVfzxxGLFQEBAYG/AtDmUCqV8MC2bdv28uXL/CtXtvyQFRPxjBfGHRtUjfvStbcFRnvy5Mndu3ePGDECDmUEgXU6XdOmTQcMGBAbG8tnV1Uid0zgbw7BhAUE/hygPUhd7BhjxcXFkrP/qkKhQOzRzc1t//79zNkRHltCTLjahn63b9hkMu3du1eSpNatW0OimTGGSyNzCBOIL/HNhx9+SEyYYLfbJ06cCFK0fv16ut5PP/3Ux8dHkqQdO3aQNbXZbCkpKbBkS5cupdbEjHM8Z2RkaDQapVJ54MAB+rUSmsloBIU+RpIkhYeH008QspIkCQ2Tbty4wRg7c+YMkp/37NmD67JarSTxbTabY2JiEPFevXo1ZoZfZLRo0UKSpPHjxzOnCU9KSsJZfH19x4wZw5waYK5DpRnGQ/L1119LkvTmm2+iqXJ11TK5llHBE2Q2m3fv3o11icTVAqSnp/P78jsKAiwgICDw18FqtS5btkyhUOCFjKXIihUrGGN6vR5vYBhig8EAwllaWkr2yGq1yvr2ASUlJVWZHY2x8b0Munbt6uXlhWomhULh6ekJOY/MzEwKNtjt9jt37ggaLFAJCCYsIPAnAC4HqwB+ePLkST8/P/RJIgHhPn36rFu3zuFs9Q4gMla98gx8+JExNnbsWHd393HjxjEnUaHGDDLZZMT6GGPZ2dlfffVVVFQUTA6otdFofP311729vT/44AOi+sePH0fYUKvVhoSEMKc6tNFo3LRpEyKriHlS8jM63DLGjh07hpmcNGmS2WyG5a70VTdu3FiSpAEDBuC/ZrM5MzOzXbt2Op1Oo9FA0BvT8vvvv2MBsWvXLsZYSUkJpfhim6tXr3bs2JGPV0MTmzFWWFiIpOsxY8Zg6vR6PfKc+cC7zFRjVvl1BqZizpw5KPfKzs5mTi8A6ZxVeioqAQfXfxinBjlnjBUWFs6ePRtXh4wApVLZpEmTP/74g3+K6P6imVNVDl5AQEDg7wOHwzFt2jSqS6Iy2meffXbKlClJSUnISwLIk1taWgorxvt2ZX2Pq4AMEy0nMzFp0qS6deviQrCW8PDw6Nix4+DBg2l4ZrOZXx48yFJB4O8JwYQFBP40bDYbzEZ+fv6wYcP4ehUPD49vvvmGuYhj8fIPlYhtPkTwVAQZwj/++COfB4vOhDB7lDbM74vux/gGVsdsNiMk3rx581u3bhmNxrlz58IvAN/tW2+9he1xltWrV8NpDcFqOi8+2O32r776Cv7suXPn8jtWAna73dPTU6lUtmzZ8s6dO/n5+WhTRPlj7777Lg0gNjYWY6YmRszZ0xg0njEWGhoqSVKDBg3WrFnDi1LGxcWhHxViwpg6f39/d3d3T0/P2rVrI9tcJtTM54MR387Ly2vevDmeqN9//502wBRVwfNTXv9h5mTyJBrHGBs7diyVDWs0Gg8Pj0GDBl26dImOZrFYaMzVWyQvICAg8BgD1b/r168fNGgQErL49Ymnp+d777137tw5xr3DLRZLfHx8fHw8JW0VFxeT75JWMlXpxMdIYmNjn332WSRhSZL0zDPPfP3119u2beMHwwtb0virbJwCjwcEExYQ+BOg9y+oYExMjJubG0k1qtXqb7/9lvrKyMR+zWZztWtH8zWc8fHx8BZv3LiRBLFIToO/UnKylqkkidppkGoSrtTpdFDP0mg0KpWqYcOGV69eRXiQMTZy5Egw4XPnzpHKBalMLV++nKpP09LSZGf/UygtLT19+jTxNArak7KXJEnPPfccaJvD4bh06dKTTz4pSVLdunUnT568evXqjz/+2N3dHXQUOHPmjJ+fH8wzDS8vL4/SrdevX88YKy4uNplMKKuWJOnnn3/mB0bzzOtz4qdTp04h1dzd3d3f3x9ya0BVJhiX2X9Ypr/icDiKi4sNBsPRo0eDg4MpWdrDw+OVV15xOBxoCs04Nwefey8gICAg8LBASw6bzXbp0qV9+/bB/oIJQ7ZDoVA0b968W7du3bt3DwwM7NGjR6dOnTQajUaj6dSpU48ePQIDAwMDA+fMmUPRY0hYVQ3D5B3iffv2pWhwq1atkpOTocchi/rSuoJVd5hB4BGFYMICAn8CeE3n5+ffuXNnw4YNTz31lOTUb1Cr1ZMmTcJmRqNRllXLOFdlNSaIkiyT1Wrt2LEjgqLbtm3DkCgyTCOU9eNlnHQTuztE+f7775NeJUwXaWgrFArwQErEAmXy8vJCdS5zhtDv3LkDrSwc5+effybF6cqlBGOvAQMGqNVqtVpNraGIBqvVavRGprzxTp06wQOtUChoy1atWvHk/8qVK4GBgfxBsKVSqdRqtTdu3MAE2my22NhYyKfl5+eD9BoMBspAc00TyMnJadu2LR15x44d/I1DXLrKmKRr/2HGSYVT/jzdnYiICJRyubm5Yapnz56dl5eHQ8nyCwQEBAQEHjrIr40PMTExb7/9NpKzeBcwSrqIIdMHlUoFc/bUU09Nnjz54MGDN27cqMpAK5Q78/LyXn/9dRhi2OKxY8cyZ09E2pLSqSjMIEyMwJ+FYMICAuWC8mNBVKjK8fz58xCOIjRt2jQsLAyuyppQD1weeD4DkUm1Wr1u3brKHc213+zGjRu3b9++bt269PT0M2fOjBkzBvPDu3KLi4u7d+8uSVLfvn1pMIyx3Nzcl19+GQZbkqTFixeD+D2IDaa+Pjk5OVu3bl21atXmzZtTU1MvXLjw6aef4kQXLlzgNz527Bg4POqsJEnS6XSzZs3CIPmWuaNHj4avnZYUTz/99LJly/gSa7vdfuHChdOnT1es5IFpXLlyJXHvLl26QHHtkQDcBMXFxUlJSaNHj1apVGDCSqVy4sSJmNjCwsLydq9Kei8gICDwt4LNZtuwYUNISAgMlkajoTwptVqNL+mlTV5sGLVatWoNGjQoLCxs69atzGnEXX3lIN58mXGZitMUzpV5gfmgrt1uX7t27aBBg4i9YyRarXbChAnYXsR+BR4iBBMWECgbxH5RC8qXTbZq1YocqMgHPnLkCP+KtzlRXYOvGLiQoqKi3377LTg4OD8/vxJHKLPfLD5Txc7Fixe/+eab1q1by6zXvn37goODoUrFGLNYLIWFhVu3bkWKtSRJGzduRCdhYsKVc/TyPZwNBgPisfgmLy/v22+/7dGjB+4v2WyDwXD48OGJEyd+/PHHw4YN8/b2njhxImgw6Xlg4xs3bqxatWrGjBmfffbZRx99NHXq1KNHj9Lp6NQmkwk0uGKyZzAYfvvtN5h8Pz+/R4gGAzSBVqt17NixWGOpVCqlUjl16lT+V9mODieE7KeAgIDAXwE4Ivft25eenr53795NmzYFBwdjDYOkNlS1gAxPnTqVbDGisvXq1ZMkqUOHDsOGDcOCAQse6rTE7rbRPFPll0PIisL3SCbiE77wefr06cTDqaAJGWdKpXLy5Mk1dmUl8IhCMGEBgbIBJ6Ver6fEXcbYhQsXWrduTebB3d29cePGp0+fxi4mk6m0tJTsQQ0Mc4Gh8eXKIJx/FuX1mzWZTDJFKIfDcfv27fKOIzvC/v379+/ff/r0aSqdRQNbVCZXjgy7DpLX9P7jjz+Ys9CIIpPlNVUmfSw+UxrDM5lM5AiApXd1hVRgv2k8mZmZCQkJqA2uysYVDwibzYZJw78bN278v//7P/ozkSQpMjLSbrcjNYCfXkydyGcTEBAQ+IsgE2gECgsLJ02ahLhrmzZt5s2bR8VK2GXt2rVDhgwh7UatVouUJdLf0ul0eL2PHTv28OHDaWlpmZmZxcXFMjNKGhO8Y5pxfeaxCMnLy9uzZw/VWOEULVu2HDduHAIPyNIaOnSoCAgLPFwIJiwgUC5kAlfZ2dmUFI2X8gsvvHD48GH8Kmst+4BpvX8RqH5Vr9c/lLpl136zvCKljDHSBrKJIq+ww+HAByRW8QOrtFsBuco4Gj6gitvVmtI34LQQ4WTOboquA5C1pGKMGQwGmZYYv9f98D14XrAXL0xdw0GLHqPRiEZZkZGRJKDl5eXVo0eP2NhY5pxV9GSiFZKIBgsICAj8pYA94g2Ww+GIjIxct25dbm4ufU8dE4Hjx4/v2LHj119/lbi+8cj3wWcixpIk1a1b94svvli+fHlKSgpz5sfxmc8yIZKCggLG2Pbt28PCwkaOHMkXM9O/bm5uDRs2xPGffvrplStXMlEMLPBQIZiwgEDZIGMAh2Vubu7bb78N3yTe13Xq1Dlx4gRzid2BetXwNzXoykPh6ny/2TI3IMbI1xSBmlLgFA5jWRNjGupfpDFmMBjI2YFhECWjFQOvn8y40mj+WnAcUijhYXXinlONFcMj2m7XbrcbDAY+dZwx9uOPPyqVSviMEDr49ttv8RPmhCafbyUlICAgIPAQQf5l+hfWCj5xmC2z2cx3JGKMkbvcYDA4HI7U1NSxY8d6enpSEnXdunXBjbEi4lsztGrV6siRIzgaLwPBR6dLSko+/PDDt956q27dulTATLobpBhCJc3e3t4zZ86k/o7CXgg8LAgmLCBQBig8iLhcbm5uz549yfHp6en50ksvnTp1ihJi0Z2IrEu1jbuqUF6/Wd7gIeVYlgori5FSfJiXU6Y5RFI05UU/+MSCaZvNZj4gTI4MGpusgyKeAT6J12KxYNFQJnEt0yNQsWeEfuVzqisnl11d4NtB0cJr69atKEWDpjT+dqiamm/UJCAgICDwVwP2TlbHy29AdhAEmDktEWVIGY3GnTt39uvXr2PHjn5+fgEBAb169YIKpiRJqCgGH46Pjz979ixjzG63I6+KzmW32wsLC6lRglqt9vb2Rl70a6+9NmnSJIfDUVRU1KFDB2zw0UcfrVixArYYxvfvsNASqBoIJiwgUAZkJGTJkiWSU1zRzc2tcePGlBRN8g+uVKcGVrOAZ/IMxGKxVG6cZfabZZzCNiCTBeYThumDLKheXnj5oVg+StaibkCUhIwPfLkvvwKoAJRHTadwvcaKB89fb5k1XTUfBoOBT6ujzsMbNmxArECj0cDN/+qrryYlJfGb1fAECgEBAYFHF64mjCKrcFziDcwXNPHtEgGLxUKqItB3kBm18PDwtWvXLliwAJxWpfp/7H13eFTV+vWZnk7Hwr363Xu9+tgLgqBXERAivcNFFFC5YkfBRpNeFEQBFQIhlFBjaDGhE1JnMsnMpFcChBYMISF1JjOZmf39sZ55f5tJQAiJlOz1R56TM2fO2WefM3vv9Zb1Klq2bNm/f3+QYf5gcj6npqZu2rRp27Zta9asWbt2bVBQ0M6dO+l4u91+6dKlX3/9dcOGDdCYANzS1gQEbhKCCQsI1A9EvTLGEhISnn32WQoB8vDwyMrKYnWILoW2UoLrbaiYRVMIsnn5MkgNQL31ZsmFS3vcSisThea/wq6k0G6tcmPXNwq4rPlzus33FosFNJgCualmEilkwkHNf8st4Zku4SahSZWc/rSd9aZV3ymgxrslSzPGjh07NmPGDF4CtGPHjklJSYxbb9VNOBcQEBAQuHmQnKHbNERGW5qUaZ7lE4X4+C8q50tTJMl8wPHrcDhWrlxJJeVbtmx5+PBh/sw42GKxUNVJ+tRNQoJxjB3/0qJLBBMJNCIEExYQYHw8Kr+Ir6qqio6OpjQVSZLkcjnK22A0v0ZyrMB1gsKqKW/57mZECM+mf++m94ePL3BzF1RWVi5YsAAJw1ghKRQKpNlT2ck7KxpcQEBAQADgZTUSExOff/55rJcw2jPG3OrkYRJcvny5JEnLly8/duzYmTNnblHbBZo7BBMWEGCsPgEGp9MZGRmp0WhIIxFZjgcPHqRjrkcJSeA6QQT4biKHdcFLdlMk9t0HGImouhJj7MyZM/feey/vGR40aBBFUjSWfpuAgICAwF8J+I350LBffvkFgzxEsMj4y5dUPH/+PPQjVCqVSqVas2bNLWi6gIBgwgICFBBL8TYUMuTn50faDx4eHt7e3iEhIbztE9t3N3NrUriVU8LG3e0TrqqqclOKugvut94SU7STajIfOXJk7NixGo3Gx8cHC6CZM2dSzN5d0A8CAgICzRkoIrBv3z5wYLlc7uHhoVQqY2Ji4BNGELXFYhk3bhxRZYVCsXnz5lvddoFmCsGEBZo7YK0kZkIbu3fvRm6wn58fAqTDwsLwkcPh4JOEb0NlrDsFvLKUzWa76+NjrVbr6dOnP/jggx49eixfvpzdLeIffMY4rytO6eiUXWa1Wj/55BMsfVQqlUKhiIiIuOufu4CAgMDdCgzgvPyh0+kMCwtTKpVUbRgl9Ehzy2g0/vOf/9RoNChIqVQqV61adevuQKBZQzBhgeYO8gkzTvWnqqqqV69exIERFw1bJl/nRqBx0RzyrpcsWYIaia1atUJ09OXLl291o24W15Beo99UTU0NfAJ6vb5FixaUcfDiiy8yTmdOQEBAQOCOg1vhAMYY0WBUlcf4D+PvhQsXXnrpJd4nvG3btlvVcoFmDsGEBQQYczknsWr/448/pk2bRrXdfXx8nnjiCaPR6LbWJ8lEAYHrR3R0NBKoJEkqKSm5s0olXQN1mTDZjEpKSmhneXm51WoNCQlRKBReXl5yudzb2xsqdAICAgICdxzgJOD3QADCZDI9/vjjEM2SJGnEiBHIE7ZarWfPnn300UclSULJpSFDhtzFqhkCtzkEExYQcE9QnDp1qlwuR5KwXC739PTcsmULquw4HA6LxcIXFcCeW9DouwJUdqi8vJzMCne9y3369One3t4ajaagoIDddXnm1dXVZrMZeuC0uMEGf6eDBg2igItnn302IyND/I4EBAQE7kSACSMBmN+zevVqsvw+99xzMTExCCDasGGDp6cn9rdq1Wro0KFCJ0LgVkEwYYHmDlKNxjK9oqLCy8uLQje9vLweeeSRc+fOsTryTs2h5E9TA11aVVWVl5dXWFiIzry7Pe2ktYaFAmoq3jUwm80nTpw4efIk3RcJYhErtlgsDofDZDIh4AI/tJ9//vmWNVpAQEBA4CZQ70LIYrEEBQVJHLZv346Ptm3bhqBouVwuSVK/fv3uMouwwB0EwYQFmjv4POELFy48/vjjSqVSrVbDkKnRaIiY3UE+KyTqQK+I/5e57hR7SC2sboxuvY5Z8LcGzFgwA0MzmVcVBvLz85EshH/BFYkxOhyORjc38BWkqYXUCbSBT//06mQWAcxmM3URX2KXdlosliZi+zabrd7W8s1DuYubvJDb64FzYufrr7+u0WgMBgP9snA5N87vcDiOHTtGeWItW7ZcuHAh4yTr7HY7fnF3fYyAgICAwN0Hp9MZEREB+Wgw4fXr12M8DwgI4FOI+/btK5iwwK2CYMICzRp2ux0LdCzWV65cCYcwMlu6d+++cuVKxlhpaektbuiNo7KyEjeFvzTN8LpEZrPZjSOBBELJmfbzVWEbCyDGjDGbzZaVlYVJsaCgAOzdZrMRcSIZrUZsw9XEmW6UdFFcACmuoZH1TuqIq+fLJvNim40LBCfXu5+2G+COxouB6pG0k98uLi5u27atJEn5+flu1bZxm7CGoBkXLlz4+OOPqbzwfffdB+qLPsSrKJZHAgICAncoEhISHnzwQaVSCeGV0aNHFxYWWq3WNWvWaDQaSpB5/fXXb3VLBZovBBMWaO4gfrV///4uXbpQGE+7du0SExNpIX7HKRuRPxPgSz3V1tbW1NTQHUHRsba2tqqqina68Wd+582DzgPuffbsWZVKpVKp6sqSsSsr9DTK1QGHw0EeVLgf4XymCO3rpN90pN1up04G2QPbp54kDgm23xSuzloXrtZXjXVd3t+Lskl4i06ePAkr0smTJ5krjKKusjS9nMePH//3v//t4+OjUCgkSVq2bFllZWXdQAYBAQEBgTsOZ86ceeWVVyC5gqIJx44dY4xt2rSJ1loajcbf3/8OirkTuMsgmLBAs4bZbMZS22w233PPPRiXoWq7a9cuHIO1ft2Y3tsZoCVgXERCysrKqqqqLBYL7wwkpmG1Wnm2z1MXq9WKeyfCc6PguZkbL3I4HJmZmej5kydP4lO0yk1mqUmjZOs6URHzTL7reoHeIO9ubW0t1Ut0Oznuws0Na7fbKyoqmui9unZUOSUqNxjkCWcuI0V1dfXvv/8OOVDqELocf2lqIWNswYIFkiRBPeXpp5/OyspiHIVmV3fgCwgICAjczjCbzf369SPSq1arIyMjq6qqDh48SA5hLy+v/v373+qWCjRfCCYsIMAYYxEREdDvQaDm6NGjIfdfVlaGhXtxcfGtbuMNgE+vBau8dOnS9OnTYZrt1q0b7LLMxeXcQAnGjeUJd14JkEy4pmtra2NjY+FIxOXIs8qztcali0TG0Axs8zLgPPu6NgOnr1CzLRYL9TzP/+krZrO5iezfbqSR9wCj0AUKYjf4/Hhw5AYHkGKNPcOHD5ckae7cuaSvjsvBBEBecbQTB1y8ePHvf/87UhJkMtmkSZNSUlJwZpgVRJ6wgICAwB0HzHr+/v4oSOnh4TFmzJiioiLGmNlsfvXVV2UymUajkSTpkUceSU1NvdXtFWimEExYQIDZ7fYhQ4YolUqM135+flu3bmVcejB4y53lmwIxI0I7ffp0hUIhk8kQpOTn5/fhhx9CE5tPJ2ZcuC8PXiiLD7S+eVgsllWrVikUCrVaTfyQL8CD6zbMF309QKC4W+6rxWK5IQJWVFQUHR2t1WovXrxIO+12e2VlJUVZ13U7g+c3BSuGX52XTKPH53Q6b/Tu3OAWsUzaZqdOnYJr9+DBg3RYYWEhXZf00igHGK366aefKFtYkqQ+ffqgeSJeTkBAQOAOBYbxHj16wP2rVqsDAwMZY1ar1Ww2T548maKB1Gr1hg0bbnV7BZopBBMWaNaAq6qoqOif//wnVbfr06dPdXU18aKamhp4Du+ggjdwCCMllTEWFhbWvn17hCGNGTOmf//+0GwMDw9njFVXV8PRR95anARc9MSJE4cOHTpw4IDJZKo39Pd6gCxcbDudTrPZXFpaCttwbGzsgAED0PPTp09fuHDh1KlTP/roow8++ADfaqJqVVVVVUS2eezfvx9lfimF+E9P9f3337dr1w627RYtWgQGBu7duxdmFAoh5qnd5cuXUZ6aNZKSsxv4c9bW1paXl//222+HDx/Ozc29SSc/ubuZi1FfuHChoKAAG5MmTcJz7NKly7Zt22bOnDlx4sTBgwcj6L1eQ1JFRYXFYsnJyenYsSN6D5Q4OjoaB7jpcgsICAgI3BEgnzBFR2/evJkytk6dOqXRaDBv4qNb3V6BZgrBhAWaO0jGEPmNarW6b9++9ClVHrqzFLPQbPCu6urqN954A35gxJ1mZmYiKfqTTz65GrmtrKxMTk4ePXr0vffei4lKqVR26tRp3bp19RJOZJamAAAgAElEQVTI60ReXt7KlSv9/f1btmxJWdkopQNntUqlQqS0TCY7ffo04yK0G9EXbbFYdDpddHQ0YuCJpyUlJd13332LFy9mrt67tmLTqVOn3nnnHSpAjVvAxtKlS4nuEpxOZ3R0NGp0GQwG3FQjMmGeAxcVFQUHB/fu3Vsul6NLPT09R40adeDAgQZrVhMpPXv2bEBAwNChQ1u1aiW5KiHhKtj28/PDOyNJUkJCAnO5jquqqhA47ZaU/uuvv8JvgC++8cYbZrPZTcNcQEBAQODOwrBhw+D1lcvl69evx04M7JQ8LEnSpk2bbmUrBZoxBBMWaC5w8+iSh0qr1RKBQYxuwxbf1dXVbipBJLZEkb1wozGOhFCr4DyEL5eXuWow8vLyDh06xBg7cuQI7m7RokUOhwNXXLFihVqtViqVO3bswPF8FV+LxbJ8+XKiqfjbunVrTFozZsyAwxMGAmotVWBijJWVldWrvXzq1CnwRqVSCdIrk8k8PDywE/YIbLdu3To9PZ3VEVi6BlCmCNs8beYTVsHEOnfujJs6evQoiRUzxiZPniyXy/fu3QsSC6d6bW3txo0bFy9e/NFHH+3cuZMYcnx8/H/+8x/07eDBg6dMmfLiiy+CcMpkssmTJ6Mf+O5ljH3zzTf4Cq81zbg3Aa3l2+x24+fOnQsJCQkPDweLpvhnEnWzWq3p6endunWjkGPcLD1EkHA6mHE50nQtagBazjuZGWMpKSk+Pj60jsEjU6vVIMNkOrnac8TJeUW06urqkSNH0ncffvjhtLS0yspKXo4bGxTyLSAgICBw2wKzxnfffYdRHVNGfHw8c2lYYHrC36CgILev22w2Pi1LQKCJIJiwQHPB1bJ8o6Oj4c7Cav7zzz9vwMnJwUWrfFrB4yMwK5IapmjhuorKvEi1zWbjMzxvqD2TJ09u3br1G2+8AUZ07733FhcXozE2m620tBST04MPPkhZo7huVVXVypUrvb29wWRUKtXLL7+8du3aJ598EvRVrVZDEokuh5RUxpjZbCblZ+aiOuxK5a2DBw/GxsZGRkYajcYjR450794dLfH09Bw+fPhvv/0WFhaWn59vNBpxvNlspn67xi2TmxENS01N3bVrF5+1S/7SgwcPEuNKS0ujr1sslhkzZkiSBObGXG7hX375hVjfrFmz8NEvv/wCeqnRaD7//HPc6dmzZ6dMmQKfMB9ZwFyJuw6HY+DAgRqN5vnnn0cvUZItc1kWoqKiZsyYQfIh5L9F4w8cOPDCCy/AXqDT6eqGKtjtdoPBAEYKy4JCoQgMDPziiy9Q6Vcul7dt25Z37JOlhh4cvcYAvZx8UbFdu3bFxsYeO3YsMzMzKCioQ4cO6CI/P7+5c+cePnz40KFDV3uOvB4b0drQ0FC8cjKZzNPTU6VSRUREkIEGtZp5oi74sICAgMDtDIvFcvHiRZpAPTw8Jk6ciI9qa2slTh5i165dNEffWZosAnc6BBMWaC6oWyAXCasgikD79u2TkpIaIM6EgbuysrKiouLXX38dP378jBkzVqxYERISEh0d7SZGBX5ltVrxLbPZzFcwcmthg+9Xq9VKkuTt7S1JUosWLRYsWEBKReXl5bW1tcOHD9doNF27dsXxVFU4MDAQ6ZpgTbNmzYLoUWFhYY8ePbBfo9GUl5ezK2cs3v1Lklf8ATz7ovvNzMzEXDh8+HDEKvPgk2yvAaJquNzFixe9vLxkMllQUBCZJOCQLyoqApOUy+WjR48uKSlhHPH773//q1Qqc3JySN16zJgxFDLg5+e3ePFiu91uNptR++ett97aunUrmo0OTExMJO8r+o2f2nNzc2Fw+frrr3knPHP5hIOCgkCw/fz89Ho9H19ttVqnTZsmcRgzZgw+gnMY79W+ffso412lUo0dOxa6aNXV1b169VIqlaDHxcXFKB/N+1rZlYWd3Lyvbu5Zt3q/b7/9tlwub9Gixdy5c1Gf+RrPkef/dJLa2toff/wR7x4o8YABA9hVfhHCUSAgICBwOwMRVYyxnTt3du7cGROTSqUig7LkCo1u2bLlokWL6Is1NTU0s9xB1SsF7lAIJizQLFDXx0VuTAzNGI6RINowQA5x9uzZZP7Egt7T05Pkc4ljOxyOc+fOpaSkkNOSOA+1kzxgDfN9ORwOySVB9NJLL+Xk5PCfms1mhOmOHTuWP390dDQpWLz44otRUVHUGMbYunXrEOOk0WgQZowLVVdXE5Hm74UxBlks6iIEO9F9wQUKh3xoaChdy62aUXV19bV9gJRQSpcGn6QZ12Kx4KO9e/eSSgf5foFLly7hTUDs99mzZ99//31Jkp577rn169frdLrz589Tq6qrqwsKCs6ePUtfR/MqKytHjx6NDszIyKDpHESXItVDQ0NxPO8Z5l3xkiT98MMPzPU+XLp0CY3BfSmVSplM5ufnZzab+SLPcXFxeP1UKlW3bt12796NhuEq69evp1zcqqoqouinT5/W6XR//PEH48od0X05HI7Kysp6KSgc3TU1NWVlZUj89vHxQZNw3as9R3oBiCHjimlpaV26dEEPwIgzf/58t5LLggMLCAgI3CnAfDpv3jzMa2q1uk+fPlVVVTabzdfXlxZLLVq0iI2NhW2aueZToRMh8BdAMGGBZgGsv0kNmBySv//+O0ZhmUz20EMPnThx4mZydAMCAiAXBLJBvkRPT8+goKD8/HwcZjabs7OzlUqlWq3+/fff+eqyFRUV+fn5ly9fxr83I9NVVVVF2aFff/21m/+toqLi+eeflyTpzTffJHciY2zo0KEw0Hbq1AmCVSDk8ABv374dRGvcuHG4BBkUmGvqwpEOh6OioiIsLOzBBx+cNm0a8WHeM4+qQjt37kQjIyIiWB3aD7fkdfYDWBxSc2fPnq1WqwcOHEjXxZnHjBmDy7Vq1aqiogKZSDgmJiYGVgMcP3HiREmSpk+ffuLECZ66U5VguvHy8nKeqn311Vdg2rm5uXw4AGMsKCgIXNRkMuGE5GjNzMykFwZOcmiG2e327OzsyZMnI+B5wIABlE87aNAg3kBw8eJFuLsVCsWIESPAbPkqx19//TW+uHLlSmrtsWPHvL295XJ5VFQUv+woLi7Ozs4mQTXqJd7JT9snTpwA/QZ7B3gxtrrPEd3Iv5bo5KNHjz788MNqtZqSxiMjIxG+4eZnFpRYQEBA4HYGDfKXL19u3bo1ZrHnnnsuLS3N4XBMnz4d4zz2JyYmMsao4DwTxeQF/hIIJizQXEDVXFE8Fjv79+8PZqJQKPr168cYQ8nTBpycuYQQvb29P/30082bN2/cuBGFUoGuXbteunQJkbQFBQXYuW3bNpwhLy/v22+/BQXq2rUrCVk1LE8YXwEt12g0//vf/xgnKOVwOOAQViqVR48epW+FhIQQDUMDQGaImf/www/4FPWWiTgVFhaSHhW6AgRszpw5sAGvWLECfktSoqKp7ueff8Y59+7dyzh6U11djZhnos3XeC588C3OvG3bNuifIdSZ2klZSUuXLqV4YHy6detWhULx008/McYWLVokl8u//PJLNJgnuhSJjUZSJ5Bj9tNPP8UlTp06xTgOeerUqddeew2GBjiT+QrDb7/9tkKh8PDw+P7775cuXYozwO5A0c5Tp06tqakpLy8fPHiwt7e3v78/taqwsHDixIl4mWUyGSKigfLycqvVWlNT8+yzz0qSJJfLz5w5Q80ODAzEtyCjxRiLjY0dMmRIy5YtFQrFyJEjMzMz6bnQt2AEweths9mWLVuG+9q/fz+uRVe/2nOkxGO3kOna2tqxY8dKriRnSZK6detGF+UfeuPWtRYQEBAQaES4RXLNmjVLclVY2LJlC2Ps6NGj5CiWJGnXrl04kje8CounQFNDMGGBZgcaZHNych599FGZTIahef78+eTuawBOnToFGjl48GAI+TLGLBbL8ePHEQLEBwDv3bsXAa7Lli1jjG3atOkf//gHsVDoLWVnZ9/MbVosFkwwSqVSLpfztCE0NBTTT6dOnRhjCGe1Wq3+/v4UmpuVlYW0XhI3Ki8vB5GTJKmiooJUhQ8fPqxQKHx8fL755hsKcwUt/PTTT2HrdSsVaLVaidWQCz0rK4skqfGR0wV23clCuK7NZgsICMCZU1JSUAvaZrOtXLkSFEulUplMJp5ZOZ3Ozz//XJKkkJCQI0eO+Pj4vPvuu8XFxXROhHZfjY2fPHly375933333ZQpUxCRft9995WWlvIRwjTr9+jRw43FnTlzBsHAP/30E97PadOmwZCBqOPWrVtTkQmbzTZnzhyFQuHp6el0OuHZpugGSZI+++wzGC94h3BQUFCrVq00Gs3ixYuxtigpKampqRk3bhzek+Li4jNnzsycOVMmk0FiWpKkNm3a8G7eektqX758GQfLZLLCwkI8KQpyu/Zz5G0B1GCz2Yw+hG6WJEk6nQ4HuAmM1fssBAQEBARuOWD3pDA0o9EI265SqVyxYkVNTU1MTAxv7W3Xrh1iygC+fL2AQNNBMGGBZgF+PMViuqKiYseOHQqFAiHEarW6urqadxffEGw2244dO8AHEFQM+oSz/fjjj9BJ2rlzJ2ycNTU1YA6zZs3avn07RH1JKgnnCQoKQlMbHCONWFlJknx9fekkiYmJmHVefvnlEydO8MGuH374IY5XKBTDhw8/e/YskY3IyMhRo0bh05iYGOaSYkaiL/Z/+eWX2A++VFNTQ0WYjh8/zlyKWby5t7S0lEKCCwoK6Bj0Hk91rm0Y5skzDs7OzsZpEXCF/SNGjMBOUgivrq6m3ObOnTtrNJrQ0FCVSvX4448jA7ZuA1B8mNS2T548OX/+fJi00dWwegwdOpRdqREFA4S3t/e8efOYy8MJUejNmzdLkvTCCy9gZ3l5eUJCguSqzdumTZs9e/YwLhoZOcNDhw6lEkqrV69GT+LhpqSkkDJzTk7OwoUL0cKvvvoKN0Ue7MDAQA8PD6VSaTQaX375ZcmlVuXp6YlXsU+fPngolFfMi5zbbLZ9+/bJZDKFQvHEE0/gnLhETU3N1Z4jaZhTBAH/kldWVsJ7QG7hN954A6fCq3VnFfcWEBAQaJ7gA7VOnTr1zjvvwNb/3nvvnTt3rrCwcPjw4ZibMNqTogStxOo1vwoINCIEExZoRiDagL9r166lTFovL6/Kykq3RMQbwqRJk3A22oOhvLy8vKioCFcJCQmBSlBtbW2XLl0kSerWrdtTTz0F+kRiSNjw9PRE6HLDokCtVis5Cb29vTdt2rRr167vvvsOzucHHngA1Yb5zvniiy8kV8YOUWJskB7SgQMH3KaosrIymBI+++wzTGOlpaU2my0uLk5yaTtRVDbvVnU6nWfOnMElevToUVFR0SgMh5zSMDZT0HV5eTndV15eHppB9X5///134l1eXl7oeSoNxThjisVioSDh33//HW58XuRJkiQPD4+PP/6YcdzVbrejRJNGo/njjz94Rme1Wl966SVJko4cOUK34HQ64+PjP/jgg759+yYnJ1NjoMYpk8lUKtXkyZPpZnFyAPxZqVSiVWDIPj4+u3bt4uO6sfHll1/iW3379sVTxtfpbVQqlZs2bcKF6tqJnE7njz/+iEvs3r2brwF2Mzhy5AjFhOMWoqOj8fMkQi7EVAQEBARuZ7gJlGzevJkWGI8++ihjLDg4GHtgTn3llVeQVcQ4ScVbCDJY8+qPfIIPqc84HA5K+4L2Cp9IhbA7Oi1FSNULdmUSFp+yBze7cJU3LgQTFmgWwJhCYxn4DwJoPTw8FArFxo0bb+b8drt9woQJiENmdQQPEagsk8mCg4OJ1k6dOhWOYhhEvby8QkJCIK2s1+uJUCFL80ZhNpvPnTvn5eXl4eEBqtaqVStPT0/Qm3/84x9r166lrGliazt27CAPLbFfYndt27bdt28fjdS8KjJiWZHkA6EmxtiaNWvw3Q0bNvAOVWqkw+HYv38/LvThhx+y6w6Brgv4admVek4ff/yxRqNZsmQJ/v36668RF41M4JqaGqoDhNpRcrkcT3Du3LnIgKVzIs2Vql4xxux2+9q1a/EE27dv/8EHH6SkpISHh3t7e6OTt27dSu5Th8Oh1WrxoMeNG4eTU5WpPXv2SJL097//3WAw8HM/4sRIeJxizAoLC/FEVq1aRTcbEBCAxkiS5OvrCzaLyH+ZTNa3b1+kduO0lCDtcDg++OADiaunLZPJfvnlFxyZn5+PE3p6epJuNt91VVVVx48fb9mypVwuVygUdAx0xRr2KCms+tSpU+3bt0eTNBrNzz//DIExsQgQEBAQuIMAEuh0OteuXUuLinvvvbesrKy8vHzo0KE0efn5+cXFxfHVCm4hMOnn5+djTl+2bFlWVpZbeJqbjZhns4xTpaFvoeDCn86PCBardz9/KpFH3SgQTFigWYCSWm02m9lsxhCzbds2DL5qtTozMxPuyoaF4lRWVvbq1QtDfGlpqVsAalZWliRJ7dq1MxqN9JW33nqLSKZarT5w4AARdYfD8f7774M4hYSENOyWKTxYctVSAtq1azdr1ixk5BJjQVPT0tJAe9q2bbtx48bAwMCwsLCQkJDQ0FCtVpuXl+dWqYi5JLUgSvzFF1/Q/pycnD59+kiS1KVLF+ypV3QKGl1qtXrKlCn0aYOrRjEXd8X21q1bJUkaPXo0Y+zkyZPohBdffBGiZcRscUcdO3aEI/SFF16A0nVdjS7iooyxmpqaQYMGgXAi9hstJy86pXnjJNBOU6vV5PilstJwCK9Zs8btXvjIar4Us8ViQVng0NBQqg6F0GulUvnKK6+sX79++/btwcHBoaGhERERiYmJZGWvW5cLlhF8V6PRUPNwZPfu3Vu1aiVJkl6vd7pKVRFKSkqMRiO9VxQx3uDp2a2UN/mrJUkaMWIEvXhu2cUCAgICArcbaBbA0F1QUPDuu+8ixketVn/yySf4tF+/fohFglsYqUB8jvEthNPpxEoGMUqPPvpoVlYWv0qkZRvvBKYZtt6aC/zJ/xT8wcSiwZMFB24sCCYs0IzAF2K5ePHiunXr4Ab88MMPyZPZ4Gicffv2IbAZ4zguBEocFhYGk2daWhpGN7vdvmDBAizxfXx8fvzxR+Yqiut0Omtqag4ePAgmrFKpGkDOHQ5HRkYGzq9UKn/44YepU6euWLEiMjIyMTGRaBUfroNtylK+cOECzlNTU8MzRmy4sR1wTo1Gk52dXV1dnZKSQhmnc+fOpSbRsE6lqvbu3YvIqJkzZ6LQzs1UseLvxeFwLFu2TC6Xe3l55efnoySSp6cntLt4KSnGWHR0tOQKC1+9ejVz8Xa+fyi6Cc2Li4vD1Lh79+6SkhK73V5WVrZo0SLQXT8/PyrgjOM7deqEjrVYLKSoWV5ejvpDarUa6eVuHJKCqLEgwERYUVERHBy8ZMkSXlxk3759OP9HH31Ez4i/BThy+fh/tIFiwjt37hwXF0dtxhXHjx+PT5csWUKPj2/h5s2bUV+assTpo5vx8Dudzurqaq1WS8+lXbt2a9euZa53UkSICQgICNzO4EOcbDZbdHQ0FVLy9vbGSokx5u/vDzM0LMv9+/fnlwq3pukumM3mnJwcRCdhkfPQQw/17dt3+PDhffr06dWr14QJE6Kjo/l4aXalnR1aJGQmhijGtRm+W+hcU92bgAuCCQs0C9jtdqpuWlpaGhoaes8995C7ac+ePRQvCj7WgEvU1ta+8sorGMpzc3Npf2lp6bvvvgtXYUFBAeWW9O7dG/PBlClT+GU9NqC/hfzhBjTG6XSePn1aqVSqVCpPT8+SkhIEhPNuxnrH4vDwcLlcLpfLO3XqZDKZaDS3WCwVFRWXLl367bff3Ay92IDwcseOHX/++WeVSoUo68mTJ1+8eJH6ls5GrHjt2rXose3bt1+jVdcJkFXqyffeew+T7n333Qc79L/+9S/GWGVlJR/nzBgbPny4p6enUqns3LnzhQsXqJf4DG2ilJjdV61aBTvF4sWLT58+HRUVhcRvQmxsLH23tLQU5yeaCjhdVYs7d+7MXHHa/AHXeBUpwxnIzc3t168fIuEpvBmw2WxFRUW7du1C4DGVNWKMJSQkIJu6RYsW6enp7Mo52Gaz0e0EBwfzEV9ksOjVqxeeNSok48w3w1Fhk0I/5OXloeo1nuPf/vY3BEjX9WwLCAgICNxWcDqdNG9ardbExESaUF544YUTJ06YzWaHwzF06FBMIiqVyk1s5dYO8uTPSE5OHjBgAIL40EI+j8zHx4dULfz9/fft22cymaKiopAuxIdPu83vV/MD17XzglrDxI8DqGcEVb55CCYs0IxQUVFRXV0dExMDzyeyRiVJCggIYIy51UFtAKD3q9FoXnjhhXPnziFMev/+/Ygv9fLyunjxIh3cpUsXDKlUx5UayRjLyclBI729vRs2GZhMJgzNvr6+5DykIjTwPdrtdl6SF5/q9Xq4o319fSdNmnT48OHs7GytVjt16lRMA5WVlaQ6xlyzRWRkpLe3N+4UmDx5MqoQAW45LRjxJ02aBJ4THx+P/Q27WZ4/w7V+6dIlX19fXnWpQ4cO4eHh/FSEe6+trX3ggQfgMd69ezdzkV7eyksEG6H1drt95syZaLmHhwfeIsyIlO+UlZVF97Jjxw61Wq1QKJKSkngB7d9++83Dw0Oj0Xz33Xf87eAB4aGQ6YTXmq7rXWeMZWVlQS28ZcuWgwYN2rJly/Hjx7Va7bp16/DgwsPD6RKwTMfExKC106ZNw1WoDBV6hmzh58+f55c16MYTJ04g5lytVpeXl5PEdL2RYNcD+HuZ61dgsVgQbkAx51d76AICAgICtxt4npaYmAgCqVQqMeVVVVU5HA6EH0OkAwX8mItF3/IyAXwcHNWeoHUFJbgpFAq5XI4AK9ij27Zt++OPP5K1nRRDMDlaLJbrnyXdAuVEenCjQzBhgeYCGncOHTqEgQwExs/PDw7JuqkdNwqbzRYfH9+1a1eYDGUymaenJ4bF1q1bT58+nXQgbDabxWJ56623WrduDWVg/qKXL1+22+1fffUVOEbDeMXmzZvVarWnpyf5IcndTS41Pg+HRvyysjKdTkdjPfzS6CiZTMYnA7uZOc+fPz937tz//ve/Y8aMWbRoEQWc063xYg82m62srKxz586YM06cOMGfs8HgtanfeOMNmpZatGgxe/Zs5nKl0jEgfjNmzLjnnnvQUdRIN04Ogke2koCAgJYtWxJDkySpTZs22IDmFuKgcPzw4cMx02dlZdE92u124plhYWFmsxkGcjL3uiUqUxFd1K9irudYVVVFPZyXl3fvvfdKnHA0BT+/9957OJ7mZuQ1vfXWWx06dKBK13hJKA78xx9/xKM/c+YMtaSmpgavzffffw/mv3DhQrcH0bAUL2RA8XwbmeQwJCkUClJeYaKWkoCAgMDtDX6qmjZtGuYLuVyONCXMv2CYNJm2adOmurqajzS+VY2nqdZms8GNYTAYRo0aNWzYsL59+7722mudO3cmOzgKOvA34uHhQeuoHj167Nixw2g0JiQkxMTEHDhwQK/XR10FCQkJ8fHxWq1Wp9NFRUXFxMQgeYoxZrFY+HQ5aqHAzUAwYYFmAT6YBAyTLHn9+vVziwhtwPnJl8UYy8nJQVIo1Zht0aLFa6+9hsxb5hrZcSHEz/BJxQDoZW5ubnFxcQNmAqvVCk1gSZJAcur6WulOicpS3CljTK/Xf/DBBxjTqezBmjVr3JKWSV2ZjygmDyqvXwVQV0PdGr3Us2dP6pmGDesImuWvZbPZpk2bplKpKN0aVJ9IptuF0tPT+SJbeCJuVbVwAPVAdnZ2TExMRETE4cOH09LSysvLJ0yYgJmed4Yzxp544gkPDw+ogvF2jZEjR8JGfvbsWbenDBpMBaXJFUxPzeFw8KWYyJARFxcHEwDR8k6dOoWFhcHLWi97JDMEn3iMAC2Hw1FQUEDR/lQlgjFWXV1NFnE+Bv5q9ZauE25BX7/++iuReUmSDh48SGkODfY8CwgICAj8BeAXAwgZw5S3YcMG7LdYLP7+/tiJ8haTJk1i3Ex9CxvvlrOGqY2CBx0Oh9FoXLBgwcyZM+fPnz99+vQHH3yQVn1qtbouMcYG6LFCoZBdBTgM2W2SJLVs2XLkyJHr168PDAwMCAiIiIig6EKRItQoEExYoBkBo4bExbRIknT+/HlEdRIVaViMNB/BUlBQsGXLlq+++mrKlCnTp0/fu3cviVT9NSN7bW3tm2++iRv87bffGlzVxmQy7dixIyUl5fjx4wUFBayR6AcEmaxW63PPPefj4zNr1iyqwtfgc7qR26qqqosXL8IZ265du7CwMNKpalzwbvazZ88uXbp08eLFdCEQ1Pz8/DVr1uTm5sLnyVwcu7CwMDQ0FCHZjYiysrKoqKiwsDCTyVRQUEDO+UYBMfCSkpJevXrJZLLx48c34vl5WK3Wixcvwq6k0Wg0Gk3v3r3x0c3EYAsICAgINDV4825tba3kCsR74oknyFh88OBBSZIgV4GFGaVK8T6Da4OOITssbLK8yxQbfGKXW7YttjE1b9u2bfDgwWQKp1ke1uHa2trMzMzk5OTk5GS9Xp+RkREdHZ2cnLx169bAwEDU3ZgwYUK7du34sCwq4QFu7OHhQaRXkiQ+s4z3o/AZXkCbNm26des2dOjQXr16jRgxIjExsd7Kw/U+Aoos44/5U3WPuudsunUsotLQpHov1BSXFkxYoLkAY5/T6aQhRiaTtW7d2mazEfVtMFPCuhzKz3QqsCAoB2InGOlfY8YbMWIE7jQyMvJmzgNXNmJ9WSMVsKGJqrCwUKfToaQT6DGv732j5+QHfavVWlVVVVlZGRkZifhzQuNGW8HLSo5iVGBiLpMB9RVFN/GfMsagO924jWEuhbNGnzPwhlODc3Jy3Pr2JkFpVE6nE8HbtbW15DGQJKl37958jL2AgICAwO0JzBSXL1+2Wq2IVEKJ+5EjR27/e0kAACAASURBVCJTzG63b9q0iSeEHTp0iI2N5WOXbmh+JFvz1cCnPtGs/cMPP4CHh4aGZmZmLl68GPyzZ8+emOAoIYgxVlFRkZmZaTQaU1JSjEZjVFRUamqq0WhMTk42mUwJCQkmkyk3NzctLS0mJiY2NjYtLS0rKysuLm7v3r1ff/11jx49ULZQcuXQqVQqlUrF+5Npvnvssceef/55ngzjGLlcTh5m6HV98sknBw4cSEhIOH36NF+vuKamxk2Jmv8XmVBuMitYmwF1qTVzxYtd/0P5U9TW1iJjnNrQiCe/HggmLNBcgLE1NDSUVAoxjtRV670ZXxOyHOs9A8+TmxpVVVVkYkxJScFI1zC3cF3JhwbchRt/xr9uxJVPAW3Y+es1ItJdV1dXN4XGElmaeZMzc/UbvU70SmAWIbZ/kyJtbuBLXjUpGmywuJ4zu70qqNTt5eXl4eHx2GOPkaS5yI8SEBAQuG3hcDioRPzrr79OdG7v3r2MMafTeebMmSFDhqDYBDjeihUrzpw5Q+HHf2r3JNENori0BqubcFTvGSoqKohhUrQgrQ/DwsJwWpPJ9PPPP69evXr37t1JSUl6vT46OhpkOCUlBRw4LS3NZDLpdLr4+PiEhASj0WgwGBISErRabVJS0okTJ1JSUo4dO7Zz587vvvtu5syZc+bMmTNnzqJFixYvXrxu3bpFixbNnDlz1qxZCxYs+Pbbb+fMmbN79+59+/YtXrx4+vTpc+fOXbhw4bfffvvvf/+b3MWQBZFcMi4ymWzQoEErV65cv359aGhoTk6O0Wg8derUiRMncnJyzp07V1BQcOrUqYKCgvPnz7vZyq/fvsznfjcWaCHE538BWEThyTbRpC+YsECzAJbONTU1yMyEEU6SJF9fXzjxeM9tA+BmNiOjGq9mRB/R3NCkwPio0WiKi4tBWho2iNDAdDNjEI1ibichiyN1PomK3RD4CKgmDd1xAzJ4+T0Wi8XtjvgMapKDom/B89kUbeMzjRsRZBmhZjcRJUbLi4qKxo0bJ0kSBMBkMtnWrVtFcpSAgIDA7Q+KIRo4cCCign18fDB3lJeXGwwG+DYxvPv6+t5oejBlWtUrR1Lv8fySrLy8fOnSpeRfjY6OjouLI7FJlUq1ZcsWpLYFBgZC1/pf//rXjh07srKy9Hp9cnKywWCIi4tLTEw0Go16vd5gMIAnG43GtLS01NTUxMREBFGDJOt0upSUFIPBkJaWlpSUlJCQAKqclZUFoazExEScJDY2Nj09PTs7OyEhITExUa/XHzt2LDMzMzQ0dP369UFBQWvWrFm8eDGyh5RKJVzrWNkqlcqHH364U6dOH3/8sU6nQ/mPlJSU5OTklJSUlJSUxMTE1NTUU6dO/fHHH5WVlfXSWqymyG9cdynraCSw+lwCf6WlWzBhgeaFnj17YphTqVRKpRIGPzc02C15PXGbfw1PO3/+vORS9r+Z87g19WZkkGjUu5rPtt5/rxNus6BbmA1/xcYVHLa7cD09Ays1+TMdrvJIjdieet+uxiXDFH6GgPnGNQzX+/SLioo0Gg0WKyqVKjAwkNStBQQEBARuT2A8B5vq168fVTTIzs4GI01OTibJZYD/4p/iarSZFmN1HYm0JKiqqqqpqdm8ebNCoVCr1TKZLCEhAcfk5ub6+/sPHz584cKFly5dYoxZLJb33nsPjZckqXXr1jt27ECesNFo1Ol0SUlJSUlJcA4bjUaj0Qg+TLRWp9PBRQwfMjgziLRer4+PjwdbBm3GqcCQdTpdYmJiWlpaQkKCwWDIzMxMTEzU6XR6vT4tLS0/P//IkSOI6H7ttdf+8Y9/oDMR+YgUZTDke++998MPP1y9evWaNWvWrFkTGBgYHh6elJSE1qalpaWkpFy4cKG4uLiysvIaawaz2UyqN40IWku4ia3WfXwiT1hAoOHA2Nq/f3+JU/NLSUmx2+2VlZWNErqMwd1isVgsFj5GmirfIJf4Zu/kOnDw4EEvLy+Mhm5RuzcEDE9oP/y3zitL+1wnePtf3TQV5rLsYufN+IT5yzld9W954tS4zA3AQ4dZ2uESlGKM4U1AgAAktclWQm/C9VhPrh8k4Mw/r8YNwAZIsKpxpyXSO8FrRjHnmNp9fX2VSuX48eMLCwsb8aICAgICAo2O2tpaCsEdMGAA0d1hw4ZhVoJcFiXH+vn50VyJM2D54bwK3Oyh2MPbwd2if5H4yn/lhx9+AHVs27bt/v37aT9mItRcrK2tjYiIgN4VDLLDhg1LTU3Nzc2Ft5bIKnytoKxGozExMRGcNjU1NSkpyeSCwWAAeSZujMPAmQ0GA+i0wWBABjI2QLb1ej34tl6vj42NhW9Zr9drtVqDwRAeHj5nzpypU6d+8803/fr1Aw0mAq9UKin828/Pz9/ff+rUqXPnzp09e/acOXNmzJgxderUb7/9dvHixcuXLw8ICAgMDFy3bt26desCAwM3bNiwYcOG7du3b9my5dChQ1TBoVFAlS9qamrKy8upFAg9Ryxprpa3fPMQTFiguQBjIpJVYCpr27ZtQkICRQ7TD6wBPrSrVXXjhYX5PU2NHTt2YLxr164dqhPfvA+NbrBhPkYy0/JkuC4JdHKFghrQNvrXbRbk6ww34iNw1KfxQDtpFq/7UVMDzudGD40uLy+naYnyuhvxKjDh8y8AHOl8+Q1fX9/Dhw831hUFBAQEBJoCNPeVlJQMHDiwTZs24GMjR46EvTgqKuq+++4jMjxv3jy3M1zPjFlWVkb1/+j4uplB/LQCR0V2dnbnzp1x6S+//BJ8DOpNjKNnaCc4pFKplMvlwcHBubm5oKYZGRnJyckJCQkgsUlJSSDAvGc4OTkZzmGoauEYeIaxHyCuSydMT09H0DW8xwhsTk9PT05OTktLi4uL02q1OLnJZAJbjomJyczMPH78+J49ezZs2PDuu++2bNmSephCq/Cvj48PPMak0YVthUKBiEKi0NiGDwllQQcOHNi38bB8+XK+yAXczvVG2zXFIkowYYFmAfx4Tp069eyzz+K3rVAoAgICaLADO6prMrxOUPSvm80Sn/IOtL9G0Cg1NVWSpFatWk2bNo25br8BZJiCeKlObMPOA4AZ8qMbeoykDhvcP9ThjjrZyE0UTgO4qYLzDl5+SsYGrwVFMQhuxO8mUV1dzQeH11sy4Wbg5s9vrNPWC/41O3z4MEzy0DVZs2YN7zcQEBAQELjdgCG6urpao9FQkrDkkim9fPkyY2zRokXe3t7gZr/88ktcXFx0dDREp2JjY2NjY/V6fczVcejQoZ9++mn58uWHDh3SarVI9I2JiYmLizOZTKdPn6YQLcy5Dq6KYWRkJHG/wMBA5lLB4I31cE5GRUXxRHHt2rWIduY5sF6vT0pKotxgeInT09Ph44VPGH5jYsJuodTkNwb7pThqos0JCQkpKSk6nS42NjYrK8tkMiGUGqcld3F8fDxdIi0tLSoqymAw/Prrry+99FLXrl27d+/eqVMnX19fngBTqae64L3KpG7t5+eHjxoFlLFIF+3WrdvRo0cjIyOTkpIKCgp4q0RTQDBhgWYBDHwhISH0k5YkaePGjbe6XU2FnTt3YnTbt2+f3W5vIk2jZoWrpUz/leSw2SI+Ph7lN8hi/ddkGQgIXD8oDwXraQQKOa9eGFOguaGu8a6u1iY2KEOE8lrpGLIa8+bUeh1lbi9e3TIZ/JF0IUrbocPc4o3rgj+bm1Sk1WrduXOnW7FcxulNREdHv/DCC8SCiJthD1GveoEUX8kliUJfBOtWKpVjx45dt27d2rVrN2/evG7duqysLL5t5Ol94oknTCaTm8OAMpjsdntiYiJOCAIZFBQEfqvVaom7Ioz5hqDT6RBKjZBp8ioji5i8xORnvtHzXw1Hjx5dunTpF198MWvWrLlz506fPn3atGnTp0+fMWNGly5dIL6lUqkGDRr09ddfq9Xqfv36PfDAA3g6np6e48ePh0XjapBzILp7jeP5T9VqNVbp+Ovt7f32228HBQUhTjs4ODg0NJRd6eE3m83h4eEBAQHr169fvXp1UFDQqlWr1q1bFxQUtHr1ap1OV/en4QbBhAWaEebPn+/t7U06gVu2bLnVLWoqnD59ulu3bt26dcvMzGRXVpAXaBj4BQGrszQxm811vcECjYXIyEhKcMIcyYTdQeB2Qt3Yk6tRX0GJmzn41BIs6N0qL15NgoGvFWSz2WgApBkHWZT4OtQrsB/nB7VGZBbq7fERSVgkUDPcbDek9Xg11MucMS3y4v/wPSJ2iXJBk5OTp0+f3rZtW3wKHqtWq0kG+RpMuC6bUqlU9F3pSi79yCOP9OnTZ+DAgT179nz11VcRGq1UKlNTUxljFGLNJxuXlpYyxrZs2UL1iry8vDZs2AD3bGpqanp6OjHYG2Wkqamp0HNOTk5OTU1NS0uDjzcpKQn/ItnYaDTi38Ziwnl5eVqtFm5zXMJkMqEiVEREBCS1fvnll/3792dmZv78888HDx7cvn07EoZXrFiRlJS0atUq2Bfqxd69e/ft23f06NG4uDidTqfVamNjY6OiouI5xHGIiory8vKSXMHb+EsPl1bsqKsMit63b99hw4YNGDBg8ODBPXr0aN26NZ473gTaVqvVM2bM+JMfpGDCAs0EZWVlkZGRGMsUCgUGzU2bNt3qdjUhLl++jJASms/+mupNdyXqClxjLqeAK0oUr62tFR74RkdtbW1AQABmRNj+b3WLBASuAI0GRIlRII1qkNSrKSDQ3IA0VHI81vsygCISH+ZTk5xOp9ls5tkmZhyeplZWVhLTJlK3f//+o0ePJicnI4rYZDKBmWi1Wq1We+DAARjNGWMWiwVfcTgcbiVnr+ETrvcwxlheXl7Hjh0lSfLz8wOn7dKlC8+36VsVFRVz5swB5+FdjvKrAwe8/vrrY8aM8ff3Hzhw4ODBg4k+wXjq5pBEBiwotxvHfuCBB3bt2qXVatPT0xlnp3A6nWSH9fT0/OKLLxD2HBMTExsbi/pGiH++UUaK+GqTyQSdrYSEhOTk5JycnJycnNjY2MjISKPRiPhqBEs3FhOGJDXoN5oNQp6QkJCeno5KyFC0Tk9PpxpR6enpKSkp0dHRqMkENa96kZycnJ2dffbs2fLy8uvMdyspKWGu4M2ysrI333yzZ8+eQ4YMIesDbxwBeCUwMoXwxhG8IbNnz/7Tq4v1hEBzQXR0NH4elBGxbt26W92opgLvLruampfA9cONCfODu5PLbbbZbIIGNwXsdvvGjRslLpVI9LPA7QOnq/Dm9Rz510hFCNyesFqtfIw0UUF+iiGjKu0B172a7gMfj2A2m3F+yo+tra0tKSlBdGuLFi14GSTwB7VardFoxowZc/z4cXyFRPsJUFH+U/DMFturVq3iw3natGlz4MABt4OLiorQ5srKyv/3//4fHUzZxVfLL5Uk6a233kLXwe5/+vTpVq1akbcDt4mkVtQHdnMzQguK1oTQ9HrjjTeImDkcjurqavSVXC5Xq9VTp04FZQVrTU9Pj4+PRxLvjTJSxDwjFhqkNC4uDuYJVDZKSkqCJlZycnJ0dHRjMWGj0YigbjBwkGEUbUpOTo6NjYWWdVxcHD7V6/UUsI2sZmp/vUhKSkpOTs7MzDx58mRRUVFVVRXZVurVbaGXv7y8HDM79pjN5g4dOrhZRuAZ5kmvSqWSyWR1j8GrPnfu3D99bwUTFmguMBqN/AjYsmXLu16BFsZjbAvmcDPA2A1lL1qg8FX1aHAXodFNhICAACxH8BMeN26ciHEQuN1AHjzKMHTLqhAQIPARzm617igKmmYZm82m0+mOHj2q1+ujoqKOHTsWFRUVExMD/x5CTMPCwhYuXBgUFDR37lyVSqVUKhEjijHTx8eHD1EmEKNo3bo1NtavX3/s2DGdThcWFpaWlkYNuNqNoLXFxcVarTYyMhJaVnFxcQcOHJg6daokSUiv9fX1Xbp0KX2LCBKArnArz/OnehAgwJgL0IdVVVVuspGxsbETJkzo0aNH3759Bw4c2KdPnz59+rRr146nVVBkRP+Q77Fr166HDx/W6XToIvydM2cO3J5wlkIBC1JVDWCkWVlZqampqMYEHemcnBxkIKekpGRnZyclJcXGxjaAZl8DCISGFxr3AoczVKkhuIU7Sk1NJdcxspqzsrJQyhiaYfUCXYE7gjM5Nzf3xIkTZrPZYrHU1NTwMTKA2WymlRUZceh9wJO12Wzfffdd7969Bw8e3K9fv8GDB/fv379v3779+/fv1atX7969/f39R4wY0adPny5duowfPx7fuh4DpWDCAs0CFoslLi6OfEoajaZ37953sW2eSAKf8SJwk8ALg6VtXl7eZ599tnLlyoKCAnxKFbPu4vfqFuLnn38moy9+v0I7WuB2A3EbEYYjUC/oxahLBnhPLHnG9u/fv2HDhuDg4Llz595///3kyXRLkXULDSUvqCRJ3t7ebtSX8m+xQV5ibFBQMb7VuXPnZcuWbd26NSgoaP1VsHHjxvXr17/zzjvt27fnr0JxyJIktW/ffvHixefOnWNX0n5SBXM4HGSv57kQu2ZUNlA3yxpFBPnUMFwIP8+qqqrff/89MDBw2bJl3bt3d8tE5SGXy8mTLJPJvLy8pk+ffvTo0by8vIyMDNBIrVYLSnmjjBRuXr1er9PpEGwcHx9vMBiSk5OXL18+c+bMLVu2JCYmZmVlZWRkkFe2UQDXLuSsDQYDUWJwV6PRCKKLLGjsgQM5NTU1Li6ORK3rBUK+6wqJQewaydVZWVk5OTl5eXnHjx8/f/48YiUo9AC64mTRIIMIGUpILs4NvHuZ1ZF3uRoEExZoLtBqtRKXSzBgwIBb3aK/FGJl1ljAbBoeHi6Xy1u0aLF+/Xrsrzf3SaBRYLfby8vLn332WWhXYrkWFhZ2q9slIMCYS6mI3wONIrcoUwgUCdnzZgvEC7jF0ldWVuKVoLX7rl27/ve//73yyiuDBg0Cp5XL5UQy4b0EU4XMLySUQdjg16XYYI1G88UXX8TFxR06dEin0yUmJsLZm5iYeOTIETiTtVptTEwMPIGxsbHHjh176qmnpDrAheqFJEktW7akxRVaSEDLFy9ezFyzJ26c+DCfMmCxWHBAbW2tm3+4XpAvET83/iNSCLPZbGQ2pSxo2mMymeDBTktLmz9/Ps+BSSwalX4w9Tz88MNDhgzZsWMHpK3w9ZiYmJSUlBulo+np6YmJifHx8VlZWenp6StWrBg0aFC3bt2efPJJPPf77rtv9OjRe/bsyc3N1el0jUiDUe0JZZaQEpycnAxODtWumJgY3J1Wq42Pj4e/GsHSCN6+BjOHi9vgor6gxIiphseYFMLS09NhUIiKikpPT8/MzMzJyTl9+nR+fn5lZWVRUVFWVlZhYWFZWVlhYeHFixdLSkqwcf78+dLSUsoFIJAIHBIKrkaY3SCYsECzgNPpPHLkCIY2jNf9+/e/1Y1qQmBqgd2U5hjhq7wZkLMX87TRaMQKYPHixW7F7oSmcVPA4XC89tpr8Fog5G/Dhg23ulECAu5wOp2nT58OCQlZsWLFypUrd+3alZ6eTrK0AgI8Kisrk5OTDQbDzp07QWLJJUsOXrhVMfRR+O5DDz3Uo0ePAQMG9OvXr0+fPq+//nrv3r0HDBjwyiuvvPnmmwgKc7PJkmZ1TU0NvK8QiyaXLA6gb5WVlS1ZsqRXr16jR4/u2bNnXX8poWPHjp07d27ZsqUkSU8++eSgQYMGDBgwaNCgwYMHP/744zhGr9ezK2U7KQKccRXI8BHvE76GZRl3wZsVeLExQr0zMhVJon5gHHk+ePBgenq6v7//I488Qg+CaL8kSQiuVqvVb7/99oYNG3bu3Llz584bZaQmk0mn00EpetWqVciR9vLygo+aCu16eXlNnDhx3759Dee+dZgq3L+4OtKAMzIy4Jem2sWQyNLr9VqtFqwYbUb5YnDdekF5yLxnGF5lPpeYYHDVjoI/GcHb2JOXl2c0GrVaLXzXer0+JycH4l4pKSlZWVm5ublFRUWIsMBKjJ7m9WemCCYs0FyA6GgqSXp3M+HrAZ9LQ4DSKfZjcqLB5WpyHdeDmpoafJFmOITB8Ofkg6NYfXHd17g0QqEYNwhS+81mM83016lqczXw37XZbFi1TJo0iZqNeZRux602Bq/2Sc3DTloB1BseZrPZ8BQgONE8fc5Wq3XEiBH88is4OJi5llbo85qamubZOQKNi6tFY/K2MCqXylzsNzU19ddff92yZUtAQMD48eOHDBnyzjvvjBo1as+ePefPn7fb7VRn+JbenECjAW8FphW3kcdqtfJCEnj0GN4hyLx582YUPlUqlRqNBgZ6/OVN9vCvenl5ffrppyEhIevXr1+7du2WLVvS0tIoF70pAr5o9sS/tbW1QUFBmzZt2rhxY3BwMBq/bt06xEWnpKQwxtD+Q4cOMcaqq6utVqvT6UxOTt68eXNISEhubi71TKO3tumQnJy8bdu2devWjRo1ii/SQ9MQuLFKpXr99de//fZb8Lf09HSocxMJBM2D31ir1SYmJoLamUymzMzM1atXP/XUU0ql0svLi96E8ePHUxi8Wq0eO3aswWBITU2Nj48H1UQ0dSNqSt8pgHscJiS9Xp+cnJyfn19UVIRHhkWs88oy19eGYMICzQWCCTOX5hMv1MHqxCbxR7rpbF1nqEm94BUsaJZFtBjPJJmLFqL0COPCXVgdjVZsX21lyVdEpGPcAqiuE6DTPGMvLi7GRDh37tzq6mpY1uvlvYxLCaN1M8VJVlRU4LSVlZXoh3oX3HQjzdPhjJ7R6/VeXl6enp74FT/22GMmkwkHiORMgUbENfISna46qPi3vLwcP22dTjdjxoz27dur1Wq8n15eXoiunDx58v79+2/tHQk0BeoSYFgtiezxLlDMYtHR0cOHD+/Tpw/cfSRSJXFVYeRyOcrGtGnTZtasWVFRUcnJySUlJTQ18GHDaIOzUTXJMWHRXAOzNR/VX/da06dPR5t79ux59uxZvnlWqxUiSU1E2psUZrMZ5oCzZ89u3779xx9/nDRpEqgvfODSlUrUjz/++MCBA4ODg+HVTE1NBSXOy8vLy8tDODpioWNjY6HevGnTpieffJJeA5lMNnbs2ODg4JiYmDFjxvDEG7m7SCqm4OQGVG+60wFtavQtPMypqak5OTkXL17kl1huyeTXgGDCAs0FggkT6ma1McaKi4sZY3a7vaqqKi8vDzvBQMxmM6/C1wAyyYcWOxyOmpqaixcv8u1hV7pMkdjjNophVYGVaN1PAaerui9dyO0wi8XSgDw93ouL+o3V1dX33HOPQqFAjC7O6aZV6OTKObIrg7hog49dp6by2S94Fk6nk2KwG0bm72hQL9FaAT9knU6H/bxSkfC5CdwkrsGE6Xd69uzZyMjITz/99L333sMiGFGsnp6eVPoFr2u3bt0+/vhju93eDH+5dzdolK6traXgI8blA2P79OnTERERS5YskVzBz3xhIaLEPXv2HDx48BtvvLF9+3ZMKNANYlxQFU+83eKDGtdISsm3y5Yt8/LyWrFiRWpqKnMlMzPGKioqcPtFRUXffPMNyW5JkvT+++9j5VBdXc3Pv3VFwm5zuAVhlZWVnTt37vDhw5mZmampqSEhISNGjHj++ed79Ojx0EMP0dxE/dCuXbuPPvooJCQESsuwaCDGWKfTpaSkaLVag8GwadMmvA8ajUYul0+YMEGr1WZkZMBp/Pzzz1Nc+m+//ZaVlYWEXkQsN0MabDAYEKoNdWuK7obdgRaWZKW6HjIsmLBAc4FgwoR6TWWgbRcvXnz55ZdRVU+SpIiICLJqk+xEwyYzYonnzp0bOXKkTCYLCwuDbZsaQ/Y8/Es16KqqqtzoKxEepDxR6HW9a82bd6hSJCTvZ+7UqZOHh8c333zjdhjjHNq4ekVFBYWZud2Im3GB5l24oL/++usOHTrMnz8fX0R3NVu3sM1m42sGqlSqlJQUhOHRYXdW6J3A7YmrMWGbzXby5MmoqKi4uLiNGzd+/vnnL730Uvfu3SlIUqFQgAn7+PhoNBpsd+jQ4emnn66trYWA7a2+OYFGA28ioT00YyI6euPGjePHj4eVBOG1RJlIWWr8+PFbt24lu7PTlTgDs6/bpEaTEY11mA0b99Wqrq7GTIQWqtXqp59+OjMzE5/yUUtarRbLKihFe3h4vPTSS/z01+ht+4tBotOwraenp+t0OpPJlJOTo9VqIaS8d+/eJUuWPProo2DCVAlZoVA88MAD06dPnzNnTnBwcFZWFqKa9Xo9opozMjJGjx6N6ezhhx+eMmUKChdFRUVBz/m5556DNrhare7Tp090dDQKOGVlZWVlZcXFxTWiktadAoSaGwwGCj43GAxJSUnx8fG5ublYa9FSTTBhAYH/g2DC7MpBAWFLyGXF2FFRUTFhwgSq2oqwnA8//BAJGDTvNmxWw1xSWlr6ySefkOk0Ojq6oqKCqDV8rYxLT+KvBWcvn3zFXF5rt51AXYcwu7kkPTh1cc6KigoEtt1///0XLlxgrjzkurdM/+KmqE4AdTtAVgZslJaWrly5kgztVB2+2daFRt/OnTvXy8sLep6SJO3duxefIj27trb2zvI5CNyeuIZPWKvVfvDBBx9//PGAAQPuueceYjWIYFQoFF5eXi1atLjvvvvg4cEBXl5erLnasO5iUIYwCRTTjBMdHT1u3LjXX3+dyhEhhlatVvv4+KhUqo4dO4aHh6emph47dqygoIA0rvgwIp4DV1dXg17iL8/ASZyiseDk0pTIyenh4bF69Wo3uRCHw/Gf//wHTkviw4MHD2ZXSWC+RjbTHQGn03nx4sXs7Gxobut0Oq1WS9rIoaGha9asefvtt8nGgT7B4PDMM89s375dr9efOHEiNTUVLDojIwOfqlSqp556CoWL4BPOzs4+dOgQ1DHwFDp27AgRPYUkqAAAIABJREFUKVQbhuAWXMfNDeQPhxI1AD/56dOn+bWfYMICAv8HwYTdwLs3MblGRERQON+8efMGDx4sSdLf//733bt322w2txJ/NwTQv6Kion79+kmShAQbhUKRmprKU5eamhp+miwvL09KSvrtt9927NiRnJxMUpNuSlR2u33hwoWUm8QzTOKNFFrcsBImYKe8bfv8+fNk3T916hTOjLhuWhhR95aXl5tMpvDw8PDw8IMHD5aVlfGyXlQ0gmwN5eXlc+fOxaoa3bVp0yYnl6jcgFu4o0HdlZCQgHhC9Iyvr29xcbHT6eQFae7olZbA7YCrMeHa2to1a9ZIHGQymYeHh1wuf/nllxcvXkyxeTqd7quvviImLJPJKDpaVFG6a0BMlYbuy5cvHz58uEuXLmQZIZkluVzesWPHoUOHhoaGUvgSMn3qnpkPrsZ851YDoq7htXGBsbRPnz4Slwe7b98+3GxxcfHevXt5FzcM6CBsw4YNw+oCsVGUrFRvMNrtDBjfEZputVohCIIFxpkzZ06cOJGdnQ0FZvh49Xp9SkpKamoqSu+uWrXq1VdfdaPEDz/88ObNm7Ozs00mU0ZGxqZNm+BDVqlU//vf/4xGY0xMTFpaWn5+fnx8fE5OTkxMDF8xYeXKlfHx8XSVZiiXZTAYIF6NOHMDJ1VtMBi0Wm1qampxcTH9OgQTFhD4PwgmDLjpJyPghzF24cIFVBH09fW9cOGC1WotKipCUbs333wTCUs3o0uUk5PTtWtXzJRqtXrevHlpaWn8AcQzKysrMzIy3nnnHVJllCSpVatWI0aMOHz4MA5GIpbNZqupqdm9e7dard6+fTuWCBaLBS2Elf3SpUv0FczNDWg8wNvgT5w4QfdC2Vx1e6a4uPj777+H7wg30qJFi1GjRi1YsACLZuhv8U+kqKho9uzZrVq1klziGeHh4fwBzZDpUaBgYmIi73+QJAlaROgTERot0Ci4hk94y5YtLVq0gC1GrVbjbQwKCgoLC0tMTMSi2W63R0VFffrpp3hR5XK5Wq2+dOnSH3/8wZrl7/duBZFV/FtaWjpnzhy8HhJXYleSpNGjR69evbqwsJBsslVVVbyiBG1gauN5Ly82SZfmmTBsNI04+sFynZaW1rlzZ+K6jz32GHQZzp8/P3To0L/97W8IdsAk+PnnnxOj6969Ox+7dKf7gesFuPHly5dPnjyZlZWF8ryJiYmZmZkpKSk6nS4zMzMzMzMiIgJBcJjQMSD07dt33rx5RqMxOjq6d+/e2K9SqVDnGQWKUlNTjx49mpqaGhUVRTlB999/f3BwMGr/ovgzCg7dUlp6C4BKyMnJyRQXTcWKUfG4oKCAUu0EExYQ+D8IJgzwruCKioqUlJSIiAiz2bx69WqkB1PEaU1NTVBQECb1iIgI5jKBN8CnYbVaX3nlFVC7MWPGgJ1SASG3qkKJiYm814U4D3ykRqMR56RlwZdffqlUKvfs2ePkxC1KSkrWrl3bo0ePVq1a/fDDD6yhBJ7vNLpiRUVFRkYGUneee+455lrdktg11gHZ2dn//e9/0XgYdOle1Gr1hg0bKioq3FS77Xb7smXLEE3XvXv3tLQ0Wt/g1m7GM3/ngp5dcXHxV199BX0RGEr69u2LriMfy61sqMBdgasxYbvdvn379r///e/0K/b19fXz8wMV4d9DvV4/Y8YM/idvNBqhOSRwN4HkKvbs2dO7d29e/xk02MPD4+uvvz5x4gRzjWNkqyXwuhL8gM+rS9ABfw2rrKysXLNmDaYtjLRKpXLTpk1ms9lkMuHWqLjulClTqqqq4DpWKpUDBw7ESdwSlJraj91EgG3CrdwGqX8h1sNisUAfG7Ywp9NZVVUFg0JJSUlCQsLChQthNYOUgCRJ/v7+r776KkwJsJJnZGQkJSUZjUbUy0Ua8BdffEFe9+7du+v1+tTUVIPBkJ6ertfryRfarIAkYbp3VCc2cJT4+PHjlG5wPa+cYMICzQUmk0nilP0GDBhwJw7KNw9ia4yxysrKFStWSJL09ttvg1107dqVKjTYbLZz586hu3x9fWkmxrjPrhRMrnfEodSmAwcOgGbPmTPHrSXOK1OXY2NjNRoNrSc8PDx+/fXXRYsW0b+SJJ0+fZq/yubNmyVJ+v3337GGwGl/+uknOv6ZZ56hg69tOMfKg+8i3B0td6jBe/fuJa5eXFzMC8NS5zz55JMqlQrpxHK5fMGCBVu3bn366afRKm9v78DAQObyXaNhFy5cwJw3dOjQepOfmyfQ/5AtXbNmDWlHS5LUr18/SkgjibVb21qBuxiRkZGTJ0+mqWTq1KkTJ05MS0v77rvvsLNz584jRoygEYx40cSJEydOnFheXn4NJnMNX7TALQTNbjQm418M9VqtlrSgKTl81KhRAwcOhN3WjUfdETCbzcHBwTzd9fDwCAgIYIylpKTwJp558+Yxxrp37+7j4yOXyxUKhb+/PxNZAHVw+fLlefPmderUCb3Hh7wpFIolS5Z89tlnWBuMGTPmqaee2rx58+XLlzt37kzkuUePHvCFGgwGpChDR5pChSGqDOAwg8GQlpaGNGaDwZCQkJCSkpKRkWFwlV8C9zYajaCXdzSoqFJKSgrvZvhTCCYs0CxQVlZ27Nix+++/H4Z8hUIxaNCg5uk+cuMJR48epQKYPj4+mOqotq3dbn/zzTclSRo9erSbAMbBgwd79eo1cuTIb7/99sMPP5w2bRqEtWw2W1lZGV/VjTE2depU0Gw+RZbVKQicmJhINfq8vb0/+eQTeFGqq6t/+eUX8B+VShUTE8MXadi2bZskSbt376bT/vDDD1iUYKbp0aNHSUnJjT5u6igovtpstsLCQuyx2+1r164lq0pBQQEvlckYq6mpGT9+PC2POnToEBISggNyc3Mpeez555/nayw5HI6EhASVStW+ffv4+Pgbau3dDX5RtXHjRt7rMnDgQDcCfMctOgXuFFgslgMHDsycORMDi7e39+eff/7ZZ5+ZTKbvv//e19dXLpe/+OKLEyZMcKPBSqVywIABUBK6BgQTvp0BS9zly5ctFgtZVP/444+3334bxmKaEdq0aYNIeMYFPd1B6w2Mt9u3b8ftKBQKWHY2bdrEGDty5AjV9VEqlYwxs9k8ePBg4saDBw9unrFL1wBFxYeHh3fo0IE4MN4cbKhUKrVaTbrTEydOPHPmzKhRo7Ba8PLy6t+/f3FxcVlZ2R9//HHp0qWTJ0+aTKb4+HgECScmJkJUmUKFwZPxKf+v0WiMj49PTExEVSew67vAtwzCj/sqKyu7/pWAYMICzQW1tbULFizw8PDw8PBQq9XDhg1rtjK8AGa74uJiKoDZv39/UjZmLmrx3nvv+fj4TJo0iTFWWVmJZVlGRgYlskquHJh33nkHKsoAdW9hYaFMJvP09ETp3bpqzxiw8vPze/bsCQ7s4eGxfv16zKZg4Pn5+bTOQDg3cwVfBQQEYKfVarXb7atXr8ZJZs+enZWVdebMGRLTAq6xsjSbzbhr+GkvX74cHh7++eef06XHjRuXnJxst9unTZtGt5+Tk0PKz/j60qVLMXt5enpOnTrVLSP6rbfeAkmeP39+RUUFRb45HI533nlHpVKNHDmSCd8mB6osYrFYjh49ivR1LNGGDBmCKAaU/RCOCIEmRW5u7v79+3lRaKVS+c0330AlWKlUjhs3bvXq1QhsUSqVFCXbsmXLFi1aWK1WCrqpC8GEb0/gEWBsAR+urq7et2/fsGHDEN3q5eVFvtOhQ4fGxcWxO9kkh5aTOJxKpcLdwVBOJh6ZTJaQkBAVFUVB1Gq1WiaTvfbaa7f6Dm47oA45Fj9nz5796aefnnnmGZKY9vb2Roo19S3WqBs2bCCnsSRJS5YsgfMA1vmysrILFy4UFRWlp6enpaUhVzk5OTktLS0zMzM9PT0rKws+UoNLYxmldw0GQ3x8PPYkJCRotVqtVnsX+IQBGAJKS0tFPWEBgStgs9kuXLjw/vvv00DTbPOEmYtiUdlDGmdnzJjBXGG6VqvVYrGcPHmyY8eOkiQh1ZYUrV5++WV0o6enJ7FEmUzWr1+/jRs3njx5kq5ls9lyc3Mxsqenp9N+XiMEG2CwmE337NmDNpAdPS8vj55dVlYW41Jzp02bplQqd+zYwRjLz89XqVReXl47d+50W0Tyhvxrg/KWJ0+eTKQLGzKZbNWqVYyxjz76CD5nMGHeYX727Fn0p5eX1+jRo2Fc4AtgzJ07F19cv349uzJgG+bhgICAu09i5OaBHjabzV27dqXOf+aZZ4KCghhjSNAS/SbQpCgpKTl+/DiNeNiYPXu2v78/tseOHbt69WpeVpfHtU8umPDticrKSrfC71OmTOFrmwPt27ffu3cvEeCSkhJ23Zo9tyGWLFlCYU2oBbVx40bGGF8Z6MiR/8/ed4dHVW1vnymZmVRIRMDy6bXr1StFmiBgoUpHkI4oyvWiIh2kSZGOgoAgBAidUKWHlpBCZtJn0klICBAgkJCeTM3M/v54f7Oe7QSiRJKQ5Lx/5JnMnLrPPnutd9ULM2fOxDb43sXFpXPnzozzgoqA9YRx88dms6Wnp48YMQJeBPjYsZ5IpVJItxdffPGLL74Q7NFtgiDk5eXxhyXDPWpc4y8V4DQajVeuXEFZqZiYGMqhhcs0LCwM4dORkZE6nS4qKqoO+IQp0jsqKiovL88m9hMWIcIBAQEBIDNubm7u7u4dO3as6SuqMYCPEWcgJrx69WoK7sVP48aNwyqckpJCgi0gIACxUl5eXps3b1ar1Xv37v3555/J9TFq1Chai3EunEKr1TL7qu1wSWlpae3atYNu0atXL2yGM+IIMTExVEcKF0mVoqdMmSKVSnft2sUYmzJlikwmQ/Us/kYcQrIfNDJWO2w229atW5s2bQoJ1LRp002bNp0+fXr+/PmofYLuCDKZTCqVgvlTjvG0adMoMDshIYHZzQrMXuRz7Nix+JU3DeA2hw8f/sQTT3h7e9fzgIX7gmw3ffr0kclkxENefPFFKJ2AWEFaRBUBS4fZbHZycpJIJGQmmzt37oABA5RKpZub26hRo+bOnUsUAsCC4OLiQnP4vhCZ8GMLdNOhf/HoYbh0d3dXKBRTp069dOkS+gjwNbGKiop4l3KtQGlpKYVoIZ4Li+327dvLysoEe/VKQRBiYmKkUik+K5VKGIBGjRolRkc7AB0WaSbgw40bN1544YXOnTsfPXr0gw8+EOzNqGjFgEakUqnkcvn69euZvUBXeY5Hn0nVKS4uTkxMhONXp9OhqHJ8fDwKLMfExCQnJ0dxxLgO9CUmJqzT6cj6IDJhESL+D1arNTk5+bXXXuNVE19f35q+rpqBAxWkmJyZM2fyLGLJkiX4vmfPnkRfLRbLvHnzZDKZTCY7ceIEs0c7l5aWent741DPPfcc0WZQ4tatW0skkunTpzO7qRgNBmmDvXv3UruRSZMm0TWgJQmzV8BydXXds2cP7YW/SNs7d+7ciRMnBEGYOnUqfiIyyZezqjjkmM9YhhBCfGNAQAC+R+sjJFCh6IVcLkcyM2R/fn4+1CO4pm/dusX+zM2ioqIg7fr378/fhV6vLykp2b9/vyAIbdu2/RuPsR4Bjw/B+aWlpbCUC5xTjho+MzGqXEQVo6SkhHf5ymSymTNn9u3bF/+qVKqnnnoKKwClU5JXZ+vWrbCO3RciE348AZlltVrPnz8fFBQUEBDAP/3XXntt4cKFzL7+EAnkbb61LlLaZDINGzasUaNG/J16e3sPGzZMEAR8r1KpFi9eDHcxtnF2dnZ1deVLV4pgHBkj3wDj2miRohIUFDRo0KBWrVrx9faga8FRgfwvxhmFGRe6j7UCg19WVnbz5k3kDKOAllqtjomJQT3qP/74Y/v27Rs2bPD29g4NDU1LS1Or1YiartVAnnB0dHRSUtJD+RJEJiyiXgACad26dahg7OTkpFKpfvvtt5q+rhqAjauyyxgzGo1KpRLFqEaPHo0v9Xp9QECAi4uLVCodMmRIcnIyCXKDwQB36JQpU3jpXlhYWFpaCjEpCEJycjIfyZOcnKxQKJycnMhQx7hgV7PZfODAATBPqVTq5ua2c+dOVBzR6/UJCQnTpk0DDf7hhx9Ql4sv6fzJJ58IgjB//vz33nuvQYMGKSkppIuU1yNNJlPFPkPk4cTHx+NGXF1dx48fzxgzm824eKvV2qVLF8FemFqwt5iiZsv4EilAX331FRTfsrKy/Pz8bdu2IbGwTZs2qampzK5j0UXm5+d37NhRoVBcvHhR1IAJ/FCYzeajR4/CSCGRSOCOYH9uOiJCRFWAtNiuXbu++eabZIvp0KHDm2++iWo3ZJ2RyWRkZIQPWSqV9urV68yZMw86vsiEH2fs2bPH1dUVEoqsG2PGjLl9+zYFKDHGysrKqAqGzd5wuHaZ56xWa1RUFIXs0jTeu3dv165dceNSqXTDhg2vvPIKflIoFNRFyWAwiDFN5VHeNECvNp9dlZGRsWfPnrfeeoscwhhhDw+P/fv3h4eHO+wLONhcysrKrly5Eh4eDmYYFRWl0WhiY2Ojo6N37979r3/9C2S7adOmM2fOPHnypJ+f3+XLl2uayf5TUEmw9PT0h1o2RSYsol4AriS02yFvEpJe6hv4fCeTyXTv3j1S3ZRK5YEDB3799dfhw4fjy+bNm6PclNVqLSoqslqt6Kskl8uXLVuG7ynUx2Kx7Nq1Cwzw5s2bFg6MsXHjxgmCMHv2bCS0MM5TarFYeCu7YK+2Cm0SV+Li4rJq1Sp+dcPuxcXFVGpCoVDMnz+fPcAa/XdM1CS/dTodsaxLly5hX6Sh+vv7C/YoJjixDxw4YLPZqFwWXTz+kl8IodSCILRt2xYdlRmX4UNPB7O0bdu2ojJRHphLZWVllKQHtYxxaWliqrCIqsaECRN69eqFNQeLANUOhAMHbzotrQR3d3dUB7gvRCb8eMJisZw4cQIR0fza/umnnyYmJrL7RWCiQhJvd65dbuFLly4RxcXfd95558qVK4h9wMS22WwwCpMP083Nbfny5TiCOG8JZBAhny2CpfHBarWaTCabzUaqlM1mi4+PX7duHQ0saRHvvPNOTEwMY8xkMvGeYRyBcQpefHw86kIjSVij0eh0usDAwMWLFwt2bxCeXZMmTfr27RsaGlrTTPafQqfTaTSa6OhoNNq02XuX/CVEJiyivqC0tHT79u0UxiMIwr59+5h9kaLwJ1bXoyt5QmgymZKSkqC0UWoryTmFQnH58mVqUA6CgfJXUqn0l19+oVAfbGM2m9Fl18PDg2/MC4DrKpXK0tJSCAOwcfzNy8vr1KkT2Z6pDieZn1euXEkMhy87YbVawVexCxod/XOd49y5c9Bx0fiE5BZjrHXr1hAhCoUCggrFuuiqNm7cKHCZgRA2+CAIwsSJEzMyMpCK7HBSaE63b9+GByk0NJRP/uHd+P/w7mojKIKAMVZWVoYUbgQaCILQp0+fmr5AEXUfpG4+/fTTRHoBJycnuVzev3//rl27UhEBfikjG9/q1avv3btHgY4VLFaof1NaWopqf/yWf1/JE/GwQEoOhBTyfjds2AApCTIsk8lgcn3cYDKZ+GRUmjD8VCGLbcXzZ+XKlZCAZM2ZNWvWpk2bSJC99dZber2+Q4cOgr0zJdKJ/fz8+IPjGkiAQvDhS/4C8A1vzcSv9VPYASaT6dSpU6NGjerUqdNbb71FWpkgCK1bt0ZuGuPS0/AvnBMGgwFZwZcuXUJBrMjIyPDwcH9//6+++or8zGhaSbkeKBI+cuTIffv27d69G1HTqLkVFxeH42i1WrVaHRsbGxkZCSczEB4ertFoIiMjqY9x1QFR3/B1UyUwNJSKiIhITU2toD7/fSEyYRH1AohW0mq1L7zwAjE91FhycBXW+ZWXuAQskaiDivouWBAh8t3d3VesWMEPDmyWWq0WHSOmTJmC71EbGSM8ZcoUHAGSD5HGzD6qUAr/97//Mc77SmQPTTjd3d2XLVt29OhRPz+/pKSkgIAAtVrNx1QTJ4dA1el0pGV+//33aPxLqTKVGB+DwWC1WtPS0iAkxowZQ7nKBQUFvr6+GCWlUvnNN9/8/vvvXl5eX3/9NbN7jBljYWFh2Oajjz7asWNHdHT02bNnDx8+fPDgwbS0NKhWAPonlZSUlJSU8O2LJ0+eLAhC586dc3Nz+ZutxO3UDZRX2saNG8dzjL59+8KOgFlXIxcpov7gjTfeeOaZZ6h5DCKfBUEYMWLE2LFjv/zyS3wptwNFEJDyN3/+/LCwMJ6osHKBDFici4uL8/LycnJyYHN0mNjiPH/kuO8I7927F0sNjJtyuXzatGmoVF9Dl1kRSGSbTCaH4pTEgWmDCg4C8Yf7ValUSqXSYDCgQIaLi4unp+eCBQvWr1//xhtv8Dbr0aNHGwwGi8WCLCQHLyVjDD/Rv2VlZQ4lpjHbWT3QxCoGzS6oH+np6bt27RK4MJNnnnlmxYoV0dHRtDHfApMxlpCQ4O/vf+PGjdDQ0ODgYARLr127Fk9KpVL1799/0qRJTz/9NA5Ibmfg7bffXrVqFWhwVFSURqNB4+LExMS4uLjo6Gi1Wo283LCwsPDwcJ1Op9PpwsPDL126VNVMGF7usLAwlAFDVTCtVqvRaBISEu7cufOwOeoiExZRv9CrVy+yh7355ptZWVlUiZ4KF9X0NVYr7ty5A33uiSeeCAsL279//7Fjx5KTkzUaDeNCd2j7wsLCiRMngjwj05UxRv6K//3vf1AaGGNklgNJzsnJgfvO09OTjonjw5yJJpyCICxatIgxVlZWhnhsxtmV6TKIYx8+fFgikYDJBwcHY+NKM2HeBzt+/Hi0nl69ejUuIzk5uXHjxpg83333XWFh4Zw5c+AogNpRWlpqs9muXr0K/fjtt9++ceMGf3y6JKPRWL6GNukEo0aNwllu3LhBE5JPJapv4B8lnsWZM2fIki2RSPr160eOjsdTQxVRZ2AymVq3bv3ss8+Sm5fU0/Hjx//www+zZs0i15lgb4sCJgy2vHbtWodjOqhuWCFLSkry8/Nzc3NNJhMfFQLU29WgSgGLAz2O/fv3Q7jgr5ub26xZs9As4PG0RGCqMPvloeQ1DKl0U3/ZUHDBggW4Zd7a+Msvv2zZsoVykV566SX8SmYghUKxbds2vsg2hT7h1CQNLRYL+TAhNMGQ6QpJiEOwPupBetyBIGqHdrhms1mtVs+ePZtCpj09Pd9+++0ePXrQYMIMwRhDuayUlBS1Wh0UFJSSkhISEqJWq1u2bEkPdPr06bGxsevWrRs4cCCCHaAb09rVqlUrX1/fqKgorVYbGxsbExOD9tHotxQXFxcaGhobG6vT6eCkDQ8PV6vVVU2Do6KiYmNjo6KiwIRBjKOjoyMiInQ63c2bN2kW3Tfy7r4QmbCI+gK4CocMGcLb1c6dO8fsxlFKQazhC616YIWFVzYpKYlWRvwK6gWBCtDKgiG6cuUKVsxJkyaBr+LX2NhYsiYSd83JycEZFy1aBOoyZMgQLNwkjHElN27cmDx5MoIMN27ciB1ps6ysrKVLl964cYPEA9a4VatW4aRPPvlkZmYmzy0r8ShxcLig1Wp1t27dwGmHDRs2adIkdFF2cXFZtmyZTqdjjI0bN06lUqlUKuxOWWHbtm3DzX7wwQdUKtZsNkMDOHDgwOnTpym5mnFKldlsPnXqFNlos7OzeeUAZLgeasB8uh2caQkJCYK9fLdUKm3ZsiW6W4kQUXWg5eWLL7547733QADIHCOVSidNmjRlypTJkydDxPDVs2jL9u3bDxgwAAssVkKepfBACDQW4fKGsHq4DlQDyEBpMBh+/vlnuEYpqWrOnDnY7PFvlssnkdLVguT/JbccOHCgwAXNwiIcGRnZqlUrQRDkcjn6I9D0hj6wfPly3pFgNptBwhMTE8+cORMQENCjR4+rV6/yzt7yVaZLS0vz8/NJLDr4seshTCYT7ObMriktWrTo3XffFTh07NjRz88PxUQZY6hCgs5JAQEB6enpFy5cGDt2LKw5VMdk6tSpiHlOSEiIiIiIjo4OCQlJSEhYsWIFqr1g4wMHDkRFRWk0GnRaiouLS09PRyy0RqMBC42KitLpdPDTxsfHVzUTppMSECN9/fp1muq0PP6ddVJkwiLqBchJeObMGVq4lUolOu44oA5rGDCS8dFHFy5ckEgkCoXC3d0dTVmhdd13d5Bem822du1aSMERI0ZkZGTExcXFxsZSb5sVK1YwLropPz9/8eLF6LsgkUguXLhAkVHYgAY8KysLDmdgwYIFOPKqVatQIcnf31+v15M+ajabf/rpJ2wMNwt8KZU2apDQxRFQQJsXOZ6ent7e3qhrfeXKFdKQaP1F1Jxerw8KCkKhcplMNm7cuJCQkBs3bhw4cGDw4MEwB0BpIH0FY3L06FEvLy9BEBo2bDhhwoT7Wu7rg7GmPCj4GRNYo9GQqBYEwcnJ6dChQxjDeq45iag60MqzZMmSAQMG8EwYnydOnPjNN99899139L1cLn/22Wffeeedl19++fnnn5fJZM8880y7du0ckoThtXuQ6KEm59Vzm/UWVLuIMVZQUAC+B1bg4eExc+ZMLNqPc7c2q9VKUbLoy0A/FRQUEFOt2Cfcr18/2G5QERqynjG2YcMGZ2fn+/b48fLyglg0Go1GoxEnun379tq1a9u0aUOC8r///S886iB4ON2hQ4e2bdu2efPmlJQUfOPQXqgeorzJm+ZbUVHR9evXd+7cOWXKFCRfCILQqFGjGTNm/P7770lJSRjYpKSkkJCQ1NTU0NBQpJ7xT+2VV17x9fVNTEzUaDRgkvHx8eg/HBYWhqpaTz75pCAI7733HqKgkZoLAhwREZGcnIzY6YiIiCguYhn/VinA2+GaRrHoy5cvX79+Xa/Xl18k/46+JDJhEfUF0DMKCgrQ7BF4+umnUYiv9tZobRA4AAAgAElEQVR4rAT4xWLt2rUojLFgwQJWrp4W4xJ76FeMj7e3NzibSqWCrRESsUGDBhhSyML09PSJEydiSX3uuedWr17Nm41tNptDA/Tr169Pnz4dgtPd3R0yGP+6urpevnyZ/bl8lEajmT59upeXl06nc1gEK9fP0KEyTU5OzokTJw4dOnT8+PEff/wxNjaW7AWZmZmCPZRIp9PdvXuXD3iGdxdaFDWigLrctGnTjRs38ndttVqLi4uXLl0KqaZQKHr06EEKjWgXZ3btE1PRarVeuHCBYvPwLm/duhVPvJ4nmImoahiNxi1btgwfPhwTD95gvNrwCc+ePZsKxatUqtdee61r166tWrV66623UFvoxRdfvHHjhkNyRHm5I9aOrn7ANGkwGJYtW0Zx7xKJZNq0aWB6JSUl/6QORZWC7xGYlZX1008/DRo0qHv37t26devateuwYcPWrl177do19lc0vnv37giXJahUKovFwnffQHUlfFYqlYsXL2Z/1hCKi4vbtGlD2ysUCmSitmrVirbU6/X79u1r3LgxXpZu3boh5QpruDjzYZqhSGneNACXAEqKkJvXycnp9ddfHzhwYH5+vtFoRFTz+fPnKQcYhe4FQWjfvj2KaWk0mri4OPK1BgYGJicnR0VF0YPr2LGjRqNJTk6Oi4sLCQnBMa9cuRIQEKDT6UaOHNm2bdvly5dHR0cjU9fBW1sVQOtjnEir1V65ciU/P593AjuUiPvLcRaZsIh6Ad4Cevz4cU9PT1rHp0yZAmZVr6pxIp3SbDYPGDAA693JkycZV8cCggr5KmgIQTtiG7PZfOjQIVphnZ2dUT3S29ub2Qf88uXLqC0J+rd06VI6OMVo8dG/+HDv3j0fH5/+/fsTdVSpVEuWLKHgH6QV0b0UFRXFxcXhMyKy/omOgivX6/V8shP7c7vagoIChCzCBCAIQkxMDEkpq9WanZ2Ng8THx0+YMAFSChsPHz780qVL/BkRfz5mzBjcrKur68iRIylpCtOynusE5W0BISEh5JpARP3u3bvxk9hFSURVIyQkZMaMGQ6lsARBmDdv3oIFC5YvX06RpeBRCGnha9Ls2LEjPj4eDjTeDgtgfea70ImoNty+fXv27Nlk24Ud09/f32AwkGQh1/FjBZpCkydPfv3114mCClxb2ldffXXJkiXx8fEVHGfQoEGCIGB6Y69WrVqVlZVt2rQJEWRksZVIJDKZrFmzZklJScxO1QwGQ3Z29tChQwW7Rx1He+WVV3BAZpf7s2bNQhFTusJnnnkmICCAcYpBPfQMI4jdQY0hNYwCEzAyVqt10KBBL7/8Mm8XxkP/5ptvJk2ahMUHI0/Gi3bt2qHKFKpDo+5UVFQUUn99fX2xl6urK76JjY3VaDRqtTo5Ofnnn3/+7LPPMAeUSiUeXJMmTX777beMjIyAgICqZsLwTsfFxaWmpt66dau4uJh/GSuh/olMWER9ATkSqVEeVuePPvoIGzjUJ6irANOj2+zcuTMWx1OnTjlUii6/I1EyEk7Xr1/38/Pz8fHZunXr/PnzYTXHSoSlfNKkSeAqx48f58P/eGrN7GKPtwTfvHkzICAgPj4ecS90Rt6lrNfradUrn7iFSl2VAF0bdZBCXC7jDAEYkIiIiPbt2zs5OcFZDYpOdnFEPJpMJkQNJSQkJCYm0lVRJwl82L59O+YknPP3jV6rt0GSZBRg9uj96OhogetjKQjC9u3b66HOJKI6QSukTqebN28e3y4Ync9WrVq1dOnSFStWQO+kKlkICVEqlbTL6tWrETtD4N9r259RrTdZj4G1ZebMmfxjFQRhwIABJJuIAz+GdnOSvEjMQdJTeYIkCMLQoUP5RGIH9OzZE+Wy4BWXSqVgp7t27SI/Ocw6OODWrVsZY4WFhbx4+vjjj3EubCmRSC5evIjxxDZGoxHBYk888QTYFH5FH6byjRjrFfi3ni8jgg/EijFjjUbjjh07hD93bsNfiEjeBoeaZ+3bt9dqtTExMeHh4cSEExISYmJiNBpN586daS+UpwoKCoqOjk5PTz99+rSrqyuZQnAiLHe9evU6e/Zsenp6VTNh9ElOTU3NyckhDZBy4mi4/n4wnciERdQXYGGFPCspKVEqlfQy+/j40OtEPXjqPLBGdOjQwc3NTSaThYeHw//wzwU8710vLi7OzMzMzs7mmWqdUe8sFkthYWFeXh4fkVu5WzMajbdu3crMzASdq8+Vou8LCiXAv8HBwbyGBybMHsuQRRF1DBAQPj4+xC7QMAlOmAkTJnz99ddQDSUPgEKhaNKkyb59++gdF0P6qxNUHZr87XimhYWF8Aa7u7uTla1FixY1ea0PA5SobNGiBa6c/LGC3eNKE1Umk82ePRvdGUpLS2n62Ww2h10ww8GEt2zZgi/hFkaDJZjRS0tLsfZevHhRpVLR6GFLpVLp6+t78uRJHPatt94KCQlp164dz9nwysjl8kuXLpWnNw63WfE6T48VtmkHGxPjZDS25MMueO5N+9635xmfhl2z7y91q4qIiECUH1LeiKNieJ2cnF599VX8+9///hcJvWq1GhWzdDqdWq1OTEyMiIigEtMSiQR1oePj46OjowcNGoSnSU8Nn/H31VdfPXnyZGRkpEaj0Wq1ERERCL2Oi4uLiIhACjHqS0+aNAk0++WXXz59+nR8fHxERAROHRwcDGYeFhaGJOSkpCR8ExoampSUdOXKlZycnIKCAocx/yeKq8iERdQLkOeNesOOHz+ebJDDhg1DFzu4NOsw+NXcZrPl5+dT1nRiYqLDlpVY3GESpkHGWYqLiym3it+ssjfxeMFoNJISAFTi1mDINBgM5dssi+ABMlxcXHzp0iUvLy+RCYuofmBh3LNnD6oAonUwJuGUKVMmTpxIZf8exISlUqmzszPF84uofpB0Ky4uhg6t1+sRL8ZHtn/xxRfXr1+v0St9OKxZs8bNzU0ikVCtR3d3d6VSuX79+v3790PhIRtiUFAQ7VhUVAQZ7cCcZTLZiBEjkF188OBBGhlQLKVSefjwYSKEOTk5n332Gc18eKShaO3bt+/YsWNIP6bGSwLnrqQzXrx4kTGm1+sp1roS48CnFfBOQtRc5NsZ8jSYgr/gEaF/CQaD4b6M6/EJEMjKyjp16tTGjRtRJYsms0wmU6lU+/fvR2Fwaoyk0+lCQ0N/++23lStXqtVqtVr9xx9/vP322yC3o0aNunz5slarDQkJGTFiRNOmTXG04cOHT506dcmSJbNmzeL9wwMHDjx27Fh0dHR4eDj8zKikFRkZiYbD0dHRq1evpip0Eonkhx9+QDOkyMjI2NjYpKQktVodEhKi0+nWr18/efLk2bNnHzlyRK/Xl5SUYDI4pOwxruR75SAyYRH1AnhJ8OZguffz88MSjFiR06dPY8sHNbSoG3AIjU5LS8P6JZfLkYWLfnSVNnDC2VtBT1f8CiZcZ8geLwUrd1/1JAzhEcJgMHz//fciExZRncCbjqYmx48fRwwhr25u2LBhwYIF06dPfxAHBrCxt7c3aBgf/C+i2lB+rQgKCqL1pGHDhh06dEABp9qC5OTkN954g2iqIAhDhw49cOCARqNBRwPipfgAJsyHSV+7dg3zGe2jcKj9+/czxgwGw6+//urs7KxUKpVKJdQnmUyGHS0Wi16vp/hnugbMdoVCce7cuS1btjRo0AAUC68MtVfg81xCQ0MZY6CsfNAE78CveJ0vLS0loUxb5uXlEQcub4t3+Oa+zJbfncz9jw8HdnA2pKWlwbKDR4kH8dVXX506dWrLli07duz44IMPduzYcezYsS5dukAT7tGjx8KFC6dMmYIH0bRp002bNmk0muDgYLiOgFdffXXv3r1JSUlhYWFqtRqPEhPjk08+QRy1RqOJjIyMsrdfioqKQjD2qlWraHsc7eeff87IyEhPT09ISLhx40Zubm52drbRaMzOzu7YsSNmS7du3VCplE9PA0jnFH3CIkT8BfCSUOdb4ODBg3h7BUHw9PSkxM4ausbqA90jWtGoVKoGDRogf/VRWQHuSwgdij/VSc2vcjflIIPF0GgH8NOJBN727dtFJiyiOsFXQAgNDZ02bRpVoJFIJF5eXjk5OefOnUMxLeHBPmHs8uOPP2o0Gmb3ej0+KnWdB8QcXwGLMRYVFQUWR3aNmTNnslpVgQ85IwR3d/ebN28yxtCgITU1FbQTtRs9PDyCg4MxAog3Lioq+vzzz2l+SqVSlUrVp08fFIBUq9V8uDU0h9atW1MBp7Kysm3btoHk4CAYT/z97rvvUMSLkucp+ppqLwmC8PHHHyckJOB2Ll++7O/vr9FoHOprUjBwBUNBAVYVeAtJpjgEPxOtInUItJzft3yzxhr0oNA1ILLModmH0Whs27Ythpoyex3aQ1LVq2XLlv38888dOnTo2LHj8uXLL1y4EBsbu3jxYiKunTp1OnfuXFJSEnopabVaOoirq+uPP/6o1WoTEhLS09MzMzNv3Lhx69atnJyc7OzsrKysu3fvote6XC7HDBkwYADjHhZjDOWvzGbz3r17aYa4urpGRERU3QopMmER9QhUzYisSijqgIidQ4cO1QcGQoLBYDAcO3YMkqlfv374lUKD/rlRgMKk+dikvzS71i78c28wD6oW65DLJAKRGlTTDuV2vb29RSYsojpBZeRtNtuVK1cOHTqEJGHMQCcnJ8bY2bNnP/roI6LHD4qOlkqlvXv3njt3Lo7sEOwnokrBk5acnBzGmF6vR6d3BJEKgvDss8/CWVqLYsSICaOulVwuZ/YKKUVFRdT3SxCExo0bf/LJJyj4zOz3mJCQgErOFPksCMLx48cZY3l5ebNmzRLsTRNVKpVSqdy6dStYK96Lu3fvol40OXhnzJgh2GOhqRYxsglAyaRSqaenJ2UvC8L/UZLLly9v27btpZdeAmmfNm3akSNH8JPJZKqg1hfAuw15logPvFEVKh8RXRjrUS2Fz0amX6mnEX+0Gn9z76tK8aN05cqVMWPGIFidGl5gzJGpgce0cOHC8PBwnU4XFBSEpNzk5OQjR4706dMHr0b//v337Nlz+fLlwMDAqKgodE4SOAfv2rVr7969e+/ePXTfJGMBRjgiIoLmJyw1nTp14q+WqsnExcUhzJ4Yu0ajQVo7OeQfYZKdyIRF1AuYzWbIAyxtSF61Wq3JycnUY8DZ2TkwMNBoNNbtUFXePooKFjKZrGfPnsiUpo7KlcsTBpfjqS8kzX3DV2pcfvxzkATlU6Mrh/ICtRb5IqoZGCjRJyyimsGbqPLy8lJTU9FphvR4k8m0ceNGUAhUk74v4BN76qmn3nnnHdHsVf0oHxm7Y8cOlUqFfmyCIHh5ea1YsaLWPZRLly5R30EiljabrbCwcNy4cURugV27dmEvipVbvXq1l5cXOJKTkxPoDX5atGiRVCrlHYkKhQKaElQmq9UaEhJCLAu4cOFCkyZNeN7VuHFjwR6p6+Xl5e/vP3XqVOJjUqmUMVZYWNi6dWukrREXatKkCRo0MsYKCgr+cigc8rwc4gHvG5hGeQr0L7+Njevd6BCghJTmGrfsg6XTtZlMJqPRiLbDer0+Nzf3/PnzvClEsDuB0FL0xRdfvHDhQlRUVHh4eGJi4tWrV4ODg5OSktD7SqVSyWSyWbNmpaWlabXa1NTUjIyMjIyMW7duUVyMXC7fs2cPdfco3+8jICAAW9IuQ4cO5cccMyopKalv374CV5VaJpOBKiPIn/evMLv94p+IfpEJi6gvIMbiYOJt3749rFOCIHzzzTflw2DqEhysaP7+/k5OTkqlkmQM+8c6GV+pgtidzQ5+yzowzrT4Ori+/8mhKvimnoOMKTDZ+Pj4iExYRHWCfMLMXlMHSjz1TGKMbdmyhb6pwCeM7ZVKZVZWlpgnXCMwm80QVSdOnHjuueewjMDnuXbtWmbX4P/SA/n44Ny5c8QclEqlm5ub2WzOzMzs1KkTiArs/q6urr179yZ+YrPZIiMjFy9eDBrMo3HjxoyxxMREqEnEgXEW8BYS98hKlclkVLiYMbZ79+7BgwejPwV2B79t0aKFRqPR6/UzZ84EH8MbceLECQqpgLVIsMf0Nm3adOXKlQ+1wp86dapbt26CIHh6evr5+el0Ov5X8lWyPze8yMvL47sZ44y4WZPJdPbsWeS+Xrx4MSIi4nF4bR1Ujvv6cpD+ptVqX3/9dWrqdvbsWVw/PENIxi4tLcXcMBgMhYWFZFVp2LDhiRMnGGMFBQVEPjUaDUi1SqXq3r17Xl4enRFmCLo25OKRHUQikbi7uyPwnuwUaJIMqw0PNzc3xuVpO0BkwiJEPAQob4Q6KNhsttOnT1NekIeHx4ULF2r6MqsDBoPBZrOdOnUKN37p0iVmV8X4hgqVOzgfU1Q+fpjKZT0OIuRRgTcxVM6Xy/djEL3BFQNvrugTFlHNKLODvuFdHHK5vKCgYMWKFaS7V8yEsZdWq719+zYTY0CqF7zhcvHixQLnR+3atWtsbCx+rXRT+hrBwoULBc7xK5VKt2/fPmrUKIGrSoW/oDQk6/v27UtNjGhfhULx3XffMcb27t1L3+PgINUO7W3Dw8OxDcXK0puycePGN954g+p4tWrVKjIykjEWEBBADbfxK8o7OdlBzBm+CoVCcfDgwb+5yB87dgzcHkxbJpNNnDiRJ8O8fkL3kpube+bMGa1WCz5JG+Dfs2fP8snSHTp0CAkJoaNV9rk9AvAeCIfUZZvNBmsObkGr1b722msY7UWLFjnsAtc35Qn+8ccfMGrI5fIDBw4wxoqKikiLKysrQzw8HmLfvn2ZvXYaXRjeoIKCgk8//VT4c+NDQRD4R0C2BgRjq1Qqvoo7PaCqGGeRCYuo1zCZTHl5eXPmzMESL5VKn3/+ecYYX3WA92rW4KU+ElCED1bGK1eujBs37rPPPrM9ADV9vY7glUWsxUgfpRZZzG7Ij46Oxmb0KClWp8ajmB4KlGnDR1HSOFDeO4LBau4yqxaYjSTX8QQ3bdpE+muDBg3WrFnDalVSn4haB4elo7CwkA8HValUwcHBCxcuJAXuQUyYflWpVBMmTIAhUkS1AUmM+Gw2m6HHk/Fi6dKlkI/3Tep5nMGH5fPtcwSuk7C7u/uGDRvoptLT09GBFgspsWilUqlQKDp06KDT6V599VWFQkHjQ9S0Xbt26K4EgAnzNeSoskOfPn1AIJFN0KNHD8aY1WoNDAwU7P07sBdqKYGnubq6+vv7q9Xq5s2b04WpVCrkDFecxWaxWHJzcxcuXEj+T+z+9ttv9+7du1+/fjExMYzr+8js/XjHjBkjCMJ//vOfxMREByWQMYYAY4lEgrRnuVzu7e2NOlWP/GlWHeLi4jAsXl5eP/zwA/8TboTKFqCSjiAInp6e8NxCv6JyM2CteF4jRowoLCzEQ3fQRvbs2UOmDaqX5urqitPhmPhLZhfqNY1/WVXGaIhMWER9B5bCQYMG4YVv0qQJrJXM3rwUPuRaJA4rBszAZOpG86TawoQBJMA49DAggmQymYYNG+bl5fWf//wHsTe1FxS/xziOxytnmKL4XOfdoRgKvnY033vj+eefv3jxYh02B4h4TMCr4J9++imIBDB79uyuXbvSvw9iwuADUPU6dOiwf/9+PgtRRFWD1hBUSybG+PTTT69bt45KilDsWE1e68PAz88PPa4J4B6gbQqFYsSIETt37oT0xyDwHlegQYMG5B4HKSUvKL8ZyIy/vz8JIH9/f3iDKTuA2fN1qY0wduzevTtGlXrwgFXiOnGENm3aoJ0SNJbg4OBRo0ahUtfBgwf/cijo2c2bN493LSIdDNyYr4RCpuTExMRRo0YNHz48KiqKPyAKoGi12iFDhhCvfvbZZ3fu3IkNeEfo449Lly69//77giC4uLhMnz49JycH+h4fMrl161Y8skaNGu3YsYP2pTdCr9eT5tyoUaPMzExmHyjKoGaMTZo06cknn6S3TCaTYdahGBuZIX7//Xc3NzdMNmQIk3zv0qVLcXFxpbt7/iVEJiyiXgMFBgwGA1L5Uf3/lVdeSU5Opl+x5ePMDB8KDuUQqdNyLWLCrFzMksUOs9mclZVFVTpWrFjBb0/Fw2sR+NWfHhavi+Pf2iWGKweHZ7dlyxaVSiWVSskv5+fnV1PXJqL+AE4JvHFjx44dM2YMqdft2rVDQCYUvgcxYeiXYMLu7u7btm2r6XuqX6CuOSkpKc8995yLiwu1t01JSWGMWa1WWlQfZznoAJ1OR6ySQpFRcapBgwYzZszgC0chlsrNzY3cvNiSdvTy8iIHr4eHR4sWLdavX//666/zDueLFy8y+8qckZExfPhwPuoBQ0dJWIIgeHp6ggKhnFVqaurIkSOxgNNL4erq+s477yBQgjfv3r1798yZMydPnsRhHYpg8cBeEJ05OTn79u375ZdfOnbseOjQoeeff16wx2Cj0BcrR2KRrUr/OsidnJyckydPosbqnj17sD2fH1tboFarW7ZsidGYNGkS42x8Vqv15s2bgwcPlsvlMIvEx8czuweFFkCj0dijRw8Khse+0FJQrIsxFhsbi1RtZ2dnFxcXCtGXSCQUuMcYy8jImDBhAs0TLKeURXL+/Hm6sKoYCpEJi6jXoD7d+fn5VC6iQYMGGzduxAao6k4Vp2vwUh8JeM8DliqI/FrEhBEJTDoKpe0RPywrK9uxYwcqbXTu3BkiCsLsvnE7jzMqXvdLSkoMBgMmcN1mwggO5zvNGI3GLVu2kJkffyMiIsxmc+0KVBNRiwB3BzVQZYx9/vnn48ePF8plM2JmVpwnTLmRW7durfMBHY8b8BB9fHyI7CkUii+//DI/P5/V2g7P58+fp2hSTEK5XD579uzAwECNRoOSy1artbCwEJWirFbrunXr+Ha+oD1ubm74wIdMI8O2X79+PGvlK4yUlpYePHiQeBEqZpWUlHTv3h2HImcss/MoxlhsbGynTp34otZKpZKSb0F3KYSN+FXFjwaPzyG2OSwszGAwjBw5EmdRqVTM7gKlpsqlpaV8vU/6Ht9Qjx/G2MmTJy9duuTgVa70g6tmYCaYzWaKZ5HL5QsWLKA4O5PJFBwc3LBhQ8yNhg0bhoSElF+jzpw5Q+XEvby8oJsxbuSjo6NbtGhBJdbwcGH4kMvlQUFBzF4O+uLFi6jc7uTk5OLi8tZbb82aNYveTY1GAz9zFek5IhMWUd9B69fBgwcpk0EQhMDAQMZYQUEB1Q+oM92VyLVI39QWJuxAYnnZQxeMv97e3pMmTfrpp59oA8psqUVKJ27w5s2bAQEBW7dunTNnzrRp0yZNmrRp0yZU2WGcllDr3N1/H/xzpyCugIAAvquHVCoNDQ2tRYVeRdR2mEwmqG6CvYMrGAIFKTyICZOUgaq3Zs2a1NTUum3MeqxA1b+//vprZ2dnel737t1jfw6b+uft8aoTISEhfMKIq6vrRx99ROUVoMMQeeNL+86ZM+fXX39NTExs06YN5jCO4+LigrnavHlz7NWzZ0+BSwYOCgqiWhU4S7du3fhaR0SBBHuQdnh4OK3ShYWFjDGz2azRaEaMGDF48OCysjJIPQdxhjwgkvIlJSUVx8ryCUS85nbjxo3Ro0f36dPn/fffZ/boAJvNVlRURJvRKEHuUGNIYu+M0z1KS0trncUEwN0lJye3atVKEISWLVvevn0bGi9jLDIyEk/N2dl5w4YNpGZQsq7NZvv999/JrLB3715m58DY5vz5802bNqWDCILQoUMHmjwtWrRISkrCuVJTUyHKYXlp1qyZ1Wo9fPiwYC9FvmTJEpy9irJIRCYsol4DDkMsalTk3dnZWaFQHDt2jDarMxzjvmZLuNpqCxMuKCg4cOAAng4ljpKyYrVaUeKfrNSMY/4QY7XraW7evBkRZdRqAp+HDBmCyDTGSe66Cl7VIN20sLCwS5cuyLeE4oW8MhEiqgiYezabDbX3GWPQ9dGQk6rvQu1DBOB9wdclcnZ2XrBgQT3pWfCYAA8xNDQUmrdCocAH/IrVhhrj1SKeo1areeIhCELv3r3hTCNpThZhVq5lrq+vL2UIC/YQYogbtVoNEvLxxx8rFAqawBqNhj+UwWBAJ1ieBqNRM5ZoNze30NBQEsH4wJe0JFGO7rjMzpbpUv+mYaKkpASkGqcAH8aNw95xX8cGX/eYL8BRXrzCP8l3fKhF84QxZjQaaUr8+uuveNbbt2/HsNy7d+/06dNeXl4wi+zfv5/d7x537txJ7eISEhL48LS7d++OHj2at4BIpdKIiAjQ4IYNG3p7e1M034cffijYc4NlMtmZM2cYY0SzBUHw8vIqLCzkffKPFiITFiGCUf26M2fOkHm4bdu2RIb59bpugEyhtBjVCibMGIuKinJ1dX3yySfJKYrsX95gjApnJO8RYeXQjb1WID8//9tvvyWlWfhzzZL/9//+H9lK65VDiZ7s4MGDMRSIOAUTrldDIaI6UX4NESrEg5iwQqEgr5ogCK1btx41alQtiq6s7YCYWLVqFU8a27dvX1ZWVp4l1iL4+/tDQMA0IwjCoEGDykdCUQVQ/KTX65EhtX79eorbF+wOOk9PT19fX77fEj/DQ0NDYRhijOXm5p47dw5JoTSwfNjOU089RcWuqN6yQ7QdgrfpaqmqMAV8mc1mUNAKHhBfEASawH077vIhAOUNH8hkZuXaDhuNRt6YTs72h3lQNQ8UEyXn/Lfffovy4CNGjPjiiy/c3Nygb0AfRiEDhzG0WCw+Pj5gsE5OTgEBAbzfODs7u3Xr1gIXFBAYGKhWqyn1d+7cubdv37506dIPP/yAs6CwwquvvpqSkmKxWDZu3Igq6FR9jc77yEdDZMIi6jXopaIP3bt3l0qlWMS/+OILvspiLcovfRDK3y+ERG1hwmaz+cqVK1hYc3NzKZKK4BDDw9deJoPiY3hfFWDNmjWQE23btvXx8QkMDPzkk09Iw/Dy8sbJLisAACAASURBVEKJy1oUwlc5wKKPZ4ebNZlMyECj9LPg4ODaqL+KqF0gL5PZbCbLFDFbcghXwIRBNiiQ9cknn2zTpk1N31b9QklJicOzu3TpkoOIh724Fi0pmZmZVIAKd/fOO+/ExsbSXVC9DBjBeUZ39erVcePGOXBXlUpF3BVkr3fv3nwYDpLI8CtRGqlU+tlnn3l7e/PHEQQBDWlJVGG0HXof8A0CkLNNlbGImrK/EuI4CF//iT+yw784NQkX0ogcyLaDRuTQOQk5xn/5gB4fkP2CMGvWLDwsei+Ihe7YsQOaFaQwPbKtW7fiyVJRK2yWlZU1cuRIKiEuCMK4ceOysrLCwsIEezNqQRAWLFhASyWML717905ISMDB4+PjX3nlFblcjg3IyVEVoyEyYRH1GlhYjUYjrYNpaWmkW7u5ufXp0wfbkP2S9qVqW/UQDrWL6YPN3srovvzTQXrRxlSyAjLPYTMHRSQhIQFra2ZmJsVT8QZgxgXQOlxtNdsyEE5GohfBRRSrZuN6yleAI0eONGjQYP78+UTyDQZDamoquTK++uorVqvKdVQC0Nt4GgzwDgqZTBYTE0PGexEiqgJUlo8xlp+fT68hD6rBWwET5r0lEDcPOmMdsMA+boDE51NqFQpFHejqbLVaDxw44DAb9+zZA7+ozWZzaBDF7ILj3r17iFDF5AS9adKkyYYNG0g6YxFGjSXqUYyiR8ePH+/fv7/A1Yrbvn27xWIJDg4ODw8PCwsLCQmJjY2tjQWW6wmKi4u1Wi0eq9QO+rxz506KtKKKZYcPH27evDlNBswExpjZbA4ODuYbrffv3//mzZuMsZKSknnz5tHqx4fiK5XKGTNm3Lp1iy6prKysb9++WBsbNmwI5ZB0ObKP8FGNlb59kQmLEPEn5ObmYq2n1nb9+/fn238XFRURK3ZoaVvfQLk3FDhEShvqAZYvdMT/60AFS0tLCwsL79y5wxgzmUwOxj+qYBEQEADzoYNVojwH5pOj6KpYdT0v/kqMRmNGRgb/K5/19JfXQ/vm5+djEubn5/v6+rq6usJiij5+ddgtzNewgZ+/rKzMZDL17t0bChl5dWpdlJqI2gXU26eVDSVkSZ9zdXX94IMPvvzyS4VC8SAazFfMIhomCEL5GE6gDr/XNQir1YqGpRKJxNPTc9GiRTV9RY8ANpvN29sbbBYcRiKRbN68mX51kKq5ubmMsStXrqC1LE9l3dzcli9fDkM2dShgjH344YcgMMgsdXFxOXr06MSJExs0aIB9O3XqtGDBApyofNKviMcBFO/N11gpLi4+duwYmm7I5XKtVvvBBx8I9iCXp5566vjx4+PHj3dxcYHbdtq0aXyj5uDgYCgzFLWHVa5z58779++ns2RlZS1fvhylsyC75XJ5u3btlixZgorWlM5ttVpnz55NM2306NHwuiNvHF0zcczy6uLDQmTCIuo1HAKEgJiYmLFjx1LUR8uWLcPDwx90hHpLg1FGojy/ZVwLXJ6Ugr04bMk4vnr8+HFBELp06aLT6TCqWKkd4pwPHjyINZTZQ3Fw2PLPkU7B8yhei606kIfWYDCkp6e/+eabTk5O69atI6M4XZvDsDigfNABvBn40K5dO6lUqlQqp06dWrcdR/xs4d84GK2oBFFYWFgNXaCIegdkV964cePmzZvkXZTL5XPmzIG17i/7CVOrAmTolZSUUNwHP8nrrYipOthstnPnzvHEb9++fXXA4lBWVrZ161YwB5jyJRLJ1q1bHeKBSQxZLJb8/PxRo0ZhS3AeivP39fWlI5N4dcgTFgShUaNGVEDrs88+y8jIKC0tBSkq76a7r8YlovpBj8YhCNzPzw9B8oGBgefOnUOIAa1vzz77rCAIH3/8MWNs6tSp+NLZ2dnJyQnR0eHh4c2aNRPsYQWdOnUKCAjAkSkJ32KxJCcn796928fHx8fHZ8eOHWlpaaQykfPZarUWFRWRR+o///lPREQEFcuki38kmo/IhEXUd9DLybjlfs+ePWTTEgShdevWERERzL588Hp5zVz0YwDU2MBnh7xi3voLFwqzV3jmRaONq9d19OhRkqxSqRQb8MNLjwZmQjc3N9iz4Ui5du0a4yJkHBobwH/In/fRDcNfICMjo0uXLnRrYWFh0EL+/szBEOXl5ZGooPqW48ePh0o9Z86cOqDGVQxYMRzG7eOPPybTMszSNXV5IuoDHCoqUaQ0xTmrVCrk1NG0rCA62tnZ2c3NDY47mUym1WopONChJE/132ndRkFBwfDhwwV7XLogCD4+PnVjCc3IyEClIoKPjw+zt5AlQEQajcazZ89SjWgyDYB++Pj4GI1Gh668sbGxGDR0wyaiIghC9+7dr169yrjZi3eEzwSuG4Ncx0AB8HhSqIPVp08f/Lps2TL+TZFIJNeuXSsoKCgoKFi8eDEtfZ06dfrwww9ff/11wZ5p3Lhx4+joaMaYyWSCxgJ/r0OBNPp83+mxaNEiLy8vnOLdd9/t3r17r169Ll26hHBr9ogK2YpMWIQIxrjeelT2YOHChXj5kfTl6emJzvJlZWVkUoUJvx5qKnycFQlLVFDU6/WZmZm//fbb7Nmzjx49mp6ezu/Iu2TJrIDSGq6urhDDSHyl7e/cuaPVai9cuJCQkLBkyRJaFgcMGPDZZ5/h6QwaNMhkMpWVlVH2CGMsIyMjLi6uRupYIFA8MzPzrbfeInrfoUOH+Ph4ym0GtXuodZw6QzLGCgoK3nvvPYzG4MGDWW3rDvVQgCeBPBsGgwGPu0ePHqSHeXl5BQQEiDF4IqoUmIS04uHv7Nmze/fujbXo22+/DQkJESrME6YWxHyq6oYNG+Lj43EW/vgiqgJdu3YlS7eTk9OuXbtq+ooeAaCQ9OrVC/cFBWbDhg1kjMbiiXl1586ddu3akTxFYmeDBg3wr0wmQ+8chzzM5ORkqqKCLbFLjx497t69i8ugjko1NAwi/hoO8eo8Iz1y5EijRo0EQZg/f35WVha+NBqNixYtMhgMDj7YyZMnv/vuu7SIEWEWBKFz586oeUZnpM8OtU5LSkrKC25ixd7e3gMHDlSpVHxv6saNG2/bto2CB/+hhUVkwiLqNSjHld5DRPUgCWHp0qWCIKhUKqVSKZFI/v3vf1MHV/ArsqXVQ1ClRxq6nJwcb29vyEWlUokgK1dX1y+//DI1NZU2Ky0tpTCtwsLCX375xd3dHX6SsWPH7tu3jxJFbt26NXjwYE9PT/KiYJ1Fbolg9wTiL9Zc8tLcunWrS5cu7u7uCxcuRLMEwGg0Vs8ji4uLa9GiBSZPu3btNm/ezA8CZg7kQcXhPRQfTnFlJpMpLy8PIUyYn61ataqGO6pZ0CjxIzZixAios05OTiNGjMjMzLxvSJ4IEY8K5VuJmM3mpUuX9u/fH6vTsGHD1q9fL9ibgtwXSqWS0jgFe3j/zJkzqRIvLLPiTK4iREVFNWvWjMTKyy+/HBsbWzcSTMrKyvj0TkEQfH19MZHQYhebxcXFffPNNyRBBK5QMLn+duzYgY0pg720tHTo0KGCPYJapVJhDEePHp2YmMgYy8/P54tUo9ozH0ZRb/Wlxw0Wi4Xnn7wabDabUYDDw8Pj1KlTzF4nn/Z1iGROT0///PPPYRmh/lvffPNNZGQk9kU8gkNbZt6sT5fEi2+j0Yi4P5xx+/btQ4cOJdOhSqVCb6dHApEJi6jXoHhdhyANfMjOzo6JicGLhzewS5cuKJFHdK52lc5/hHAo5JuQkDB37lysg5COCoUCi6Ozs/PYsWNPnz6NXYjJWK3W48ePY5uuXbuePHmSDo7DxsXFoX4Db4EmaQ0HMlVluH37Nv8or1+/js0WLFiAsh8gn9Wj7uTn5zdp0gSXN23aNGoAUL60WMXgDaWQInfv3r148eKwYcMEe3xaly5dNBpNnS9jzhdfwYfc3Nxu3bpRA8xNmzY5bCBCxCMHrXuwokJ7W7RoUZ8+faCfdezYsV+/frQSPig6WiqVKhQKiBWFQuHi4jJo0KBjx45hntf517lmsX79eqrv7ezs3Lt375q+okeG7OxstKDHNHNzc9u4cSOzdySCcLxz5w75jalcMHFgJycnZ2dnqVS6ZcuW8nVAwJEAjGGHDh0Q+ZWTk8O4MGwkRvEpUXhf6obFoQ6A3BgU4oeAeb1eDwVDEIT27dszu56MjSmojY5TXFycl5d39OjRf/3rX1jN/P39r1+/7qDnUB4in0zHTzC+ngt9SQy8sLAwKytLo9EEBASEhIScP3/+3r17FovFIey/chCZsAgR/we9Xk+WeN40lZiYiBoAoF5eXl4gw6Ss1OdsYYxSXl7ejz/+SAJSqVSOHTs2KCho/vz51Jzw+++/R/QULxe/+uoriN7U1FT25+UVwxsTE2MwGG7evHnv3r3c3Nyvv/6aZPbKlSuvXr3Kl01G1DqV+IaLZtWqVfet1FWl8PPzg4579OhR/nbKBxFUPHn4q0Vi9owZM0hfEQRh0aJF5PGu29ozH7XBGMvNzT106BBeSRcXF4lEsmvXLormqNErFVFnwSer84USgoKCZs6cSaQC7jXUJa4gT9jhwzPPPOPr60txHzV5n3Ude/fuFbia83379q0bvkrYfPPz8/mewEqlMigoCJO2oKBg7ty5cAI7Ozvj9lu1ahUfHx8eHk4RChAuO3fuZH8Wyjdu3GjWrBm8zTiIXC5HCwlsQN0ZHGSuGKrzWOFBoch8kVHqopSSksI4RYVvkOkQAG8wGGgzuIhI7eHPwso1PcIxESXHd43GQSj4Gd/ft23SP5xdIhMWIaIi4AW7ePEi6h5BVLRs2XL9+vU5OTl4UbGs4GW2cT1ya/yyAaqzxxdFKC4uTkpKmjNnTvkL5hNI+CauYJj4F/lItA4uXryYcq6kUinyi2D8mzZtGpmcr127xjcWysvLw15+fn4OLX8d7IWkgPr6+kKVXLx4sUO+MW+qtFgsWq0WTHjatGm0GRQFf3//Fi1a4JImTJgwd+5clDfkC1+XvwAaDSrdzA844pzJbvr999/LZLJPPvmkpKTEwXn+UKBYffzr7e1NhT09PT0PHjzIuFqLdT4vi8YcUnDbtm3k1njjjTcSEhLE7EoRNYKbN2+uXLkSsxEmMMrjeCiAewAOdfhF/EPwVYu3b9+OhRSMccSIEXVpnIuLixGRREmbVFR/ypQpEHzUyrV58+aIDFer1YK91hGm7u+//84Ys9lsMLampKSMGTMGv1JRD5lMVpO3KqIKYDabDQYD0tycnJxQOqusrAzqE98Asvy+5PZHU4z7WkDKN/UA4JGmbUwmE+1eQT/ORwKRCYsQcX84dO4OCgry8vJC6hdson5+fox7RckZ5UCfahClpaWgSSUlJWq1+sSJE76+vkePHoVCsGXLFoVC0bdvX2xMkcNUXYN3euPLa9eu8blG4MMXLlxo3LgxBOSgQYOSk5P1ej2tXwcOHCB5zBsXy8rKUC9aoVCgKkN+fr5D4A2tufThxIkT4NUHDx6sYHgtFktubi6e1KpVq/hlNDY29sknnxTsBUIgzvv37x8TE0Pb4Mj37t37448/9u/fn5+f7/Bk+c9WqxUSgpCZmYkZcuDAAXoQlXPy0CMoKipKT09/8sknocc0btz4jz/+YFwTprqkyVUATC0ISDh2gF69emED6kMjQkR1YuPGjajBq1QqUVeiEti8eTNcIuRVq8Nl8KoBNq5lPW/V3b9/P4XVODs7q9XqGr3MRwaSRLNnz/bw8ICYmzZtmsViuXXr1ty5cxE+Q8mWHh4eERERkE3BwcF8IWhBEPbu3UtiKzU19cMPP3RyckKjbIwbZGiN3a2IKgC9L3PmzHFzc5PL5T169OA1HJSuhAimDxUfE/SYarjgS/xLmcCgzezP9fl5JxOUwyrSc8RJLELE/YEXz2azUaXooKCgnj17UnFFDw+Pixcv3rlzh7dj4UONqy8UpMQYy8nJ+fnnn5977jkyga9bt44xNnLkSIVC4ezsTKnOuH7e98v7Xffs2SOXyz/99NPr16/z4S5Uuql169Z3796leBjkb+zbtw/yuG/fvjgRLbWbN2+GcRpH0+v1DiFVdHb6/siRI3K5XKFQXL58md+SH3DY/pOTkxGdOGPGDMaFA33yyScUM4YBgXW8UaNG8+bNy8jIYPbVFv5nIvC4htLSUrVaHRQUlJaWxv4cZUTJwOgs37Bhw9TUVDjk+cfxsKAHERwcTPZ44th8rew6HFFpNBrxUOhdKywsnD59OnnIyaBDHnIRIqoNNpstKipqwoQJ4AYUYvpPfMJA3YjarSnwSaokTbKysr7//nss0eDDrFywZe2FyWSC6oL7BdOIi4uD/Zf6J0ulUr4CKGPM398fPl6pVIppvHv3bvyUlJRE6cHIrObbholTtM6A7zudkJDQuXNnPOVDhw7l5eU5vCBWq5XvRQw1rLS0tKioKDc3Nz8/v7CwED4AB99GcXGx2WwODAwMDg6OiooKDg4OCQkJCQmh2uMOGjUv+qtIyRGZsAgRf43S0lJKexgyZAjp33K5fMeOHSaTiX7la/HVYL4ib1QbMGAA2DsswR4eHr6+vnq9HlJNJpNRyQFUf4mNjb127RocoRQLnZeX98MPP+CuZ8yYQcWf0HgZFmIqNUm2A6PRuH37dgRcoaARb9I7deoURCnPkKm2M99hiL759ttvMfiZmZl8jI3VauX9yQaDYfXq1TKZTC6X79y5k7YMDAwEAZZKpYcPH75161ZAQMCOHTsGDBgALaFDhw537txhjNlstt27d8NwcPnyZRx/27Zt77zzDo7g4eGhVqtpiUdAEbPXklUoFK6urryfmVWWCZOTMz4+XqVSyeXyN954A1dIrA8DVbeZMBUjZYwVFBSEhYWhPrlMJnNxcenevTvfuFKEiOqEXq8PCwv74YcfqGCvxJ5y+VDw8fHhcxxA5OoGQ6sRlC+9YzabtVotmB65RmvuAh8x+GxPSqrU6/X9+vUjTy+VO9m8eTP2gvCKi4vjHcIKhWLnzp1Yb3ft2iWx57Tz0xtjWHO3K6JKQC2Oli9fjsgCb29vIsn3VWMQGZeVlZWWlpaUlBQbGxsbGxsXF5ecnHzt2rW8vDy+fjhjLCQkBBEZpEu/8MILq1ev5i37xcXFDkWq2Z/DpB8h6s4SIELEI0T5kA/K4zcYDK+++ioWCGD9+vWMS3B9TAiJyWQyGo2+vr6enp4k9VUq1W+//YZlhfyifKmw06dPQ84tWLAApI7Z5evw4cPBac+cOUNfTp8+XbAHBMKhQZ2ZGWPXr1+HWfGpp56Ki4tj9sKSCICh8s4RERFms5koH/WIc6hJVlBQgHsBO+VtjaycHx4XJpFIEEXMGCssLNy+fTt2P3jwIAJ+cIRDhw7BZC4IAjq2FxQU7N69G9+cO3fOYDCMHTsWTfZo3N59912clK6THv3gwYMFQfj+++/pFJWbFdRpwGAw3Llzh8zwvOezrKyszpNAmhL0b2RkJL2Azs7OXbt2ZfY4jvpcwU5ETSE0NHTatGlKpRKLJJxmD8uE58+fr9VqKeWhbr/U1QCHioOMMbPZjOAarOFId8IGdWDdgN6CpsHUvigjI6N58+YUCg4Si1Cp0tJSSoY6f/48393aw8MDxus7d+5MnjxZsAeTE0+GCVIQBNEnXJdAapXNZvPx8cELMm7cOHBU6nAJhzB2MRgMOTk5V69ejYuLi4iICA0NjYiICAsLU6vVGo0mOjo6KSnp+vXrWVlZFL4XEhJCjTAxlzCvqNIbnDS7d+/28/OLjIw8e/Ysq8pKKCITFiHiPuA9k4jlwPdYDu7evdu9e3fEVqEZxpYtW3bt2kUFtGpcg6ELoGYJ69evj4yMPHbsGJSDq1ev0oqDFghAfHw8vp81axZ/wLt371KNjStXrlBS9OTJkym5yM3N7ejRo2lpaRkZGQkJCfv372/btq0gCB9++OGJEydwHIr1ha8DHZvnz5+PX3FMvnYXv1daWhou+Omnn0bJaN5ASJl12Hj16tUQ3ufOnaNt5syZI5VKv/76a+KuFPO8aNEiHDwhIQHPMTU1FSL/8OHDc+bMwT1SKiB+2rJlC45DVhJcf3JyskQicXFxuXr1qgOLeyg4LP30NBln+OcjmuoqqBAafUP9t0A52rZty8RQUhE1h9DQ0Hnz5gn2AgTULvih8PXXXx86dIiOWQe4Wc2ifBMXxlhISAixOFpOS0pK6sBoOyyASBTauXMnQhWoYMeiRYtYOT9bREQEbyB45ZVXwsPDGWNTp05F/S3B3u6Lxg0qQbXfpYgqBCkqxcXFly9ffumll+RyubOzc0hICN+XgThtcXHx9evX4+LiIiMjw+yIiIiIiIiIjIyMjIyM4oAWIRaLJS0trX///tCmENiFGYWMNuHPbb0EQWjQoMHvv/9+8ODBuLg4sWKWCBHVCr7YBiXTIvEG7QR46dKwYcN58+ahyuJjQk4sFsvIkSOxvhw5coT/6ciRI1h93NzctFqt2WyGj/TOnTvwu3733XfYsrCw0Gw263Q6RFW9/vrrlM5RWlq6atUqrFmUPi3Y/c8QmU5OTpTTCznNs5rU1FQPDw83Nzc0pqK0E96PSt9oNBoomqNGjeLbssMKDtcos1sr//vf/+IGCwsLKVobl8cTb1rcL168iMtOSUnBGfV6Pa9AQOq3bNnyp59++vrrrzEaTz31FDRXoqz00L/44gtBEObNm4d/+RLQDwWahEVFRRcvXnR1dW3RogXjGllT/GQdjqLkM/DRtKNjx46wKOOpffvtt4+kr6AIEZXDhQsXli1bJvy58/nDMuHBgwf//PPPNX0rdQfk8GTcyhwaGooHRE5OVufc7waDge7I29sbJBYya+HChRaLha+BhGis8+fPQ8ZBoA8cOJAxlp+fDyH4xBNPCIIwc+bMs2fPIiAOYtHLy4skkYjaDrKklJWVwbiPNukSiUSj0TC7D4N0kuzs7KtXr8bExGg0mrCwsMjIyOjo6KioKNDg6OhorVar1Wqjo6MjIiLCw8Pj4+NTUlIwYe7du3f8+HEUW+XDDejdxGxs2rQp//2HH37oUKD0kUBkwiJE3B98JQD6BtIUxlSr1dq+fXvB7hYGA1y8eDEVSapBD5XZbMZFhoWFweqGEG7GWGlpaWJi4nvvvScIAoQcij+R4OzQoYOXlxcie8kr++uvv0IcoooGjYlOp6OFDMwTAhJ/33vvvfj4eLokugD+yGCMc+bMwQXzYYHIRiZWfPbsWayGCxcuZPdrcEe4fPkyJezRw8rLy8MtT5w4EdfPOwHQQ0KlUiUlJdEBBS4hShCEAQMGZGRk4NrOnz9P1sqcnBzGGBKMqfv8uXPnUNwrPz+/0moWjRJ9OHHiRElJCd0U36C4DpePpnvkHw2Ku+ARXL16Fd9TvJ8IEdUMvV5PTWgqFx3drl27b7/9lv05+FDEIwHvE+YttiqVCt/XgYgSEBiy5OLLQ4cOkRRDehSz+/TolvV6PYQ4BLeTk1P37t3NZnNKSgofMr1t2zbGiUWVSkXJRyLqABySMqxWa//+/TEx+PrqyG4rLCxMSkoiGqzVauPi4mJiYsLDw2NiYqKjo8GKeURERMTExCQkJJDnAK4jygeh88JFYbVaExIS+vTpM3DgwD59+vTs2XPw4MFVceMiExYhopIwmUy3b9/evHlzq1atyGeoUqlmzpwJGuygkdO/1ZZIbLVai4qKPvvsM9CGU6dOmUwmnU4HAk9lJNPS0mjts9lsS5YsEQTh008/peNcv34dIX8ffPABb5DDHZFv+eDBg8nJyWlpacnJyTqdrrCwsHyaFuOcmfhm3759OHhUVBTj6BxWQ34MKXF3zpw5jFuvDQaDgxKDwtGCIEyfPp1aQOXl5UE9bdOmDeNcqbijP/74AwfnzyhwUTq9evWiFGL82rt3b5SHhXXAIXe3rKwMKsWgQYNws5VjaCQkHLIH6fopp/0xSVCvIvDtkY4fP45ZR1oaZZKzxyAWQ0R9Ay10mI1UQZpPgQMkEkkFvuKXXnqpWbNmdNhKB5KIuC/wmJAnTAv7rFmz6vbKyRj76KOPEKrg7OyMLsFUsIPZZa5UKqXUTYlE0qNHD8ZYz549ad4KgrBp0ybYo6HtSCQSWMxF1A2QigIdo6CgAI4Kwd6Smt6UnJycxMTEqIdEWFhYdHR0YmJiWlratWvXMjIy0tLSUlNTbzwAd+7cKSwsfFDjYhDyvzRg/Z1YOZEJixDxEECXXb6elsViiY6OJr0H9HLp0qX8NsT9yFVb1YC5F8uZWq2eMGGCXC6nHAy6WvybmJhIezHGjh8/7uLi4uTkdOjQobt37x46dOjZZ5/FLjt37jQYDHw2r9lsHjFiBBywa9asoVFC1VMsUgUFBQ7+DbPZTIyXqlidO3cOzlUefGDbzp07QenXrFlDNkUHhqnX64uKigIDA3HMZcuWYV88NVS6lsvlFy5cwGFhkjSbzd9++y0OzuyhZRaLRS6XQ5Ht2bMnkqZIEhgMhmnTpmEYFyxYQJWraYOioiIoxG5ubvimclE9mEg0gFFRUdeuXaNZRE+Z1QmfxoNA8e2YSyiF6uTkBHN1kyZNsrOzRVewiBoEgvYbNmxI+TK02EokEiy/KD9TARPGclFcXIxiE1SzUMQjAc+ESQieP3+ecTK6TiIlJYUsMlu3bi1fUttqtcI6oFKpkOIOJozSj1hsO3XqlJWV1b17d75caKNGjaglrIjaDtLZoOgyxgIDA9FrMyQkhIppFRcXoz7WwzJhjUYTHh4eFRUVExMDv3FkZGR4eHjkAxAREREfH5+enn7r1q27d+/m5eU59Nqky6Z+xZWDyIRFiHg4OHT9ZoxZrdaYmBiSGRQkvGHDBhjSANLmq01yENvMysr66quv6PKkUmmXLl26deuG69y4cSMUL9K6Fi5cCM/GmDFjsJdSqVy2bJkDlwMfi4+P79KlC7bfvHkzuCWYYWlp458TfQAAIABJREFUaWBg4MqVK6k5MwYN1M5ms8XFxXXv3l0QBBcXl8OHD7M/d5/i458tFsuECRNgjQ4MDCwuLoazF8dBoWxsbLPZ/P39lUqlXC5HwWo6ZnFxMYp/tG3bNikpidmfpk6n+/e//w1VgO4uMzOTMoSp7yJvyFi+fDmKSUyePJmav8MKYDKZwJNlMtmQIUPy8/Mr/QR5p1BKSgpcGevWrbt27Vrljll7gfmZl5f38ssvowiqXC5fsWIFhgKPpurKS4oQ8SCQHjZy5MiuXbvC5ujq6tqgQQOVSkVZcMRGKmDCTk5Ooh+4ikBMmB6EQqFA2CcfclInkZ+fP2TIEMi406dPM7vlFDI9Pz8f0w+mfIlEsnz5csbYxx9/jNkrkUjQs71///6YpZ6enhKJxNfXt0ZvS8QjBrXgJv1WJpNRwy18mZubm5CQEBYW9rBMWKvVxsTEREVFgeWG21GBDxn5xgi01mq1iYmJqampt2/fvnfvXklJCdor3pcbQz/8m8VTRCYsQsTDgXc9IUKVGvdNmzaN2vxArnTo0AFxwti+fMh0VYP6s926dWvlypXgnN26dcvNzc3NzYXTEsHGAFa6zMxMvgPhU089tXTp0vz8fJCNoqKisrIyEHusQdHR0YMGDcLGUql09uzZQUFBW7ZsoSSTO3fuEAcmMhkVFdWhQwfs1aVLl9u3b9MFoDCDg5Hv/fffx8aIUiZAiaHux2VlZTt27ACDjY2NxTb0jPbv3//CCy8IgtCjRw8/P7+rV6+GhYWBYwuCMHr0aDxQi8Vy586dfv36oe4XbKXU0hYXdvjwYdzd1KlTHcZ85syZ+EmhUMCZTHaQSsBiseAeb926RY6mlStX0kjW+axCi8Wi1+sx7GvWrKEkcEEQcOOlpaWky9Zh37iIxxZYfKZMmYLm5E5OTm3atBk7duyIESNatmyJuFMK5q+ACctksnv37lF0jEOvOBH/BA5MGH/rQ3wvppCfnx8M1jNnziRzPITI2bNnaVGFyIPEJJkrlUr79OljNBoHDBhAQdSCICQlJVVFBSMRNQLEG6NwKSlggiD4+PgwLj/r+vXr0dHRFTDYB0Gn04EMA1qtVqfTxcbGPsgnjNLTqEodGhoaGhoK+h0ZGanT6cCKr127lpOTU17/ITL8d25cZMIiRDwcyM7kYG3CwnH8+PGPP/4YjjuYV5s1a/b555+j609xcXH1FPjV6/U4EeKxKaaFcZyQMTZ69Gg3N7fx48dTVAyzu0nz8/M1Gs3KlSvXrFnj5+dnNBpxQN6hzWc+X7lypWfPntAt+EqAHh4eM2bMIKcokdvdu3fDqCwIwtChQ2NiYsofFsBll5aWItPJw8Pj9u3bWObKN43A9aM5k5OTU2JiIm4HfyGzT5061aZNG4h8XDCUAIlEEhYWhmaMOGBqaur8+fM//PDD8s2lwU6/+uorJycnmM9xnZcvXx4+fDgO6+Hh8euvvxJfrYTGQKFr+PfmzZvNmzdXKpUqlWrNmjWFhYX1JCSYxv/8+fMtWrRAXSKJRKJQKMgOwhhDV2qROYioKcyaNQvVVpVK5ciRI1euXHn48OExY8aUzxaugAxfuHCBer/V4YLw1Q8+OpqEVMOGDeu2GZFgMpk2b94Mi8zSpUv1ej2WzaysLES0Ue1olUplNpvz8vKGDRuGXHeZTNa9e3dmTzlWKpUQmnwhJRF1BlCBrFarwWBwcnL6/fffSXOzWCwpKSnlq2H9HYSFhYWHh6OydFRUVLQdEQ8GkWEgOjpap9PhIOhaHB4eHhsbm5GRkZ2d7RBNAy1RzBMWIeLRA28XNa+HFQ2EBA7YO3fuDB48+MUXX4SshQG1Z8+eGRkZOEL1BL/xDlWQMYvFQoQWaNGihaur64wZM/jaVHq9npKmQCqoUjEfgUx0kTze2dnZBw8eRHubBg0auLi4NGvWbN++fXQonKKkpGTBggXoyqBUKt9//30EKtMFUy8lAMOVnp4OxQXtnRCBjGOWN0ls2LChUaNGzZs3p2+wDdGka9euvfvuuzggQqDffffdAwcO0EGoi4DVajWZTHQKh0bERLowYpGRkdR60d3d/ezZs7TjP6FnfFHotLS08PBwf39/nJFvoVQ9Keg1AjLlYHgRF928eXOdTscYE9MpRdQsQCqsVuvGjRuHDx+OFaBHjx4LFiwoLS3dsGEDOmeCZiB2+kE0GF7K77//HtUKHofu9HUGPBOG5xMWCgrsqqugYC6dTocYadgCfvnll2PHjs2dOxdCEBZ8lUoVEhLCGCssLFy/fj3ZbgYOHGiz2YYOHUpbOjk5BQUF1RNrbH1AWVkZ9DrSUVNTUwVB2LdvH/yrKK2i0+lAax+WCfM0GPw2PDw8LCxM9wCAJ1NSMR2HvoyMjNRoNBqNJjIyMiYmJjs7G3lzdEekIFUMkQmLEPEQoBDcB4EIT1hYGBoOw38llUqHDh26Z8+e6hQbDioUdUUuKioymUzZ2dnkowCf/P/svXd8VGXaPn4ykw4JRcH67u7rrq4iAiK6srgqUpRexAZid9VVXN/FsgorFhSxosBKDwGUIqKgNOlJpmR6S++9kkwyJVMyc75/XL+5fw8nyQBpE5Jz/cFnODlz5pznnPM893WX6xZYA06nE2eLS0Z+L0Jw2I5J0+PxEBluampqaGhITk42mUzV1dVYgGkyampqwgmoVKoHH3xQIpH84x//YJsPCU6A7URVWFg4ceLEQYMGbdu2jW9BLOGPoP/abLbk5OS8vDyi606nE58ph9Zqter1+m3btu3cufPXX38tKiriz2X4DoeD7VrMB7KDBApV1dXV9LuNjY1vv/12bGzsbbfdplAo4FKloWtHtTCxXMjn0GnQDiRgxreIpfcyeDyeAwcOkPE6duxYhCNarREKxQmKEMHrdLp33nkH4lgjRowYM2YMz/MJCQkUgYTafFuIioqKjIy89dZbb7/99pZt/ER0ECwTZrkf3wf0BbDywnf8008/wSyJiYkhgTd8uPbaa1esWFFbW4v97XY77TBixIjVq1ePGjWK8qg3bNiQl5cX6isT0Zlg5aM9Hs8vv/zSr1+/xMREMjOqqqoQm1WpVBfLhPUMBOS2VQjSpDWBMDJ+GvnVKDxG1bHFYikuLm5H8p3IhEWIuGiwHYah2AQKRzrGoFvotSuRSOB+hjG0bNmybjhDCg/SudE50zRRVFQUEREBoUiemQHZnoS0nQ2BstUXbBySzUPmz1UUa1mwYbPZsrOz2S0YST5A/Nhfx6+4XC5QbiLMUKiiK+WZsjr259jEHtqIqDIpe9ERWuryu91uDBqdFXsCtA8pNpWUlEA2DAABbl+dMAXS8YtUwMMScj7ga+jdsaMdO3ZcfvnlVHQwYcIE9q+kEH6BPmARIjoXlDjz7bffEu/F1Lp582Z8Rj5/kOxock1GRUVRakzv9nB1JwR1wtQ7l/1rrwRWNOq6x/P8hx9+iFxopK1BYDIqKurdd9/lmQXO7/dHRERIpdLw8PCIiAhixZiHsU/vDqf3QcDtDqvJ4XCcPHkyJyeH5/mKiors7Gyj0YiE5HbUCbckt4jutrUzy3IhMY3tFFgGGdbr9SDVycnJFoultrb2YudMkQmLENGF8Pl8v/32G6kvIlNaKpVmZWXxgcxb7Akjnl5golgdVIdveT5svu5rr72GhZAPrGeURsWLK5yIbgcILVuyDldOU1PT22+/zXEcKdKxGuMiRIQcpLmKtnBEM3ie//777zmmqVIQJszyYRy21yfudimwdLKZTX6//9SpUxhhKt7mQ92E3Ov1PvzwwziZ/v37L168mD/Xy9xFaGxsnD9//r333jt79uxZs2bt3buXb9GXXqfTob8DzJjo6Gh23PhQD52IzgXbIxMRAhSv2Ww2g8GgVCpNJpPBYEBiczuYcJcCOl5arRbhh1YFfVqFyIRFiOhalJSULFiwACtHdHQ0spImT55MXBcyP7R/V68rbMrxkiVLkB4m+FGTySTKDokICSgyz/73t99+Q9SC3qNen80o4hICW66/ceNGjoHX692wYQPIQ3h4uEQiQVfhtjiwRCIB5UDFh5jj0FmgzgJKpTIiIgKuiujo6LCwMOwQ2pya+++/nxjmFVdcsX///u75XUpWEmiIkKvRbrevXLnyqquu4hjxc47jrrvuOvSwEZ/P3oSWyYAPPPDA2bNn8/LyVCqVyWRSKpVyudxsNrdPNKtLgcRprVZbWVnJJjme96pFJixCRBcCbyM0GK+77josvSgG4zhu5cqVCoUCe3o8Hta4h1YKfe6i0/vHP/6BjrgulwuRB5PJ9MADD1xxxRU//fRTF/2oCBEXCLwRRqMRlWmRkZFxcXGjRo1CY6pOzJUQIaJT4PP5EhISKHNBIpF4vd7t27ffcMMNLD0OzoRBlfPz82tra0WPZMchMO7z8vKGDRsG2glHcE+Iuk+bNg3PBrQkx40b1w2xVjI5yI9Dkh8804GC5/na2tqCgoIpU6ZMmTLl0UcfffLJJw8cONDVpyeim8HONng2/H5/dHT0hg0bzpw5k5KSYjKZNBqNSqUyGAwKhSLUzFcIIud5eXlUBngh9rPIhEWI6FpAEcrj8WRlZd12221kDEVERERGRv7lL3+RyWRsES8E+vhAW6Yu8rki6Xrq1Kk4GZVKxfO8Uqn8n//5H2wR1GGKENENoI7N1CHZ6/XOnj0bBivHcb///e/T09NZNW8RInoOfD7fvn377rzzTugvcBxXV1d38ODB+fPnw/uJwNp564Q5jjt06FBOTo6YetpBsL3WMWk4HI41a9b069cPZJjqXaljQvfDarWmpKQQM+c47syZM915AqziBs80WeDbSFKjSDIaCnbDGYroBpDeDc8Ipjz11FOLFy+2WCxZWVnJyckajQZp0j0wJqzRaLRarVqtNpvNJGV6IX4ukQmLENGFIL8Uan7S09M//fTTgQMHIssIWXBjxoyZPXs2u6KQ3hL18ulEsAvenDlz+vfvL5VK8/PzCwsLx40bB0MtIiLiwQcf7MVdeUT0WOD5JKt079691NuD47h58+a11dBbhIiQo7m5+ejRowsWLIAqxODBg9Vq9b59+5YsWQLdxOAxYSJCHMd9/fXXRqORNPNEtA/kWeaZkFdiYiKNc2xsLBoHhBZnz56FVRAfH//GG2+wBVNdCrZKCxnRMFporOgD6Zh4PB6YJdATEdFrAJ8RrbC4ywcOHLjtttvWrVtnsViSkpJ0Oh3ksvR6fahpbysg/S16qcWYsAgRPQJY1chwt9lst9xyC8dxyPmENqNEInn//fcPHz5M3+qKlC3IDvOBPKg//elPsAbkcvnzzz8vlUohDrlw4UK2OZAIEd0GSs/z+/3Lli275ppryGa98847qX3X2bNnQ3qaIkT8/2BlCE+dOrV48WJ6aBcuXPjss88+++yzlC8dhAlTgnRUVNQrr7yCPmFiSXxngWzitWvXRkdHh4eHI1D/0ksvsVnBoTqxyZMnHzx4kO9eDSrKrxHk4bNynnyg0yzl6bB7ih7JXoOWTreGhoYdO3YgG+v48eN6vR5tfiGaFVrS2xJo7wTdrNzc3JZtRNqCyIRFiOhCsKuL1WqltOf6+vqNGzdu3LgRQhSId4WFhQ0YMOCbb74xGo080/mgE2MCpL/S3NyclZUFwyssIGoNs2DmzJnYWcx6EhEqpKenb926dcCAARzHxcXFRUREPP/880VFRWwja5EMi+ghYPvqqdXqVatWgff269dv2LBhc+bM+ec//0mp0cHrhClXaNy4cfv27ePFevjOAzWm2rJlC9zQcExMmTIl1KfG8wHfdze3zhLwWDaE3hYgk040o3d37+tTIGuTnorS0tIvv/wSr4lcLtfpdKmpqTKZDJQ41MxXCGqtlJqamp2dfeEzp8iERYjoWgjSnEiPEf/9+OOP4+PjYQBhbe7fv//w4cMRDeC7IAEJs4Pb7c7KymILk6KiooYPH56UlNTY2CjaXiJCAthhfr//vvvuoxhaWFjYqFGjysvLkTKNhzO0MRwRIloCDCErK2vPnj2oMcEzPGnSpDfeeIPyos/LhPFh4MCB//3vf0N9TZc2BCob9HnLli00zv369Zs6dSofUs8vCTWDh5B50A2/S2u92+2mEQC5ZTt4IXTs8/lYXyQvuml6F1CLQd4Qt9tdWlq6detWWIkWi0UmkxmNRpVKlZKSEmra2wrQpliv16tUqqysrAuv7xOZsAgRoYHL5cKiUltbu2bNmtGjR7O8lOO4O+64QyaTnThxoqSkBOsNFnJa3VnhR1rjg6cqsSqagraKs2fPzsvLoyM0NTWJsqUiug4ulwvLLZYretiys7P/+te/IjIWFhYWGxs7atSoUJ6oCBEXAEEQDx4cJNosWrTo559/joqKwpYgXZTCwsLAn7EQrF+/vnNzgkQAmzdvJkkzjuPmzJkTcs8all2612KgVQCqXKWgZTvsE4q3I9mb3ehwOOjgfbl7WXNzMz17brdbr9dv2rQJbqPbb79drVZbLBa9Xg/CGWrmKwTFhHU6XXZ29oUXGIpMWISIEEAwyTqdTqPRuG/fvj/84Q/ICEW9bkRERFRU1NNPP/3DDz/AT4ywGMR1eUbfj524g9eVud1ufNdsNl977bUwBS6//HI0MGS7DYsQ0UVgwy9YrvD0ZmZmPvPMM2FhYWALHMc99NBDYsm6iJ4PkrbCVDxw4ECqeXnsscdWr15NLs7z9hOmf7ds2RLqy+qdMJvNN998Mxfo3vzAAw/woQ5v+nw+KsQVU45bgnwEfr/f4/F0yvhUV1fTgGOLWJPPWpJut9tkMiUkJERFRUml0nHjxoFtyuVyRF9DzXxbAYWFCwsLWdMiOEQmLEJECEAzr9PppM9ut7uysnL58uUxMTEDBw6kZLl+/fpxHDdjxowff/yRjtByymazm4KA3Wfv3r1PPPFEdHT02rVr2cOSeKAIEV0EKLKw8S6XyzVq1CjUCMTFxXEcd/fdd/cEWVcRIs4LsiC9Xm9TU9NNN900ePBgTOD33HPPokWLiN8G76KEfZAQkZiYGOrL6rWYMWOGVCqVSqWRkZGTJk3iuzEn+byw2+0iExaAbBKPxyNII7oowNfv8Xhqa2sffvjh2bNnT58+/fPPP0e3S4oiOp3OPqiTIrD6vF6vxWJBKQHHcXfddZdKpVKpVHK5vAcWCWs0Gp1Op1KpFAqFyWSqqqpC+qTIhEWI6KFAUBdZOuyLSkXFBQUFEydOJPUU6KxwHDd06NCdO3fW19f7fD6HwyGQN8DGICsE7Unlx16vFwJdPNO6xul0shVEIkR0Ougphc1XUFAwduxY9PSSSqUxMTGPPvpoRUUFLyq3ibgUILC3Xn755cmTJ6Pw5H//93/vueceUkZEmnRbTDiM6Sq8cuXK7OxssZtdp8Pn85ESQQ9RzMJ8SK1cQ306PRcdKRZwuVxk1bhcrv79+9PrFhcXd/ToUZ7nm5qabDZb3yxJYKvn8CEtLW3dunVSqbRfv36TJk1SKpUZGRk6nU6v16empoaa+bYChUIhl8szMzPtdjsM7Au5cJEJixARAgg8Vexn6moA+dwFCxZgpoawM5RU5s+f/+233/LMwkllTuddRGFXYaZzOp3keyZvKG0R06RFdBHwlLpcLsRhdDrda6+9RoZpZGTkd999xzOF8aE9WxEizgt2tvR6vZ999tmMGTPAbG+66aapU6fecccdt912GzybQZgwOuohbrx48WK01RHRuWhoaHjppZeIBQ0bNsxoNIaW/MAN7XK5WPmPEJ5PT0NzczNWDZT4tm9wBMlueN3groqKijpx4gRVydrt9r4ZCYAwAZmRmZmZ69atw2vyxz/+MSEhwWg06vV6NCsKNe0VIjU1VaFQqNXq4uLiC2+hxItMWISI0AI5oogM46Vtbm5m9bGqq6vVavXYsWMpMoyJOy4ubvLkyUeOHKEqygtcGyALwdptbOdAj8cjOqRFdA/wpFVXV8+ePZtNf/jyyy95nm9ubna5XGJATMQlARLjcbvdjY2Ne/funT9/PuLAw4cPnzp16lNPPTV37tzY2NggTFgqlUZHR0skksjIyMjIyGnTpr399tuhvrLeCbVaDRkOsKDt27eH0PNL7RVpCzV8EsEHVKzZAelgCz0MNYoRpFJpeHh4bGxscnIyH8jL67ODD+OQ3oWioqI9e/ZcfvnlIMP//ve/5XK5SqXSarUmkynUzFcIpVKp0WgyMzPr6uou6qpFJixCRAhAbLNlNz/6QMQYQhoGg+G5554jgSsKoI0cORJtJ/lAXCKI6gP7J8rEZn2ftIPIh0V0KbBWZWdnI00RqrkSiSQxMRHhEXo1ek79nggRbUGQv2Cz2TZv3gzHZURERGxs7D333HPPPffAj9kWEw4PD4cqBDBgwICbbrqp0xvpiQDo7kil0ldeeSWETjes9Tt27EA9iNvtptQwEXzg5aqsrNy/f39GRgbfXnkzhBxoYCkpQCqVfvHFF+yerIBLn4Lgqaurq9NoNC+99NJll10mkUjeffddrVYLJtwDs6PVanVaWlplZeXF5pGJTFiEiNDA6/XS6+rxeDCzIwWIGipQxjJ4aV1d3cMPP8xqkOLDc889B1oLHkvlvsF/F15nLAzsxEEiqCJEdBHI5bx582ak/ZNR8v333/NMkwwxJizikgA5LvFfv9/PNq2F/Nvf/vY3fG6LCUdERAwcOBD5EbGxseHh4UOGDAnpZfVOYFbBvUCm1eWXX37ixIkQnlJ9ff2VV1759ddfE1UTmTCL5ubmTZs2RUVFTZs2zWq1duRQlHNHHb85jtuzZw+FH/psPQ77yFHhekVFxXvvvYexWrZsmcFgQC8lBGB7FHQ6XU5ODlznbJbleS9cZMIihECTd3ZFF6g6ASioQDItS5zA5QTJt4ItItoBCtJqtdq5c+fSDI50u/DwcKlU+vrrryuVSvRj4Bm/qeD2sW5Rmv1FiOgIBELQ5M3BfMIHnkZW0W3lypUUAYuPj7/xxhtXrVqFqIiYHCjiEgJLXWiiTkpKWrZsGRcQyho8ePCQIUO4gC50W3XC/fv3ZysFwsLCcDRBEEyctzuIpqame++9l+O4mJgY6NWnpKTQIHcwJMvKXyG62NzcvHHjRolEcsstt2CKo928Xm9hYeHIkSORHs9x3KuvvhrcXsIzhlR8WGg9k7wJxFBYW/HYsWNarfarr74aOHDgp59+KpPJFApFQ0OD4KkmT+j777+PBpNAcnIyqA7ruK+vr+d5XtBjCRIqHo+H7FjsjxZB5JbatWuXqJAiAEx3t9u9YsUKDPvKlStVKpXRaGxfFyWdTqfRaBQKBQ6CwDLa/yoUCp1Op9VqU1JStFptWloafgJq1RqNRq/XGwwGikhjOw6YkpKSkpKi0+kKCgpqa2vpPl74KywyYRGto9W+si6X6+zZs6Wlpfn5+VlZWenp6enp6ZmZmXl5eSUlJTU1NXa7vWW6L9sIrpvOvpeCwrm1tbUHDhz48MMPSVOaSogHDBiwcePG3NxcUpWw2+1knFGQGfeFXTAEdwozYLdenohLFmzlOdxeIMZ48OgxI1237OzsL774AuEvkOH58+eXlpYKbERebHAt4lIAa2HT45qcnPzBBx9QEHjixIkTJkwIHhMePXr01KlTJRIJSBE4M03a7G+J6AiQQrVv3z4iV/379z9z5gyrqEQxpfZ5HPB1+m5qaurjjz+OFlnz5s0rKSmh5K/CwsKnnnoKbBw7DB069GKztXvmJIlHt7m5mSpcvF6v0+k8dOgQRh5Oori4OLiBlixZwvO80+nE5WDhaG5urqqquvrqq4kGR0VFnTx5EgdsK34uGPzvv/9+165dFouFZ8ptTp48GR8fj2Nu3bq1ZQ+hLhmUSwdYwT0ez+rVq2Fhvv/++yqVKi0tTRMoyr0oEI81mUxgvyqVymw2m81mTaAHklartVgsWq0WTFsdAB1ErVbrdDqQZHzLaDRmZGTk5+c3NDSwJi69YueFyIRFnAOaOwReRp/P19DQUFhYiEdWpVIplUrolSuVSnq48/Lyampq0IMHX2S9gKIPu90gUkqzs8/ns1qtqampv/zyCxZRBIeBG2+8cfLkyV999VVNTQ3uY1NTE0XtiKKwd0QMMohoN1ijQWCTIT2BteaNRuMNN9zA1kNOmjSJWnnx5+bn90wLT4SIlmDVSn0+n1wu/+ijj2BBhoeHP//8888880xw7ei//e1vr732GpppE0NzOp3BC15EtANut/vUqVNxcXEQTOI4bvTo0Tzj1KOiofYti4KH4d133+UCDSDi4uJMJhN2cDgcarWabndERAROJiYmJvjBcXptpX31KLAdGfEBZQJhYWGRkZHkzcflw1uKptywQpubmz/66CNKlIDHn1LZSdkENwthYZ4xmQoLC8ePH4+Rv/XWW5OSkvAtj8dTX1+/dOnS8PDwOXPm6PV6OlvREALwLni93sTERPho3n77bZQHy+XydmhHy+VyEFeNRoPjICwsl8vBb5VKpdls1ul0x48fN5lMxIHVanVqampqaqpKpVKr1fhphIVNJlNJSYnVaiXhG/bkRSYsoj1gQzHUq9bhcJSWlmZlZWm1WoVCkZqaqtVqkdKg1Wr1ej08NEqlEvUDubm5jY2NtBKITLhTwI6k2+1m/RROp3P37t1TpkwZMWIEZUrT6nLNNdfs3r377NmzRIBdLhc1JPB4PGApbMq0GIgT0T4IEqThf8F/3W63Wq3ev38/TB+srBMnTjx16hTFimH30EFYU0+EiJ4MlkHxPN/c3KzT6b766iuY4BKJZO7cubNmzULXlraY8O233w7FaQS+8KasXLnSaDQKZOREe70jcDqdWAGXL18+aNAgLJcSiYSihR0nlligqTDk/fffpxU5Njb2ww8/JO+hTCbjAu18pFIpkcOL+jlBX8aeA8ozb25uJhkq0FoS/rzjjjvGjh0Lh/6QIUOWLl1p2E5pAAAgAElEQVRKXz979uzbb78NDgyhb0SPT58+zQccrGg9JZPJFi9eDKn2qqoqvIwNDQ2PPvoovoIV57LLLispKWHP0OVyVVZWslscDkcQ2dE+AkpqaG5u3rp1Kx7R9957LyMjQ61WnzlzBoT2opCammowGMxmc0ZGhl6v/+GHH9auXZuYmLh9+/Y1a9Y8+eSTSBPDI7Fv3z6ZTEaRZ5VKBSZMkWGEhS0WS8u68Yt9F0QmLOIcUJYXrbI2m624uDg9Pd1gMOBZ1Gq1BoMBCfrI1DcajSijh5vHYDAUFBSQddszJ+hLDq0OI1S1MOk3Njamp6fv3LnzrbfewlI6YMAARN6uvPLK+fPnb9y4cceOHQaDgSYOlmZAr5J+SyztFnFRICaAZxKclmeiwfv37xdkLowcORIeesDhcAgUB8QnUMSlAkFruubm5pycnL1798KIR4Ho8OHDIYvVFhP+3e9+d999940dO/auu+7COxIeHr5w4cKjR4+yzV2QxCsy4Y7A4XC4XK7du3cTR+I47tdff8Vfqa1Ru60XKB14vV5MgEaj8YknnqAfio+PR1cInudff/31yMjIsICyGgLCHMcFKf11uVy07vdk+Hw+itThcXU6nXv37uUC9VwSiWTQoEFnzpzJzs5OTEy88cYbOY676qqrUDC8c+dO8iBQ6Lh///7x8fEo6iZvwp49eyi9XCqVPvXUU7m5uTzPy2Sym266KSoqCsOLFmX4Sss8i4aGBhrSPv5y+c/F+vXr8Vi++uqrRqPRbDa3TzgaJCI5OdlgMBw+fHjKlCnwiaBvHN6OAQMG4HV44IEHTp06JZPJEC4G40CIGNFgZFCbzWZS1yf2LjJhER2Fj2mr7XA4iouLTSYTnjmqXNfr9Wq1WqFQyGQylUrF1rIjh8FgMBQVFdFcI8oRdxBskjkCZeStoO4dWHFtNltTU9Pp06fvuOMOrByUaweb7Prrr3/88ccPHDhArgqqRxJYVz1/oRXRc0A1OWzCQm1tLc/zqampkyZNwnOINS88PHzTpk3Z2dmkdi7oD0lEmhddaSIuBbBZVEBNTY3FYoEFHxERMXTo0KFDh2IqbosJR0ZGxsbGvvTSS//+97+xp0QiueKKK/bv349Fmf1XRMdRXFw8bNgwMCWJRDJnzpz8/HyeET9j6daFg11GsS57PJ7169dLJBJidDzPNzQ0uN3umJgY2ogMAtrhQnBJ+KybmpowDj/88AMtBBTmRSNft9s9ffp0bJkyZcrs2bPhx5dKpdhI5PmVV16hJUalUi1cuJD8CzR6p0+fzsnJQZYcXkBo0XEcRwopoEw0enSvYQj12besJZ/csmUL7teIESMSExPBP9vBhKnG2GQyZWdnr169+vrrr8dNiYqKYqW8+/fv/+CDD545c4aYMJJPKSCsVCq1Wi3CcjAefIFOKOy1XOB9FJmwCCGIYrlcrpKSEsjEKZVK1ANrNBrKi0YQGFn7FCJOTU3FnkajsbS0lGacnj9Z93BApluwkdrN05+Q30X/3b1797x58zgG5JaOiooaN25cYmIi61TjAyYdSf6KEHEhYKUB8KGoqCg9PX3v3r2DBg2Cr5f+PXjwIDliqHydGolBcIv+KiZIi+j5YIuASO/HZrPBvIuIiIiJiYE+UBAmDMdldXW1zWaLi4ujuXrr1q3U+o7vw11eOgs0WTkcjs8++4wWx4iIiB9//LHjxxfoJiD8u3v3btxiqVTav39/hUKBHTim1VZMTAxlAguU0lgIpPXhheyBT4WgFXxlZeUbb7wBQTiK9MbGxspkMuzg9/uRNDF48OCWFgtJS+zZs4fneZvN5vF48E7169cPxyRXgkajOXjwILLNiWJFR0dHRUWRmCirukIf3G43W+bQB+ELgEZg+/btGMBrrrnmv//9b0pKitFoJF564ZDL5RaLRafTyeXy7Ozs7OzsdevWTZky5e677x4zZszIkSOnTp26atWqpKQktVqdmZmpCkCj0YD3ggbr9XowYZxDeXk530YY/wLTOkQmLEIIem4aGhosFotcLkceAj2IAJw09GgiaUGn0xkMBqRAKBSKtLQ0olgiE+4gWmoIsVLPfCBjig/M72w23ZYtWzZv3rx582ZaXeBkpdXlu+++M5lMJNXYZ9cAER0BK+NZVla2cuVKLpAOjUq8MWPGrF279pdffsEzbLfbUanOFmWxEwUrtSJCRE8GOz+zRIhmWnbubYsJw+jned7v92NnqVQqkUhWrlxptVqJ7XREyUkEQIa+2+1GsBFUKiEhQdBNpx1TEI7sdDrJVc3zvFarRXo8fmjevHk8z3s8HpA3NhoMUKp2S6xfv/6nn37Kzs7ugey3JXCSNpttyZIleB2IvoLoLl68eO3atdu3byfGhQEJC7SVIoslMjJy1KhRWq0Wps6vv/7KBWLFbB8NiUSSlJT03nvv4VtUkgNKjLOitG3kmQsaPvF91WRle1OxMWHctSlTpqSkpMDCb0dM2GAwJCUloXNScnKyQqEwmUxQzIKCNHSIUIGckpJiNpv1ej1bIYzUVJPJREw4NTW1uLiYTr59V90mE/Z4PAJthrbEytmNlBfU6j5YIdgMopb53K02pRTRnfAFeosXFBTAH6PX69vxxCsUCq1WW1RUxHejvIfv3P5y7BWJ4Hleq9X+8ssvCxYsQFENlmSsFrfddtvMmTNbfoUYNaumxp8bwWN7Hojo3cAcTvM82RD4F0/LoUOH7r//frJpYPdceeWVZ86c4cXcThF9Bo2NjYMHD2bVccPDwy+KCYMqvP/++1qtlg+8fVjjxHWt48Aqtm7dOo7j4uPjw8LCbrzxxn379rF/7cR17ZFHHsEt7tev3/3338/zfHNzc3R0NFskTJ/R8gdgM3jfe+897HDXXXfNnTuXpBbYwOZHH31EtWm4CjZnB57HbrCuBVni5NxBhzC62H79+tE7gvGJjo5m3xqWHk+YMAEHnDp1Kru+hIWFgVpHREQsW7astrYWP4Em3iDV4NV0Sg6Hg7wh2NKycxWtVmweQdeMVujBduKlzNDs7OxRo0ZhqBMTE5uamjIyMpRKJfhwy67C7egzfLFARirqNHU6XUlJSQfdFm0yYYGDhMwd1ICRMcTu0ypYCt3q3B2EPPOXIBMOfsLkbkGTrp7MHJxOZ3Z2NqUlXOyTqtfroa2Vl5fXFTeRrZttCbbOoS2LoW8mbNNQoKHr3Llz//SnP9FagnUiKipqw4YNv/32W0FBAe1PKwQ+XGDOiYheBgGJpeS3uro6nuc9Hg+eK6ya/fv3h1nz8MMPnzhxAvuI5ruIPoVZs2aNGTMmNjYWWtCQhwmSHQ1L3efz9evXD9NyRETEI488snHjRq/XS9X44vTbEUBWg8zalJSU8ePHExGdO3duQUEB9uzc+epvf/sbSYJLJJKdO3fyPH/8+HH8NNzToHODBw9Gpx/6Ls7Ebrc//PDDLEu89tprqXUQz/NZWVl//etfsaZLpVKKfILsUU0KTNBOvLQgoFwGjuOgF4114Y477hg1ahTlPLP10sAdd9yxYsWKtLS04cOHw0/BcdzChQsxaFhfKHeaMs85jnvttdfGjh1LG6+44goqTOA4DlQWUWX0auIDKcEtx4QoTF9YuShpnLWNa2pqFi1ahCrrhIQEm81WX19fUVGBWC5JZ1FdZCez3tYAJkx8uKKiooMXfkHZ0a0Gb1sOX/A/gU73+sTLCxcu67YwaftQX19vNpuph3W7n9T09PSu0KNn62TwaAUf9naoyfVWEKf1+XwNDQ1paWnbtm3jOC48PFywDv39739PSEjQarWUfc2KS2PZoJWD7ZcjohcDd7mpqYkt7uV5PisrKzExcfjw4TExMSRw8swzz2zYsEFQhR6S0xYhovvh8/n+9a9/UfAKqc5c0DphjuNgRYwZM+a6664DE7733ntfeeUVEo7m+4Zd3tVg/XoKhWL48OGUi/vSSy8VFhbyPN/Q0NCJjHHGjBlcQN84Ojp65cqVPM9rtVoukNNLi++iRYt4nrfb7QJpTBwExbRYr1944QX2JzZv3kzreFhYWFJSEquyhmuBU7L7QWyf47i4uLjTp0/n5uYmJCTcfvvtrOGBIuHY2FgIRB88eBBXBDY7ZcqUY8eOTZ8+HTvToOHIdAeREU1114RBgwbZ7fbMzMxt27axZcygfxBYarXuug+uXHa73e12KxQKumu7du3Cn2pra1E+SdnLbJvfLiC/Qn6h0Wig2ms0Gjv+PF8oE2650ev1Op3O+vr6ysrKkpKS0tLS8vLy6urq+vp6p9PZVoJ0y1rHC8El9AhS2pJgBC4VJkYnWVVVBS3o9pUE4K2AsFtXt1PC5AUni5h4eSFoqTaZkpJy6tSp0aNHY76LjIyEshHHcTfffPPEiRM/+ugjTDeQ6WPfZZfL1XLZENErgXdZUDuTn58/c+bMW265he0FEh8fP3z48JKSEjwnpA59SSidihDRKXC5XImJiS+99BIx4bY4MDFhiUQC3/ELL7wwceJEfPHGG2+86667cExqURvKC+tFQITQarU+/fTToFUgUYcOHcJM1YlGRV5eHhcoR5JKpRs3buR5/rfffpNIJGzQcsCAARqNRvBdTLkOh2PGjBlghjhPpM1Tu+nMzEw8NkhDuPfee3F1PM/bbLZPPvmkuroaBwyiyNVZgHYJ5B7cbvfvfvc7lpSSUFZKSgo0WU+ePMmOg9Fo9Pv9q1atYsltRETEzTffzAUSnrlA4JeKganqm/4qkUjYcv0FCxbccMMNYWFhy5cvD+5RutiIS28CmdPJyckYt9tvvx29qSi41dDQUFBQoNFoFAqFTqdDWa9Coeh06tsSWq0WQen09PSO56sHy45uK2/Z5XLV1NQUFhZmZGSgsplql/V6vdlszs7OLikpgc+AdbQggtRSls3n8zmdzsbGRqvVarfb7XY79T1n78clAVZ1jb1GxMPZP/XM/FJ67cvKylAkbDAY2tE6jJiwRqOpq6vr0oSultF1zLzI4rBarY2NjS2zqanRX5+CoAzG7XbDLYq30maz+f3+I0eOPPLII1xAXkIikaDtwcCBAz/66KNTp06VlpbSoeBADcWliAgN2CyA3377bdy4cVxADZXcKI8++igpo1I1Df4rPi0i+hQMBsMnn3yCiRREK3h2dHh4ON6Rzz77bP78+WS+R0dHs0JZTU1N4qvUQYCnkRldUVExZswYql8dMmSIVqvt3EFuampCejAtqcuXLx8wYIBUKqWYMPjbypUrscKyLubGxsa9e/dKpVKK0XEcd/jwYT4QawHhfOedd+6991789YsvvsBxDh06hLkaVFOtVnfidbUFcnriHHbv3h0fHy+RSDDIp0+fFlQsWywWDAJG6fDhw06n88SJE1hc8I5QEnV4eDjGYdSoUUSSaVjCwsJoSaLmVeSDwJ5Tp04F18V5grST4AVEiwS6Mz3QaO9E4GkXpO5+8MEHGK5bbrklKyuLtsN0bGhoyMnJQdgM0rntazV8sdDpdGAohYWFHX9J22TCrT4Bzc3NoMGZmZlqtVoul8vlcqVSmZqaajKZoKtELY8NBgNYcW5ubn5+fkFBQWFhYUlJSUVFRU1NDR3Z7XbX1tYWFBRkZGRYLBaLxZKZmZmfn19ZWWmz2S65FCBBjTQh1Od1oaAXoLy8HDkP7ZaJ0wRK5+vq6gTpPZ1ynm0lonu93rq6usLCwrS0NJPJZLFYMjIy8vLyysrK2M7pfTaM6fP57HY76wXw+XwCp0B5efnVV18NPyurq8lxXHx8/Jo1a/jA2oaVTCB0J6IXw+/346YfPnz497//PcckpEVERERERMycOZOaA7OtqsVosIi+Bp/PV1pa+vXXX7OhsPMyYXx31apVjz32GJsxyy6j4nzbEbQ0nRFjP3XqFGgq5rSFCxf6fL7ODb8LCBtyr9gYL0hyXFwc9vcFFExx2t9//z09RdjtwIEDPKODxfO8zWaTyWQgvbQRXdyJJU6bNq177B9/oGGvx+NJTU1lmWpqaiofCE3DHzFz5kx2fLBDQ0PDvffeS+XEAEWAL7/88jVr1pBAI14i1lMQGxtL9fboZk9/euqpp3CSeB7ImGl5FWxkuBsGLVQQzCoej6euro46WkVHR+/fvx93itVPtVqteXl5arUactDt6K7UDuBXLBZLbW1tx2/K+WPC9F+32+1wOMrLy3Nzc0k0DF1zSMILbWYRH0aIWCaTQRebukKBIZeXl1dVVVVVVRUXF6enpyPSnZqaiv01Go3ZbM7Pz6+pqblEA3esOBZeMwqMk+hFj4Xf76+srNRoNEqlsn2PNeqEoTtttVo73QKmsnPagpZ9dXV1ZWVlWVlZOp1OqVSSpwYXkpWVBT7cNzkw0DI6R2lX+C8yqZxOZ3Nz89atWydNmsQxTe2xooSHh48fP/7HH39MTk7meb6pqUnQOVBErwRaOB4/fhx6JESAYcePGDHCZDLxgeUDUzdSgWgO5MXEThF9CW63Gz1IKCB8XsUsrGXLli2bMWMGWAHqDvhLqlKs54NYrsfjwfqVm5v7xz/+kVjT8OHDCwoKOjEsDKVo8DRELG+77TZQX1pk4+Li8OH06dPFxcU4MRJ2amhomDNnDnrkQtpDo9GQPcl2WKQETCzoPM+/9dZbXKBd0+zZs7vHmeJjulWlpqaOGDECztN+/fp99NFH7DmXl5ffeuutxFQHDBhw8uRJmGpsckQY0zd4wIAB//nPf+rr65999lmKqLOe2b/85S9yufzXX38ldo0vSqXS+Ph4dN+h8cFJ/vLLL6dPn1apVHK5nP5EcUG0/euGcQs56LFH6j5UuxE2p4onGpOGhobi4uK0tDQwwc6kvG0ABDM/Px/+iw4+zBfaT7i5udnhcNTV1UE/CVFfk8lkNptBOcA3QIHAh2k3sGKNRkN11YhrI26s1WrBWFQqlU6nM5lMBoNBo9HggEajEfHhjlxkSOAPdI3yeDxut7uqqqqysrKioqKysvLs2bN2u70npzb5fL7q6mqdTodOSO3QjqbUBYPBgOTkrjhPWgAg/lRRUWE0GpGnwape42HDiRkMhqysrMrKypZy+X0KrC8G1gDukaDiAmTm5MmTL7/8cmxsLGw4WpPi4+M5jvviiy927dqlVqu7QhpNRI/C0aNH//nPf8JJDJMiOjr6z3/+8+bNm7dt26bRaPhA0hRlmpGh4/V6e3H/CREiWoXP50tISKA5k1JsWgX+arPZysvLX3311YkTJ7IhLD4QtiLBwlBf3KUKUjpgDWgkrezZs4fKgiQSyZYtWzrxd5HbzPoQk5KS3nzzTalUynYVphDxggUL9u3bJ6gMnz17NvssKZVKUjHkz83VIpCWyu7du7/++utdu3ZRp6guBU6MTRnbuHEjx7RKwtna7faysrInn3ySfBAYilOnTuFbe/bsCWN6C9PovfXWWxiciRMnhgW0o8lfz3Hc1q1beZ4vLS1NTEykV4li4zzTJJLnea/Xe+TIkUGDBtE+p06dAhnuI68bnhN8puvFWPXv3//+++8nW5G1nylXpbGxEcHhziO8bUKr1RqNxrKyMrzIHbw754kJs6I4JSUlZrO5G66wVeTn55MAaQ+pWRcU+iIC7Ha7SZPdbreXlpampaWRqBrS6FFZnpGRkZOTU1VVVVdX53A42AAdHYG8ekA3+IPJx1NXV5ednU1xXYPBAHcGFYTjvzKZDN2SsAWXif/iqvPy8ljl2E4ELQxut7uioiI7OzuIL0qgbqfT6QoKCihZGj4LHK0vzHcXBRKO1uv1Bw8exDqBehs2B2no0KEzZ87Myspital5ppyYDoWIR8iup0+C5kwqAaJJptU98RbgNiGHRafTzZo1C3YGGSUDBw587733qK+9CBEiWmLt2rWsYE9bNDgs0Fs1KSnJYDAsWrRo8uTJ2BgWFhYZGWm1WqlUWMyO7iJs2rQpJiaGkm83b96M7V6vl3gdtgSxx2gfsiuggYw0XTSUBmFLSkpyOp0ymezkyZNarfbo0aPz588HiwMZGzRo0P/93//xTHPjzMxM+utVV13166+/8t3bFenCgVNixy03N3fkyJG4/Ojo6Ndff50P5D+zFJfjuHfffffs2bPk+lmxYgW2wwIZOnTokSNHoOJZV1e3YMECvCbEcqVS6Z133pmXl0dnwgUKEziOGzJkyOeffw7PLOLteKEOHDgwdOhQLtDLiuO4/fv38+fe657AProONLHAo+33++GVkEql99xzD/5E3FAwFMitsFqtRqMR9bPI8DUYDGAQRqNRr9cjUApoAgmkrQLWe8uNcrk8LS2turra7XaztajtvupgMWFieh6Pp6amBhmnXc1424LZbC4tLe1pBnRbr4Tdbq+oqMjNzYXIuIZR/caNxDMBzwKIcU5OTnl5eWNjo2B69bfRwqqL3kbK3HY6nQUFBSqVSqFQkE46AvXgky2T4QVsHzpqJSUlbLfuTjxVeu6rq6uzs7PNZnOQ2DVODxwe9N5kMhUUFDQ2NmJ42bKHTjzJSx24ZWhsiPhwWVkZz/N1dXWvv/46aokHDRrEFrMNHDjw5ZdfPnbsWE5ODg7CcmM2QtgDV+7eDdaxTT47l8tF86rb7abPsBLq6upSU1NvuukmWAZhYWH9+vULDw+/8cYbP/nkE9QD9/H0ChEigmPfvn2jR49GOmvwLkqw9V944YWnn376qquuGjhwIDgPzHeTyQThX/iqRDLc6QApOnTo0GWXXQbvQ1xc3NKlS3med7lcFCfgL0waA9yvqqrqtddeGzRoEG7ilVdeyTElwUlJSS2/aLVaP/nkE6RA41u7d+8mdu3xeIqKim655ZYHHngAz0MPn4HZKlyXy/X555+PHDkSj3psbCwbBI6Pj0fS+FVXXYVmyzzPI8LE87zVav30008nT5789NNPnzx5kv0Ji8WyaNGi66+/HseRSCR333034r0YIhxhz549Tz311IwZM+jglKZEZDg3NxfNriIiIj7//HMEcgRBry4drhCCIhawExCKIy/eiy++KLh2gbYW7pTT6aypqSkqKkpLSyOWC51nhUKhVCqJALNFlK3CYrGYTCYQT3xLr9cbjcaSkpKzZ8+yzKKD5CIYEybSX1dXl5WVhaTT7mC9rUGhUFgslvLyciob7pmRYZ7nm5qaiouLjUYjKp9RUI2rwDOhOhdIDofvJC0traCgoKysrKamJng5a1t6UR0Eu75WVVXpdDq5XI4qbvacQYapPpwoKH0AhTabzaSdw3cqEyZXK1rDUbC3LbBMWKPRoAO4TqcrLi4WZGz2hIeq54At74SXhEa+vr7eYrHs3LnzhRdeQJo0F9ClRLh47NixH3/8cUJCwunTp/lAojVSaEJ3QX0UVKnFrmSk6swms/CB9a+iomLbtm2LFi1CGRtlpt19993ffPNNUVERzxTaiRAholX4fL4TJ07MmzcP5n7w7GjQgxEjRowaNSo+Ph5JN1SQsmfPnszMTJJQ6sUWeahAusFbtmwh5eFrrrmGZWWUGhp8/DExOhyODz74AB4NLlAbzN7TEydO8IzVQX3aq6urN2/evHHjxlWrVt13333YjU0SVKvVJOQLQ7HHOvHJn45Lq6qqKi8vX7hwIccgIiKCspcjIiK+++47nuebm5udTifrgOB53uFw4IAwJKiU12azqdXqhADS0tKwHT53Mj/sdntDQwMNOPLkYdWQsyMrK+vbb79dt24dqZ/gbvr6QCtvjAxbv0n3aP/+/f5zW/m0bCtF4WKv19vY2FhbW1tRUVFUVJSdnW2xWIgKaQMgvtAWWH5ksVjy8vKKi4sFj3rHqVAwJkzpcyUlJSAP3ZP/3SpkMplarc7IyKAeyqF97dkKVVZW7uzZs0VFRWazGYyXqK8g1o8bjCpcbGFpM2KqaWlpRUVFdXV1lADA6h63FPfuFLBqXjabLS8vT6fTUf4z1NFY3kvEngLFeL5TUlLAM7tI8IzexrKyMo1Gg/ckyPPJZmKwHiaz2VxTUyOy37YgyMIgYkxLAhQEFArF7t27ly5dCiVMihKTBTBhwgSTyQQfLR9YuUWRrW6DoJbGH+hq1uoE4vF4Pv744+HDh8OjAQ4MG/2aa645ePAgdqN3sMdaYCJEhBwej+f06dMvvvgiS4GCZEfjr/Tesfjggw9UKlWnN2IQQaCqkIaGhkOHDl199dW4KYMGDdqzZ09TU9NFCXdbrdYPP/wQ947SrePi4vAZbg6FQsG6m/1+v81mE1hNer0eH2w2G6Jw5L5vaGigNboHzsPsKQmywNLT06dNm8Y6BcLCwq6++uqdO3eijTDb4hFmRqvGZBB2yuag8S0cwa1mmLZscIA7wjZ/7ckSPx0H3SNcclVVFc0/eOoElOdC4rGQz7TZbPn5+aDE4BGUG9tWdjRJL1ssltzc3IqKioaGBnJY8K1J57YP52fCHo8nOztboVAghta1fLdtYFy0Wm1xcTG5HDp48R0B3Qm2AM9ut6elpRkMBjaOD+0oJBVrNBpKJAaH1DDeEWLF4MlwPRiNxtzc3Orqava99TMtmroo5Zjnea/X29DQkJeXR+epC4DOXxD0pvOXy+V5eXldnbRjs9nS09OJqJ/XU0NkGNFsxLoLCwvJX9ilZ3tJQ+B1FkQCiVktXrx4zpw5kyZNgvMbfDgmJgar/vjx4w8ePHj27FlROambwbZ9RgSYtJ35QAeOmpoauVz+9ttvw3/BhrAkEsmcOXP27dsneKPRV6+7L0aEiEsHfr8/OTn5nXfeiYmJofrPtpgwEmJhd7bUwp0zZ86RI0dosg31lfVCgHqRx1ahUEybNu2KK67gOC4yMvLLL780m821tbX4a5DkJqfT6Xa733jjDcQ5kV8aERExbty4w4cPo9IVa6JWq23LoCW9aLaPNB9YhZ1Op2Du7YFMuOVFwWrF9oaGBmxctmzZww8/vGfPHsH4A6xcM33w+XxwTFCKhMvl8ng86HnBM9f43WIAACAASURBVCaKwHSx2Wy0ilFyL0vn/H4/xtYf6PwneNf6ThqUzWb7+9//Tt4K9k/nnX/ghmj5TCLOb7Va6+rqrFarzWZzOBz2NtAQAO4aCd253W7cGuRodCETpgik3W43mUwoFkVmaUiAkuvU1NT09HRWgydUYNXq8cHhcJSUlFBTZfgzqDqcLa9lk4pJekoQWcVfQSmRGV5VVYUMRkpI6Lq1kE2BqKury8zMxBkSP9cEGK8moGbOEn6tVmuxWCh6jwzMTj9Jn89XXl6O4TWZTEajMcjzg3ZfUD7XBPwRarVaqVSmpaXhVLt0SC9dYN4XPPA0B2EjUpjoLjc0NPzyyy9bt2597rnn2HbE+Hfq1Knp6elwtYbigvooaMln3ds+n89sNu/Zs2fz5s2PPvoo5adBNxWG+Pz583fu3OljGiAhZkI5Kb07W0yEiA4iKSnp/fffp+RnqVQaJCZMkj9s11ngD3/4w3fffUeBqR7IfHoBQM/sdjtJRe7ZsycyMhK+3TvvvDMzM9NmswU3FXw+n1KphMY+dQx+8skn8/Ly3nrrLVJjkkgkgnpXyEmysVMKRFMGL89wSLg4IQDRk2OV7LmxQWxsb5Uww6hgHbhsUiT7mf26y+UCieV5niRRAafTycaTiDOzp+R0OoknCxgvK3FyUdd+CQGXBs5Jotw0//BMRbpg2HkmPswG6oiqUFqrYEv7lK4EB+m43X7+OuGzZ8+CMJhMphDWCRsMBpPJJJfLNRpNfX09H+rHkSrL6S7W1taazWaivsRs2QRpTYv8eM25qdGaQCQZH9BQSqFQqNXq9PT0oqKipqYmtqKvi4CnnObf+vr6goKCtLQ0MHPEYHGZdJ5URp6WlpaXl1dbW8tmWXQFw3S73QUFBeDeOIEgzw8pYGPAcf7E20tLS9uS0hUBtJywBMUhrEgmPng8nvLy8lOnTqGdJtzqsPPuueeelJSUbjt5ER6PB4s9xTFqamp4np8zZw5URqKiolhlTlDiuLi4Y8eOURM7uOFDdQkiRFyiUKlUX331Fctp22LCJKnFgmLCUqmUlTIWV6tOB3gmle3QCB87duzdd9/F4nXTTTc98cQTLUOyAhw5ciQ2NpZu6COPPFJaWsrzPKVJR0REREVFHTt2jL7CLqls/ieILqx/VuGp1S/2TLB0BWdOKxHRWiwudrvd5XK1SnrBnNngLd0CSszEf1kSy/atYD8ITJpW2Th9BZy8LxQmCAZq+vTpmH8GDx7MGgCsk4L9blu8lMo5L2r0Oovonhfn0Y7meb6yslIulyuVSrPZLJPJuo7rnhcmkyklJUWhUMCGC+1KgDA9y4QrKioQL2XZL/FhzblS4PQnVnuZ6lfZxssUMQZnczgclDND6MQHpa1pwul0VlRUWCwWCndTTFWj0VAk3GQyFRcXs53KW53cOw68k3l5edC+0mg04OdtPTxJSUmU3k/njy1KpTIvL0+QgCSCBS0AUEiCa4Pch7TqsPeajAl8a/fu3YLW9v379+87WUY9Abg7BoPhzJkzK1asoLgEAKkzqVQ6fvz4adOmmc1m8uDyAU8w+baosI1SlUJ2VSJE9HgUFBTs3buX9Te1xYTDAj1RW4aFkWGbkJCAY4pLVVfA7/dTx1TaiC0NDQ2ff/453Y558+YFOY7P5ysoKLjuuutodl2yZAlsKplMBkaNKVehUPCMVhN9XfBfyujx+/1NTU0IBbOqaT02QYCNiLCxbn+gRwn+S+lF+ADGRQrGgiUG5Tx84NZQfkSrgXH8BDFqtlCo1bNl7RkadjrJXu+B8geEo10uFxqhYxYaNmwY7QPlNjbGKzgCfWirhNN/bk8cfxsIfp6UIdvxqw7GhIGamhqEK00mU3Jycrdw3lbAMsbS0tKQpwZRCJEehfT0dOg2dSlMJhPUmP1d2fjH36IOGbOY3W6vqqrKycnR6/XUVEmr1ZrN5tzc3PLy8vr6emRWdOLJwCEqeCtQlW0ymWQyGbUIbt+QIvmc+qf32BXlkobf7//111+x9qMMNT4+fvfu3XzA5kDlKnZuudj4ukYf7pJAyyWBTbJgTQTWlc761Hmer6ysTExMTEhICAt0XIyKipJIJDCv4+PjR4wYsWrVqh9//BEZNyJEiOgsVFZWlpSUUIVIkDrhtkCB4u3bt/M9mPZcWmAXlODuPIp5/Oc//0Gq88iRI3U6HR/I2qUEOjqsx+PZtWsXMef//Oc/ONSzzz6LCmGAFLN6AQSSroKNLNpiPuxKR1Sf3Q7bkrb4As0L2BxG9ut0NApm4r5s2LBh3bp1mzZtSkhIKCgowB3EOZM2NUAPBtWFdWyQLgEg78Dlcu3evZseVLT7oiIptjiuF+D8TLi+vl6j0aSmpppMptTU1M5kdRcJ6tZTWlp6sUH2Tgd5sPyB3BWz2YwAaZdCr9dXVlay7y3fxS+n/1yBWQRjbTZbY2OjzWZD1XtjYyNbzt51J8DOiXa73Ww2p6amdqR8XavVQsGblbnum4yrq+FyuT799NNrrrmG3OH9+vU7fvw4zxRlsf4dEXzAQYsxEZBbtJXHFvbVI4EQOLD3798/ZcqUP/7xj/369aMyYDbu9Lvf/W758uUajYZ+VOzzLEJEpwAqPlgrIyMjidNeLBMG+4qPj9+wYQOllYqlCh0EBVQoDtYWYBv4fL6ysjLIQUul0mHDhu3cuRN8APLCFCCBBEZZWdmoUaMwzcbFxR09erSxsRHJOOg7GBYW9vPPP3fHpXY92Fgra6fBSMZf6UNbB4Gx53K5BK16BLvBAPYzDRHY6CLP82fPnl25cuWsWbOmTJkyderU6dOnT58+fdq0aZMmTZo4cWJsbGxUVFR4eHh0dHRERMTo0aOnTZs2e/bsSZMmjR8/fuHChQ6H48CBAzNnzuyDHR8RaUMgffXq1XhQY2Njjx071osDRefPju4hilmaQAquWq0uLy/vrvEJBmJofr/f4XAg27arB0GtVhcWFmIJ7Aom3JaLgd3YVsJDN4DNGrJarSaTSaPRGI1GpJQHLxVuFagWVigURqMRHdh5Mduzy+B2u1etWhUdHU0hjueff16wD9ZLQOAPDq3zK1SgB14QKme380zdjtlsNhgMBw8enDBhAgZZIpFQLjQ+PPbYY5MmTZo+fTp9yx+QGBFpsAgRXQEQWnij2sGEMWc++OCDmzZtslqtoru243C73cSjzhvgogJdr9c7YcIEiUQSGxsbHx+/ZMkS8CUcgdJr0f9yyZIlXEAqcuvWrRaLRSqVSiQSJOb89a9/pba3lzQQIaRnEpSJHVXB2t1WQJicO5SKSI18vV4vPjudzqSkpNOnT6vV6qSkJIPB8Msvv7CLHfwO+C+F36VSaURERGxsLHV2JMTExOCtHDx4MO4LabxPnDgxPT2d7mkP79vccbDduUwmE8YnPDz8m2++wXZk5guS+XsBzs+EXS5XZmamXC6H5lAXkLsLBboTabXaqqoqnGFobwaxMr/f39DQwHYM7joolcrMzEzMvDS5dOKbiVBScKLrZ7L/m1tAUOLSuWB5UVlZGXLm8WCkpqa2I0EaTxTIcHZ2Nly/vSnro4egsbERo7p161ZMr1hsLrvsMuRIs1HNtnwxvXgFCoKWbxOFiLE8U2I58sEefPBBJD9jdUf4neM4aJ+CDJP0qAgRIroU5FdlczHawYSBOXPmfPXVVw6Hg4iBiHaDJW+C1FwBaIJFOu6CBQvY5JoTJ07wPA9lQdaTiCUPCtJRUVFbtmyZNWsWImwRERERERGfffYZ3+ti+36mgFNwaRdS4kQ3gu1NwIqT7dq169prr2WpLNvygHKdwsPDUfuDe0TdEOivHNPKmD6To4q2wz7hmRryXna/WFApNc/zP/30Ex7dsLCw3bt3NzY20gjwva6Q8PxM2Ov1FhUVqVQqKBh3Bbu7QOj1epVKRSWdfKiZML2xYMKaQLvaLoVSqTQajehoR0HprhgHHJwlxmyMjv57Icy5UyAg2FarNSMjg8SfoTHWDk8NxtNgMCDroaqqqpf5unoOaDFbunQpZliQ4euuu46tOcFUK7BL6GHr/tMOLXyMQiONCdu8iuf5zMxMrVa7c+dOtOtgHQ1cQGhn2rRp991334IFC6Bk5vf7GxsbWSEWXkyFECGis+H3+0kTCDLC51XMCsKEJRLJyy+/nJiYiAOK6Rudi+DrC8JlmHsrKiruvvvusEBbrE8++YQPpOxSzTDWO7fbfeTIEXCwmJgYloDFxMRs3Lixl826goXbd26rZFbJoi1gQBobG+Vy+fHjx9VqdUpKyqhRo5DNFBUVNWTIEJBbakWB9Y7yngSvTFRUFNFjIsbU4ZmOgK/jhkZGRmKHmJiYDz74oKqqqu/ko9GVwikglUqXL19OrnNWOzo059c1OD8T9vl8tbW1GRkZGo0m5HXCarU6Pz8f7cJ61KPpdDoRmezqQUAOMLyPoY2S+VpTUe/S36IIPPonIQ4MDgwh7nbEhMGEzWYzjpaVlcUKX4voLLBqE2fOnHnsscfCw8OhHMOd27Hd7Xa73W6n0ylG5lm0fNOtVuu+ffvWr1+PUrTLLrtM4CDnOC46Ovrxxx8nr3ZbVhfLhHvZCidCRE+A1+tlvVQXy4TppZ4/f/5HH30U6qvpVWBzeoPvia4lwOHDh8nbeM011+Tk5PAM+wVzwKSdn5//3HPPUb5udHQ0ai9vvPHG3Nzc3hFgZEMjgu08z9vtdo/HU1tbe+jQoa1bt65bty6hDXz//fdQsXr99dchKcKGZ1nQ4Asaj+G/gm+NGTNm5cqV+/bt2759+8aNG7dt27Z169YNGzZs2bJl69atmzZteuutt+jrFEkGSX7xxRcLCwtJraN3myXkXDt79iwNMpn6vUwli0WbTNjPiFy73e6qqqqMjIzQxoQBkEC2y3ZPQHNzM9rtdvXlwx2ASumu4KKCWkSQbeowFLwzMBsu7tyz8jOiWS6Xq6amxmw2Q+lKo9HI5fJ2P5kIKRsMBp1OB0dPcXFxL3PT9gTg9pFAd2JiIgKYWHUED4xALcPpdPYOc6EdaPko1tTUlJaWzpo1a/LkyWFhYZIAWCM7Kirq1VdfRfe7vLw8vMIYZCi78Exv+pYTaY9yMooQcemC8jwbGxsHDBhAVYvtiwmHh4ffddddjz32GA4urlPtBhm3Pp8PPO3Cvwt1fbvd/vrrryPtluO4zz//HFJDfGCxg4Yojpyfn79///733nuPuFlcXNycOXOgwdsLYvtsrRy2+P1+yIZVVlZ+8803Tz311NixYyMiIihI2yowOGySM77CvjX4E14lJFnQDpdddtm7775rMplOnz4tl8s1Gk1qauqZM2fgp2A7MxHwGDQ2NioUCplM9tlnnxETxq9v2bKlR3GNrgaM/BUrVmBUJRIJbad9kK8evJ/2pYU2mbCgT1RTU1NhYWFo64RBWjAN0RQTctAQZWZmdkPM3Gg0qlSqsrIyvkV/tk6Hx+OxWq3l5eUFBQXZ2dk5OTn5+fkVFRUNDQ1ut5vNmu7OEH1jY2NhYaFOp1MoFCaTSafTUZvrdvBh9BNGDbxKpZLL5VSGLaITgSeEPIsbN26kNS88PDw3NxfPT1NTEz3SLpertLRUp9OheVt5eXlv9UcGASXaFRQUHD9+/J///OeVV15JsQUuIBCCkNG8efOmT5+u1+vxXY/Hg7WKuiw2NDRgCzI2SdWTfq43rW0iRIQcbBxp7ty506ZNI9HgiwJr7g8aNKihoUF0V3UEFL10uVy1tbUkFNQW/AFxaTZx5sCBA0ipxfQbExPz1VdfGQwGnmHatOTh3//85z8PPvjgAw88kJWVBaLYm9wZbMTCZrOVlJRwAZVsjlGxCoKwFoW7ADwON9xww9SpUx966KFJkybNmDFj1qxZJpOJzVrHOGOL3++n20qNl30+H7UXxp9IMBI7E5n3er0ffPDB0qVLyYPMM3Ke3Tio3Qo8jSUlJbfeemtYWFh4eDi6e/CMbdArs8bOkx3N3nK73V5dXQ15IUQb0OAX/AFJqgAIiU6nMxgMyFxlKQqrLEWfcSi9Xg8RYAB/wj5nzpwxm83V1dVkt3WpMtN5weYJ+AO67ey1aDQaStk1Go1ovUs74LqCxJDh0MLwQgsKcUv8ldSzO9Lmm209Sv5RbLHb7SUlJWazGecAiWa9Xm8wGHDmZrO5tLQUswM7CEAn3hdWHxsDbrVa26ER3RbAgbVaLW4Nio2Li4uDdww/79my9UIXdYSW82zwmZelMd2Zr36xYOtReZ5PSEiAZxf/Pvvss6hfJRrscDiysrLuv/9+2H+DBw+eM2dOQkLC+vXrf/zxR2jmUQGeL9C/kfLnsZ3V5xCcgD+g/eAL9Mc77yUIhpoPqHy1Cv7chHD4/tmiqVYfD1w+vVZ+v/+nn37asWPH6tWr77jjDnKQU2lTbGwsx3Fvvvnmtm3btmzZ0otXaBEiLlFQYt3y5cvffffddtDgMKafcFignKRv6ia0BUz+7BTd0sFHEoPAzz//vGHDhoSEhLFjx3777bft03CWyWQLFy6k+xIeHv7nP/95y5YtO3fuFLBrSpzmGbV/wYJ16YKtBMaH3377bcyYMRTpxVJFgdYguQ9sZFgikeDubN68+ccff9RqtaLWY6eAzQUj7T273Y7bl5iYiLvw9NNPZ2ZmhvJEuwvnYcIspXG73Xa7vaysLCcnR6/Xg9fp9XqTyWQymYicgLgSm9Uy0Ol06AlMVJD2bMmi2Z21Wq3RaCwoKGBdoaFlwv5zm9zyPO90OnNycpKTk2UyGSk5EViSfCFMWKPRGAwGBCpTU1PxRXyFFLN4pp94O86f3gTKnITjs6amJisrCzJU7D3FHVGr1QqFQqVSmc3m3Nzcurq6pqYmAc3oIiaM49fU1HQuE4Z/gUSkdTpdfn5+O5iwIGOf8uLwoGK6ASNqxzi0Sqr952qYdYNuWbvRFhMODw/v378/+R15xkGzevVqtqUBCWZwHPfnP/958uTJTz/9tEKhwNgKMtO8Xi/rpqEjt5oMDP4ZPL2C/up2u5uami6EObfcB8sMcrRYjx4+YHBqa2uff/758ePHT506debMmbAJMA5kDcO5fuWVV3733XdpaWmNjY1NTU3kFxAhQkQPgc/nw9Th9Xr/+9//fvPNNyhibAcTRmQYjKJ3B6bagZYDQor6lLiL7dXV1Xl5eRMnTpRIJGxDnREjRrSDDPv9/sLCwsOHD0MDEpFhTNQPPfTQ0aNHbTYbUnLaWl/gAu4FsNlsWNrcbrdcLn/00Ucpd4n48MCBAxE/T2kDMplMpVKhSVJKSsrx48cpxs76jqHg3UPSQi9R4I3A4+fz+ZBs6/P5fvjhh9GjR3McN2rUqMLCQr5vZIoFqxP2M81yaLvP57Narfn5+RCIQuQWlFiv1xN9JaZHvJelu6mpqcYAwPfoWwaDARsRoAMJNJlMFRUV9fX17KPfQxYDlhJbrVaz2azVahUKhVKp1ATKeuVyuY7BhTBhRMgRE2ZZaGpqanZ2NqV/tNsrzApQsVZ+WVlZenq6XC5PSkpC2B/nj1MFaUTPISQVZ2RkVFRUkN5vqwSyIyAGRRG20tLSTmTCJD0NSozRzszMvFgmLJip6eFsK2jvawPs0diQJu3Q8rGHsUU+Ef8FtEbsfrTFhEFxccLULZDn+ZMnT3JMM0BKlKJGf+Rpxsp67bXXJiQkGAyGY8eOKZVKuVx+5syZ0tJS/BwcycQVyUnBB3gp5npBtr8gxst+lz+373FLUGEzVhqUOvv9flpUlEol1vv9+/d/9tlnZJANGjSIzRZDCjTFz3//+98vWrQIIXGi+j05F0CEiL4MP5NVu2PHju3btxOtvSgIUkb7gm3aPlD4l7Jesazk5eVhdRg3bhzrXoRnISIi4vrrr09PT7/Yn6M15fjx44888sikSZO4czFw4MCjR49WVVWxCzS+QnoNvY/R+Xy+NWvWxMbGxsbGTpkyZdasWXffffdzzz1XUFBwUccRGDOsNdgTjP9LFzR69AB7PJ6qqqo333wTIQepVPrvf/+b79XNk1kEY8L0QfDYNTc3W63WioqKgoKCrKws1GqCtSIHmFgT8k6JdSCwaTAYDAaDTCZDijUbLAXRAvtSKpVKpVKv1+fl5VVWVkJ+gD290L4JrHeKpStWq7WgoECj0cC5RWy2VQ4WpK6VTREXDE5paSnVPLT7MWXPGR9cLldFRQVKwel3cfsoXK/VapEjzaZ/p6en19TU0LTeuW8O69bled7j8WB4O5cJ46GlCHxaWlr7sqMJrX7X6/U2NTXZ7XY0120VtCcq4Wn5xNLudrtdLlfwwHJH/CNdhyBMGMl+TqeTralTq9VsJhXHcU888cTNN9+MzxKJBBQRVJm1aTimauuFF17YuHHj999/v3PnTovFIpPJ6FdQCk6rrMPhCJ7IIDA9qZ45CHNubGykBLlff/11zZo133333Z49e77//vsVK1agFURERATFJdgGG9RqBWHwJ554YuvWrfv27VMoFIh+E9OmmnbRMhAhogfCH1BA2L9//88//4zpqx1MmMRy+/fvzx5ZBM+YYTQxsmS4vLwcOcysyDCkm6KiosLDw//0pz+RvMLFglVzbG5u3rZt2/PPP4/OCPSLTz755A8//JCenk4lOT6fz+VysS7gSx2ChLi0tLRNmzYpFArIZDY3N1P0u6GhobkNkJEvWI5hHYkPfGeB9S+QS/2NN94gI+q9997jA892r0lbCII2mTD7IPrPTZNm93G5XI2NjXV1dQUFBTk5ORaLBcQPlDg1NRWMFyFESn4mHkgg4ieTydRqtdFoTEtLy83NraioYMVd6HxC/kqwEnnsySBRMzs7m7KL4RGgYDhbAh0ELPmEawBfzMjIQBoDf2Ftys97FXSE6upqk8mErtHwVlBSN8LRbPk3yDCuUa1WZ2dnsxGqjpySAJcoE2bh8Xjq6+tLS0tzcnLS0tJMJhPGtlUYjUaqWybXg9FopEoBo9GYmZlZVFRUU1MDAST2rHqsr7QtJty/f/+wsDA+QDVpt6SkJGpnx3HcsGHD6uvr0fYZ78Ly5cspfAoBycjISJiYUVFRsbGxFEfFh+HDhw8ZMmTKlCn333//lClT5s6du3LlSqvVSm/TeZ04VNxFbtQgDbeSk5OfeeaZadOmPfTQQ+PGjaPgNgUK6HNsbGxMTAzbCjguLu7ll18+deoU5oHTp08XFha63W5avex2O9vgnqIKvcOiEiGi98Hv98OdzbWrTjiMaaQUExNTWloqqHoVAVCtI+D3+5ctWzZ8+HBqNhsdHR0dHY0qG/wrkUgefPDB9v0clYax9atZWVmnT5/++OOPMe3jFzmOGzly5Lx587Di1NXV0Qm3/2p7EojY80zfYLZYGivsBaYvtUU6WISwOvJSB1vKhztisVjILBkwYMBvv/3G9yVf2/ljwkDLNOmW8Hq9jY2NVVVVxcXF+fn5eXl5ubm5+JCdnZ2RkQHhJaVSKZPJ2CRhtjY4MzOzsLCwurq6sbGRjQNTsOVCzqQbIJDLQoIihe9sNltpaanZbIa6GJnvAjGwIFm+GB9KioYfQafTlZeXUyoyDUi7r4IqhF0uV05OjkKhwK/Dl0HOC0FpNzkvoC+FbkZlZWVdkeTD5sPwPTg7WnCeAHIEkHAOL49cLg8uME5pFKyYHEoPNIG8dCoZSEtLq6ysZAtie+za0BYTDgsLk0qltBvJiqxduzYsLIzCIDNnzkTdl8fjIfuPVZZaunTpzJkzJ0+ePG/evKlTp957773Dhw9nBVevuOIKNsJMcePBgwe/+eabHMetX79eoVDI20BqauqpU6fkcrlMJjtz5oxGo9m+ffvUqVPbMlth+hDXhckVHR2NX8e/AwYMuPnmm++77z6c+dq1a9kulPy5jxPpbLF2nkAnRrSMRYjoUWBTxmw2m91ub1+dMHcudu3alZ6efl7F4z4FAcVKTk5ev349rSCY8CUSybBhw7CFnAvTp0+vrKzsyNIJl6jD4YAJxHpU33///ZtvvpnjuMsvvxwnEBcX969//Uuv19tsNvTgaPfv9hzQ0sMu0GwpL8ky8W0nUrFGlO9cARQaUvaFEtERIN6LOSQtLW3WrFl4Ka666qq9e/fS/WpsbOx92fstcaFMWPCk0tNJgkDsnmxNI22Hhk1NTU1JSUl+fj5r+lsslpycnOLi4vLycofDIbDnWFMv5ASYwFqr/LnVtkBTU1NVVVVOTg7kxEwmE8J9LJ8MwogQdAXAOS0WS1FREcWjWupddeQqqqqqEBFF+TcoAWgwipPZs2UpPcVRLRZLVVVVp+fl0qPVwxWzcHpsggD6HqN8AEMKBmswGOASCgLW44AtRI9RgwBKJpPJ0tLSCgoK6urqSCCkZ6ItJgzQbqQuQ8YfKOVDDz3EOsVYdShW3N/v97tcLuxZUVGxYcOGrVu37tixIyEh4bPPPhsyZAi1yIOFBEto0KBByGRjT0kAkFji1f3792fjui2B80cggrj3448/npCQsGPHjm3btq1du3bPnj3kP8Kkh8ITXA5IL6Y+NtHa6XT6Ay0f2OdNLBUWIaKnoaWrut2KWUhvwXz45ZdfqtXqUF1UzwSIJc/z9fX1crn8vvvuw1RMqUOTJ08+fPjwyZMnBw4ciDkZg3nkyBEcoR0Wv8vlaknMKISDfwsKCl599VUK6WPpiY2NTUxMxP49eeG+QFAQGKA+Dvy5tjGbsh6EDF8gemAV2CUEhO6am5vLy8tffPFFGCovvfTSgQMHsIPP50MpVl/wsJ9HMcvPiNNiu9frbbX/h0AZyM/UOgqiZG632+FwNDU1ORwOm83W2Nhos9lanVDOixDOIC3rbFluTKPh9Xrr6+vLysqysrIyMjLMZjNlHQcnw2xCMthaUVERWcNskkn7ho6Fx+PJy8tTqVQg7ZSXC+kytVoNNWwNo+OFD0ajURNo9aRUKrOzs9mamU4BO7w9jMR6cwAAIABJREFUuYuS4E8+n6+mpiYjI4NuIoYLjgOZTNZWdjSdmOC/yLTHQZAsrVKpFAqFQqHQ6/X5+flWq7Xlo9hz0BYThi2CjdT81u/3w25A1cqgQYOMRiPPdMHF/rS+thQRYBM0mpqa8JWTJ0+ieh9x3TVr1oQFws5hgR4Y5w3LREdHEx9mO0O0RFxc3Jdffgm3xalTp6Dgxa73uF5i8vTu+JkOT+yr3VKAlBIl+B5500WIEAHQ+sW1q06Y5h9MPp988olKpQr1NfUgkDlUWVm5cOFChGH79euH6X306NGnTp2y2WzfffcdCobJDbpkyRKUp7Y7wN4c6EvMTs4seXC5XNXV1QcPHlyxYgXx4bCwsKioqLlz57ave1PPREs9Z0GrHoEZ0BIt7WosgvRdEBDBPiIuFqw66ZEjRxAJiIqK2rhxI8/zHo+n0y35Ho5gXZT6FDruoAoOzLZOp7O+vr68vDw3N9dsNpOYFoglK6MNwoy/pqWllZWVdW4qFBZmssip7vdimaTRaETbYblcnp6eDv0eloq0BYT6z7sb/ZVmvaamppKSEuKKdM7aQBvniwKoKT4glT07O7sdDWkEOQJnz55F0fXFns/FgtWWy83Nra2tpegimyzg8Xh6AlPCMvnJJ5+QSRcWFnbzzTfzgXGj6in0EoTREB4e3qr3rePAMd1u9+7du+fPnz9t2rS5c+dyHPfQQw/h82OPPTZhwoSZM2fOaAPTp0+fMmXK+PHjn3vuOZVKxVJTESJEiCAgFZZcb+2gwYTVq1dnZGT0NWsVaCkmTJ8PHTo0YcIEGl6M1V133QXb6Z133oHjFR5PjuPmzZuHMt3ujHrJZLL58+fTrWQ7BcbFxS1evFij0chkshMnTpDSckfy/kSIEABvEOrVdTrd0KFDQYOhktUNaBmzYavA/IGC0+7MyhaZ8P+HINkanc6KvV6v0+lsaGioq6tLT083Go2IUyUlJaWkpKBbL4JXZrO5oKCgtra2K2Kt9BQ6HA5QynYwSWT8ajQapVJpNBorKyspQgVnHihZu3X/2BwbfHC73ZWVlYhRk7Q1dXW62POnAmxEvzUaTVFRUTveQJYJezyesrIyUOuLPZ+LBRqVIeteo9FkZGTU1taSjjc7eqF1oOLXId28dOlSMgJiYmJ+/vln/lybxuPxYAfSu2IP0olAs0d8RlpybW3tO++8gzZFVqu1Zd1XWyANZ5EGixAhAiCrjuY3kohvBxOmz++++65Go+mDU43P5/t/7L15fFNl+j6cNt0o0AIC4jbqjOMygIiiAiKDCAhaxIUR1NEZdUaHrzo/dEAEYUZkHMQVVERA9tUF0VFEZOmWpGl7mj1p0iZN931L26xtct4/rsn9PiSktCVNC5zrDz4hPUnO8iz3dS/XHSAxBSdvR0fHsWPHqKnvoEGDsL8kJSUdOXIEpv/SpUup/R7+ffbZZ7HUAxHgw3CyV1dXz58/PykpSeRX7RKLxRgYIn9NjUgkSklJCYgzd9KXWICAM4I8R2waKcwVr9cL1z/GXgR0B4IVXqG7zNbA9omlKjDh/yEU+2Vroc+FDIf6LKLEpaWl+fn5iAlrNBqdTmcwGCwWS01NDdvfJYxsnOX2ra2t1LW4u0wMYmCUUw0mFkZJs+Br93q9LS0tCGKjRJmaWveMCXMcp1Qq8XG9Xl9fX9+D82SZsM1mM5lMPTiZHgDRYBQeSyQSuVxuMplqamqoqIGNpvZhKSmr87Rs2TLa/kePHp2fnw8WShk7c+fOhdgVFuihQ4eyOhxhARUvBBsW1dXVPGMVEcU9I0h6GgEf6q4kQIAAAbQC09rLctqug/gbVs4nnnji+PHjfXtpfYi2tjYs4M3NzY2NjZmZmVOnTiUmeckll8C4X7FiBdHmf/zjH/hrbGwsIsMPPfQQGghTFlUETHC2ijAnJ2fBggWTJk3685//PHPmzNjY2Pj4+ACpxT179mDrZO1AQRJCQBdBo5qMQNZ99v7771M/7cmTJ0fsrBAbo/8GnKHv9CbSkYHAhP+H3g4In3Gd9TFqW3a7vaWlxWazoXAapdRsN3bWaxJe2Gw2NHbuARNGTjXEjcFLDQZDZWVlJ5sKAsVdZMssE/Yxub4VFRX5+fnIZ87Ly9NqtShy7sH5U+0ux3ElJSU9C7+z9TCVlZV5eXkymYxCtb0Hqt8mBWyO45RKJTS0+NOjwf2hrkan0911111ULPfpp5/yPO9yuZxOJ5HP+++/H6YAulCsWLGCP71t47mDphLrKWAHJJz3PZv4YfRYCRAg4AIAZZf0jAkjezY6OhpL4q233nrw4MG+vqY+gN1uZ2uXsrOzH3vsMRKIHjx4sEgkuvrqq/ft20d6VK2trYsWLRKJRIgYI6j+wgsvKBQKHMCqW0UGXn8rPrbq9aefftqxY8enn366cOFCyDEmJiY+++yzxcXF9EGPx8O2ihAgoHPAjULcge3YbDAYXn75ZXhe/vjHPxYVFUXAbmEHPH96Cx6yAH0+n8PhQKy4t8+HIDDh/6G3M6JD/WioMwn1395AS0tLj2PCWq0W/BNBWmQpq1Sq8vLy6urq+vr65ubm1tZWp9MZ0Hi9i2H2ABk2et3e3l5dXa3RaMDhEU4/a5fmYJBQVm5urtls7nF+CF2Lw+Ewm82kZdXd8+kuQIBx/uSPkEqlRqORam7DGKI/R7jd7m3btiF1DebLtm3bWPFnu93+3//+l/o9ikSiyy67LC0tjQ93+wSvv7chos2sj4nV3+rWWkya+eE6SQECBFwYgJHndrsHDRoUHx/fs5gwJdMOGzYM2jYXJ+AVVSqVkyZNIp8pYsKDBg3SarU8zzscjtbWVp/Pt2rVqoSEBGLLYrH4tttuKykp4Xm+o6MDO37EzG7K1WKJN7YMOoHS0tLdu3cjbVUkEo0dO3bt2rXl5eV0fCQZgoDzGiTnhuAT/C8oO7/11luRhz916lSqSI/M+fA873Q6XS4XkgGDQxHUTTMyZ8ULTJjQ20z4rN8GuxzJM5Expul87HY7goo9iKlSKBiKXxBwgiAzQavVms3mqqqqpqamgEs7Kx8OcAqwf3K5XJWVlXq9Hj8KEt7d85fJZBzHoUMVZVL1TMYcaGxs1Gq1MpmM+jP1KqjPMDwCpCKWnZ1dUlJCS0mfV5RhaWtubl60aBHSnmGaHDp0iK37amlpWbJkiVgsxhodFxeHoDF/ei/43gBrjrhcLrI2umJ2BNTG995JChAg4DyCz58dTTHhW2+99Ve/+lV3mXCUv1SY2rBv3ry5ry+uDwDiarFYpk2bJvLrP5Py7fz58w0GA5n7Ho+HKnGofnjcuHF8UIYRFvkI7JKdNwQlaRWe58vKyiZNmiQWi7FRjhw58sMPP3S73X2+lQs4vwDlbZ4ZciaT6Y477qBJ8c9//pO6V/b2ydC8I7OqtbX1l19+gWeKZ/Jke/tMAiAw4f8hFBPGehqqd1TX0c4gODfY5+9W1cnpsYkNYQFZ7R6PB+2dekbGkJQLAkYdmKiOVyaTZWZmSqVSBC0rKiqam5u72yc9OE6OFy6Xq76+3mKx9Cw1muM4jUZjsVjq6urYrbEHD9rn79lTWVmJe0ISXJEBngIC+yqVKisry2AwoGab730aeVZg+uTk5Fx22WW0BN94440SiYTnebfbjXLcpUuXUp+JwYMHP/zww1qt1uv1otFa2M+KqraCnzgC1F38HvbchCIuAQIEANQ9ld558skn77zzzp7RYMqsFolE27dv77vL6ksoFIoXX3yRin6j/J3bd+/ezfM8+VXb29uzs7Op0R0Sp0Ui0dGjR9lvg4EX4Utg9Ur503OeoTfB+22JZ555hsjwgAEDtmzZUlVVVVlZGeETFnD+IsBwSk9PX7x4MbxI0dHRa9asiWTolX4L/Pz7779ftGjRsGHD1q9fj74nVDXAR9aUEpjw/xCKCaNk1+FwwBsXdl9FqPphCpb2nneElmOv15ufn4/mwD0ASm05jkM7H47jwMQgKw2CCpKGYwoKCqj5bVcSdwPcBL7TZZB9Pl9bW1tVVVVhYaFer+/uyVdWVrKSSAGJst2Fx+MpLS3Fhet0ughoR0NpHKXaCOxTB2O1Wl1aWgqGD0n6PiTDeHzHjx+HOYLqlAceeIBnVmqHw0E0ODo6etmyZVVVVSRtxYd1ZfQFabrS/UF9Pu/3X9J/zwiaQfTfi7O1iQABAoIRvLstWbJkxowZPYgJkyIUFsm9e/f2yRX1LTwez5QpU3Afhg4diherV69GBQ35LmFWIfAVHx9Pt+6f//xnS0sL1nMSysJHAhoC9xLYnYLVquCZfZDV9SgtLR0/fnxsbCxyAYYMGXLFFVfMnz+/t89TwIUBCjXZbDae5+vq6h588EHyIr3xxhs2m428dRHIup83b97999+fkpIyf/78OXPmxMfHw8uzbt06HIDM7R70MT1HXHRMmI1Gsq9px3K73TU1NSaTiWKkFPPMz8+vrKw8Y6QomNH5/LrTvXk1PUdAU77GxsYex4S7BWRT5+bmlpWVERnuwfmH8lw0hUB1dXVNTU1dXV1jY6PNZiMHR7juJ9F1k8mUm5sLDhyZWxoKubm5Go2GpLAj4/kL6HzITiue58mMA9atW8eOAZ1OR9lucXFxH330kVKpLCoqKioqwtSzWq2lpaUlJSVWq7WkpKSqqooaHXUF0I2IfOKNAAECLlrABqBlaunSpQ8//DAqRNicZ0p7DhUThpw+OQrXrVtXXV0dvJr5+rphXrhAV4FbV19f/9prr4HTYpuIjo4ePXr0oUOHggMGGo1m+vTpbCB9/Pjx//3vf8+7AhacalZW1kMPPQSxNKhsiESiJUuW5ObmymQyqIgHxJmDEWy4su0tyQscfEzvabUKCCPo+eJhUWYB8VuTyXTLLbdgFIlEonfffRePuzcsIvw6Mh3w2m63P/bYY1T1RhPz6aef3rNnT9hPoLu4qJlwgKaux+NpaGgoLi5GgBRaRBqNBgFPJP1qNBqTyWSxWJqamhwOBzuGsBIR2Pf7YWMVtusPz/PNzc1qtToCMUyFQoGgpdFoRDpEz+ZhKCYcCkhK742oPgEDID8/H4XTnL+It0+AEmWFQlFaWkqygb104Z0A+yheHz58GPZcUlJSVFTU5Zdfjm5PPM+7XK7a2tqHHnqITL1f/epXBw8e1Ol0uAp0q6a+WVQTTvPRbrcHUP0z7t80SSNz+QIECLiYEcC72tvbV65cOWvWLJFfPJ+YLZa+TpgwBTbx31dffTU1NfWMP3oBOPuQqOV2u2FMNzY2vvHGG8gkQp7zoEGDNm7caDAYQABYE8vpdH733Xe4q7hpM2bMyMjIaGtrC05W7/+g8fPll19CUxo+lKSkJHhPhg8fvnHjxv379+/cuXNHCOzbt2/Pnj1ffPEFYoNVVVX4TlhEDocjQNE34BYhI1LYN/stMEjQxBFrDjsjWltbjUbj8uXLsYDEx8evW7euoKCg984HQyUg7eKbb75ZtGgRq4u+b9++fqKFftExYVpWWD9ie3u72+2urq7WarXZ2dnIbuU4jl6g2Sy1ruU4zmg0lpSUNDQ0QBWZvgr2N0sAqGC9X4GC2Pi3tbVVr9dDPipiMBgMDQ0N4Y0Jh/k2dQcdHR1ut1un01E3o56VLocFYMLZ2dk6na6+vr6vfLq0HHs8noceeoh8gQMHDly6dCn+hMquY8eOwVuJyq7JkycfO3bMYDBIJBLE2KEKxvknI1sUrdFojEZjcXFxbW1tS0sLK/7M+/PQhF1cgAABfYiWlpa6uroNGzbMnDmT5bREgDthwmKxmLyEyCdcsGDB+vXr+/qaehE+nw9bg91uX7lyJWKhuEvDhg1bu3YtmVW07yP8JZfLb775ZhjcuG9HjhzhmTjVecSEff4qHvw3LS3t73//e3JyMmmJY9NEqI30sUNh4MCBKSkpU6ZMefzxx1tbW8kqwHbZ1tbGqleyfxJwXoAeKGvvofJ86tSpGAMjRoxYuXIlBZDp+YbXQAqIvrCKXNnZ2SdPnpTJZPX19f2nlOyiY8I+ptwULyCNU1RUpNVq5XK5VCqF9DEEeMnmBrFRKBQoi4UolMFgsFgsVVVVbK0pz6RGd6UOtk8QwB6dTqfZbEZP3V4FyCHubXZ2ttVq7VlxQigm7A0B+gjJM4bdx4kaUa1WSwOmD4H7jCrioqKiHneH6gHYYCzd4f3792MhhpP+rrvuMhqN5Pj3er3btm0TiUTJyck47NVXX5VIJDqdLisrS+VHXmhAkk2tVuv1egiVs6nvvi537RIgQICAcCE46am1tXXnzp2huEonTJiOAeGZM2fO66+/Ds0/X1BlVmSvsleA6KXD4VixYgWYHqLBV1555eeff45j0CnQ5XLRFq9UKnFwTEwMbtq0adOwF6BlC772fAFt3DabjYSjbTabXq9/+umn4RyJjo7GJZ8VUVFRFCdHSPnDDz88derUTz/9RKE5u91O2yV/ej2zgH4Ln8/H6orDsnK5XPn5+evXr4dLKD4+fuLEiW+88QYNKrfbTe6ksMvx8oxQK8n9+nw+1haF8d8f1quLjgkT6O47HI6amhpIDYHDgPGCS6jVavSqZc1uBNzoeI1GY7Vam5qaAookEWrut0UpPn+DB57n29vby8vLI5YdDYeCXC7X6XRNTU09O/l+GBN2uVw6nY78Jr19MzsBPDjQMNPr9Y2NjRG7OWxmDn7Ubrdv2bIlMTExOjo6Pj5+yJAha9eu5Xne4/FgKTQajSkpKSJ/t8zBgwcfP36cJhqA7Gg4UHIZUC46pjAuWalUWiyW6urqgPUdSqFCfFiAAAERA+Uu8jzv8/l2797dXSbMHgMmM3v27Ndff721tdXhcASofvRbk6PrgCnf3t6+bNkyXD5obWJi4ldffYVj2MuEea1QKMaMGSPyK02IRKLnnntOr9fjGCTr8f3D8u4W2NQqerOysjI9PX3v3r2bN2/evXv39u3bDx48uDMEduzYgaA69ZRCcn5SUpJIJBo0aNDKlSu/++47uAxAYChE4fNroFwA4+qCBxYZt9tdVFS0efPmcePGifwCpc8880xZWRkeK6hKAFsJ75ngJ9iwMMYPVGnxL1vS3Le42JlwR0dHfX19QUEBzG4wXpjXnF8VOYD3cv7gMI5E3FipVBqNRqvVWlNTwya+9/O0TLZqOjKiWVDMUigUGo0GTge2ZXzX0V0mHAGqDO+p0WhknSa9fT9DgXIZ0Oq5oqIikmlOARX4Fotl7NixZMk98sgjbB8Iu92+fv36+Ph4aIEmJSX99a9/NZlM4LRoRgWuy5YnKPzATVapVHBa4TDUNaBFVk1NDZt30OceEwECBFw8wCaLoA0iMDt27IiPj2dTo7vFhBEJnD179vLly1taWux2O+uCv2AYS3Nz85o1a3DtYHGjRo364IMPcHWklUgXLpfLb7zxRhwJGnzHHXdYLBb8lS1cPB/BPmLWmRtQ09tJrlxeXl5aWppUKv3xxx9RqU7DCRVJiYmJhw8fDvhRvOjPRqwAACEl0Mv//Oc/N954I2XYJSYmymSyqqoqcJNgpdjeMIpIDJUdq2ccSP3BHrt4mTDgcrlKS0thWFNJMIGs6oAcaUrxBUmmulAQvMLCwurqarvdHsAH+iEop4jneafTaTQae5uhwX2Ql5eHpk1yudxsNvdgne1kxT8jKB2afTO8MxA302w2UwYBG9KMMKD3Ri2sLBZL5EsyyNkkl8tF/qS+22+/HVKBuF0Oh0On040cOZI25nHjxn3//fcKhSIzMxNMGHnRIMPQyqIpiYCwXC4PpscAvFSFhYW1tbURaBIgQIAAASxY9oUl8csvv0xOTiYFLFY6q3MmzEZHp02b9tJLL0H+t1eVIPsE9fX1S5cuBa0dPnx4VFRUYmLizp078dfgpEqFQpGcnIyAJ+7ngAEDQOSQFE0Hn1/Z0fzpl+lyuSjf3uPx0NAKkMY4I5xOJxmiuIFut3vVqlXz58+fNm0a5VePGDHixIkT33//PX2KD9HsU0D/QXNzs0KhOHr06KhRozAFUEB+zz33rF69GkUEwU4TZEkEqOeGF2fk2IgPI527nxSiX+xM2G63m83mzMxMCNLKZDJELBFcksvlVBvMBoFhi4PRcX7yjJ6uMpkMOrdlZWX9pxw8FMhtw/N8R0eHxWKJDEnj/JRYKpUajcYeTIbuxoR7G8SrrVYrhMf7lgkjlApOnpWVlZ+fH5kWbdibWQ+Lz+dLTU0FDY6Ojt6xY4fX66Wp4XK5OI6jrK1hw4b9/e9/V6lUmHqUQYCr0Gg0dGPZgDDHyGiRxwqzUqPR5OTk4LNVVVUwI4RNXYAAAZEB5Svy/rLhr776avjw4aRvxKphhWLCpCxNLsWJEyf+8Y9/pF+5wHQQXn/9ddwQahqUkpLCMxSOZ0JbHo9n7ty5dAMpAZj3R8ip6zssjX5ifHcFdKpQ32C7Hwcf7HK5QtlFFFImZsv+hNfrnTdvnsivvIUXNTU1vD9NnfcTp968VgE9R3p6Oq0MtLDExMScPHkSB5DThGRcgteKMIYK8HM06uDB4f1hYdY5GFBS2lcIyYQ7ZxoBrOP8six9TPJ6ZWUla0+fO7KyshBGVqvVlJKKn6O0eL4f+NhCPV+1Wk0ptdRKCoyCJItAQjiOQyS8WwC9AVfBF5pMpsj30Q47aETV19fr9XoELcH2OUZrjThbuMZbKCiVSjhr1Gp1VlaWwWCIWIJTsEFG8V6xWLxp0yaekRZsaWnZvXs3XJiIdXz88cdhvxtgyEql0mq10mBjJdNgLUVgRcaC4PV6SeWFP9/WTwECBHQRbDNhn1+S48SJE6+99hprsIr8jZRI7Ym4MYWOA/6blJQ0cuRI3s9t2IAPLTI80yGWTQ8Gvelb3zHAUlOEpzwez/bt2yn6jdDWpEmTSMOJZzz4LperoaGBvZkgz08++WReXl4fXtf5AhoATU1Nzz333CWXXDJs2DB2vG3atMlgMODR4BGcMceV8uzI4iW2Q0avw+FgHeXdBZuqzX4P3u9i2OmMA/6sswCuhICIevAxNMVYosSf3uAXwDtkBeGusmQVL4gltre340fZ+K3X601NTc3IyJg4caLIXzRx6aWXXnvttffee+9bb70l5LR3Hd1mwih0Zh+qzy+8BJBvkv4bkQvpHigKWlZWFt56TsrJzMnJ0el0CEPhRwPYL0vII49Qz7eiokKr1SKyjf40LH+jXPFzvD8UQs/JyTEajf0/eH5W0KNElgHuFTg/G6uMmKY0pRMTE46MI5xdzTHaKyoqLr/8cmyrEyZMgH6Jz+fDQz9y5Ag0ToB7770Xoezw3gpKQzAYDBUVFTabLWBbwrIWgfvDQujQKEDAhQ1ygvMMf5NKpStWrKAYb0xMzMCBAy+99FJaBin2GxUVRTyZDgYGDhw4aNCg4Dzh2tra/Px8mUyWmpr6yy+/fP7551u3bt2+ffvmzZt37ty5d+/eH3/8MTU1NVRUI/LARoAcZp7nDQbDCy+8gLguLvnFF1/Mz8/HSZIfExdeUlIybdo0HJyUlAQy8OSTT0J85ALwsEcAdrsdnpGWlhaj0bhhw4ZLLrkEdx5KSwsXLmQ5G40Wcr5QJTzL1vAv6/DlmbB8KPuT53lq+4zcXXoT/0Iazefz0YAJkIvzdRq79vlzBNgqOfb0Anq+sFZTwEyB14Z9x+VysX2MWLlcuiI2Js9+9oyiaPzpnTjwWZVKtXv37r1793700UcjR44kVXmxWHzFFVe8/fbbZrOZ77JrQADQw5gwHdPd3+snCTw4BwisQco4XGY3JW0i3VqtVldXV4fadfowSyfU8/V4PFVVVTqdjmUR4K4k1cuqFvXgFuEbKOXVaDSevzoWBFqtfD5fTU0NknI7UVwL13jr/D7D3YDs6L6qkl2zZg2suvj4+FmzZrF/crlcS5YswToO0Y59+/YZDIasrKww3gdSwoMHR61WGwyG+vp6Vs0/wLvXewio1cF+eR5l6wkQIKDroLxcngn16HS6zZs3UxgnKirqiiuuuPnmmwNiv/jrGZvERkdHi8VisViMrRN1gDzPu91upVJ56NChjz76aPny5Y8++igb4gOpnjJlyn/+85+6ujrez0z60CQDwyEDoLy8fPr06QkJCZQQftttt0H1iiKBLpcLS7darb7iiivA1ghXXXVVamoqz/OscKmAroCGwfHjx8ePH0956SKRaNasWcExdiJ+tH/haTY3N/v8hVHEimnw05865xcogGd/jnod19fX8zzf0NDg9XopuwFD4qzubPBk9mTYELcvRLdFNp2TANoMuk6TyOfv/8z2amZTz+heoUqW7AF6gQJa3t/nAgc7HI4vv/zywQcfnDt37g033EDUFy8GDx48bNiwxYsXSyQSOj3BDdQtnBMTDjgePhKXy+VyufD4A46PWApiF+FwOAoLC7Ozs8PIhOVyOfIwVSoVChT1en11dTXrK+oPhm8nz7ejo8NmsxUXF6PsOSsri4S1qaFUWG4Ret6YzeYLoP6E5VEOh6OsrEyn00G+WK1WEx+OGCjwjptcWFgYGSZMNg22SYvFMmHCBNg0iYmJjzzyCFYJ7GqpqakjRoygPMCbb75Zr9ejoXd4bwW1B8d4zs7O1mq1ZrOZLMhIgt0m6Z3In4YAAQJ6G2zSB72uqKjIy8sDL4U5O2rUqPHjx4vFYkp+pmJX9MVF1nRsbGxcXBw4MP7K83xTU9MTTzxx0003icVicEgKLENCGR/ENycmJv75z38+cuRI/zHDeJ7v6Oiw2+0lJSXI86RocEJCwnvvvedwOGihJsIgkUiIquEy4+LiHn/88bS0NCynrKNTQCiwQQiHw0GBRLfbPX78eJG/h3N8fHxiYmJLS4vPHykNSGiiMnj8F7JkPn9OKPY7KpjvytijZAqK/dIuKZPJvv7665SUlIyMjAkTJmAMIKUiISEBWl9n5S9dOQefz4e4ro8JZVE4N+A7vk3hAAAgAElEQVTbQG0CgjrU45eN0AZEazm/Dujx48dzc3PT0tLQATjALxaQ/48V4OGHH16wYMH06dMx2mFaULc2QSK06+g2Ew6gsu3t7Xa73WazlZaWFhcXFxUVmc1ms9lcVFRUXFxcWlra2NjY2traP6lObzDhrKwsUEeNRqNUKsH6tFptVVUVTYD+0NH0rCtFW1tbaWmpTqcjqTDudG3entW7gpghAxbR+PLy8guGCdA9dDqdZWVlVFkdrtHVdZB+Ne52WVlZZPwvNITa29sdDsd3333HLugHDhygI1tbWyGLAjsmNjZ248aNGFRhnI+Ujk5ad5iSSF/Pz88nRRC+R0kuPQNkP6mKJDI/KkCAgAgjIPcSL1paWhobG2HLwsBNSEi46qqroqKixGIx2zMJ/50wYQIkYWETR0VFkVm8d+/eL774YvTo0ZdccgneiY6ODgiT3nDDDY8++ujKlSvffPPNzZs3Z2ZmlpaWIjzVH5zyCF7ZbLYFCxaAetGOsGLFioaGBhzm82e9ejwevV6PyFh8fDwYfnJy8ldffcXamUJMrIvo6Ogg0xT1qKBVJpNpwYIFiYmJ5J2hj1AclfhqgAn36aefbt++fcuWLZs2bfrmm28MBgN/esC2IwSCbWOr1bpp06Yvv/xy48aNn3/++ZYtW8i/A1DjidjY2D/96U91dXWdWNcUWOZPn5tEWQGfz+fxeJxOp9vtttvtlZWVZWVlTU1NNputrq6uoaGhqamprKzMYrGUl5fX19fX19dXV1dXVVU1NjZWVlbW1tZWV1eXlJQ0Nze3tbUVFBS43e7W1taOjg6Hw3Ho0KHdu3fv3r178+bNBw8evPHGG0VnSv1AlpzIXxAB95BYLB4yZMhLL720b9++HTt20PyFMDj5Kegmd2UACOB7FhP2er3w0lVXV1utVoPBgJAXsSNkgSKQqNVq+2ELE1+vZUdzHAcjm/PH5XA31Gp1ZWUlK/nQt6JZoZ6vz5/jgbzNlpaWsrIyg8EAIgHfFSua3QNmgl6vuDlGo5F8fhcAWEdpS0uL1WrlgkqsI1MqDCasUCiys7N1Ol1TU1NkBpuPyRHy+XzvvfeeWCxGanR0dDSJFra3t7/55puogsOfHnvsMaVSmZmZCa2vcN0HNqWfXZdUKhUGc0FBQXNzMykd9Pb9Ca7e6ZMSZQECBEQAAYEjnz8Tsq2tDVFfsoDJvk9MTIyNjRWLxRT5eeWVV1JSUigOLPKXEIMzw2JOSEhgKwbZzMmZM2euWbMGax3vt99wSn2u3Enr4bfffivyRyBxOYsXL0ZokUSYcPeUSuWtt95KMXPQ4I8++ogqMB0OB9W19tmFnW9AlIsGBmKb+/fvZ1nZqlWrIChNctwYP6wYm9frtdvt1MkW43DOnDnwaPiY+t5QwAHZ2dlo70RpAizvxawZMGBAbGzsDz/88MYbb2DKXH/99TNmzJg3b94DIZCdnY1L4JnhwZYNezye1tbW2trakpISs9kslUq1Wq1CoZDJZEqlEtI2+DcnJ0elUun1eqVSKZFIpFJpXl6eXq/nOA76shzHGQyGQ4cO4ULuuuuuBx544J577qEpT1yXBjNmNGYB2O9ll1321ltvIZctPT1dKpVmZGQgRQIDnnIfLph4Up+g20zY5/PZbDar1arVaiFsI5fLJRIJd3onXrYfL8dxer2+rKystbW1nwRAelUxS6FQgO8hugWaLZfLUZ1I59A/mTDFqVihvLq6OovFotPpkF/KXld3gTAyAsKIVV4w2xX2Erpv2FdKS0stFoter1coFODD5EeIAOCiKi4uDqWb3xs3gfdz3fT09CuuuIL2sN///ve836wpLy+fMmUK/Sk+Pn7nzp1cj9TIuwJ2RcJ8R7ge8WGLxQILIAL3h4wGdikQIEDAxQBaYVwu169//WsifqEQHR199dVXV1dXr1mz5rLLLoPfELQZqdTU9gam87Bhw2bMmPHqq6+++eabn3322alTp9h1BsSSLVbsD3A4HEqlcsiQIUQMEhISRo0a9eOPP+IAqkd1Op2UVU78YeTIkd988w1ifTabjah1n1S+nHdggx/0JhW3OxyOp556ih1gP/zwA2JawUOI/LlNTU0ge+B1NETxpAoLC0+ePCkJgSNHjoDrBpBDzIW5c+empKTMmTPn2LFjpLx18uRJmBlsPkUnfbljYmIGDRpEtQlwKtFPAHTJU6dOXbFixfbt27dt27Zly5ZPP/1048aNe/fu3bJly86dO/fs2fPhhx8+/vjjV155JY4fMGAAlbjjvzTHY2Nj8X5ycjKaZUydOnXu3Ln3339/SkrK7NmzH3jggWnTpv3f//1fRUUFDWMiuiRejUfmdrvxIEhWGqY7gtt2u71fzfH+j24z4bKysvz8/OzsbKlUilAn+T+AAGIJ90lWVpZSqSwuLm5paelz14WvN7soZWdnq1QqdHOF0wi9iBB5tlgs/UTIIdTzPWNdk8/na2trg6w0Amtwj/XgvkHGSa1Wg/PU1tb20Q0IM8iJwJ/eeQ+3rrKyMj8/n1pSRYAJg+Op1WqtVktO0AgvjmlpaSJ/gEIsFh8/fpz3D6pNmzah/g2bxN13333ixAm4WjBCwnUfgv1c8EfAxZuXlyeTyfR6PSlSRuC22O32EydO7N69W6PR9PliKECAgN5GQGQYL6ZPn37dddcRqYMIFijEvffe+8ADDxAzPHz48IsvvkhsJIAtx8TEPPzww8uXL9+5c+fWrVsPHz6cmZmZkZHBcZzVasWaTxyY6hjdbje97kOjuaOjQ6vVjh07li4nLi7uiSeeOHr0KJE03n/m+fn5KF4lavH000+np6fjGEp8ZTNgBZwVwU+fSnnb29u/+uqruLi4mJiYpKQkkUi0ZcsWVgSOnBQ+f5al0+k8efKkyK8GFxMTQzkLIiYKGoqpIjOCaDBoZFRU1PLly48ePUpnSFnZDoejubl5w4YNkyZNwkfwE9EhgGth5w7Lewlgs7BPkpOTcfKxsbFUmk6mC/ttiEvjNVuxj48jTh4bG7tkyZI33njjzTffNBqNBQUFcNmQxUjJs8gVp2cU3JUKjBevaaawhcqCddF1hGTCfFBReFtbm9ls7q4liiAYYqS5ubkFBQVUmNfR0cHKjvcJHA6HxWKRSCRImOQ4TiaTEZsNY5YmAsUcx5WUlLCdFSIDSmVhVz3MGZ/PF0rAPRjNzc1mszk3N1cmk3EcB4lp3DqEeQN6LBEPoQxVnU6Xk5MjlUqhqn3xZDG53e7Gxsbi4mK1Wo1xlZOTI5fLkSuuUqkQNO7uuApuzgTHU25uLtxPlZWVkTR08EAxtEaPHk0VX6tWrWpqasIB33zzzY033sgm+33zzTd5eXnIL8rMzNRqtec84f4HzLsA7wOqhXHTcM9NJlMnWVs9GJ+kXYGNjTrLd3R0zJs3Ly4uLioq6s4775w1a9abb77J+zNEaBcMECARIEBA/0dAUxae2eWp6y/vt6yef/75mTNnssY0XsTHx//tb3974YUX2HgvG6qKj4+nABewefPm7OxsSNHyEdQ76BYoyRn/xVqn1+vHjBnD9uy59dZbq6ur6QDY+g6HIyUl5Xe/+x2bFD1jxgylUslH1pS6SEAtqZ1OJ9FXkUg0ZswYtVrNNqwmMkYb6KxZs+Li4tAImh6riCkEOCP5DMZll122cuVKmUwmlUo7yWHE2ZpMJqlUKpPJ0tPTU1NTv/nmmwMHDnzxxRf79u3btWvXli1bDhw4sGfPnj/84Q+oqCfzI6DqOBg0PRMSEoIvgQ350vHY30UiUVRU1ODBgy+77DJ4qbZu3Xrw4EEEETUaTVZWFpIrVSoVz/OVlZVPPfXUnDlzUlJSFixYcNddd+F+BpsfdrudXBU05SnRFdHj82tSoPK8Dxeuzpgw29+5tbW1srJSo9F01xIlwWEYnWq1uri4uK6uLuCaI3wLWA8KEqRBSJDxC+M47FnTeGE2m7EpRqxuEy5Smjk8zzudTraRN8/zkAc467dBVrqkpATBYVRaUvkrqWqpVKqA96lWFg1y8vPzq6urL4aOZ+zAbm9vRwlKeXk5quvZ/sy4bwFJvF0ZhFSLTgMYsmQajaa8vJxucoBjq/eATOOmpibaJKKjo7dv387zvNfrraiomDdvHmvQTJky5eTJk+hcjYzlcE06juOQvACOrVarUfBDKQkcx2FM5uXlFRQUVFRUtLS0sD0Pzn2Sor8CbUv33XdfQFQHbuZPP/3U52+ciLSRvu1uIkCAgO4iIPbLmrBw+rNqKX//+9+nT5+O5TE5ORnMgRJKhw4divVBLBYnJiayTJhlJomJiYMHD9ZqtWxj4X4YCwJ3gslRUVGBNzUaDVssHRUVdffdd/M839TU5GMa1Vqt1gceeCCAtMycORNlz0IWdG+AbXFy8ODBoUOH0ral1WopA45tFUGfnT9/Pj0mnucrKyvff//9Bx988P777x87diw6Y4tDYNKkSXPnzv3Tn/70wQcfFBUV4QtD0WAfk9eN8/F4PMi/y8rK0ul0Go0G3FgikaCat6ioKCMjQyKRqNVquVyOrV8mkylCQKvVHj16dNmyZTNmzJg4ceKECRMmTpyYkpIyYcKEBx54YOrUqYcOHdqyZcucOXOOHDlSUFCA4kHYFWDmeXl51JRUpVJJpVIQIvSwgL1nMplycnIee+wxmvIikeiqq65qbGxkCS2ImM/ne/jhh3HkuHHjMjIyMjMzeZ6ndoyUON2vtJk6B+vaoPZUQECH515Cl5hwU1NTcXGxTqfrgZHKtt6hxFpkbNJzIn9GxCw/mkVer7ehoaGwsDArKwvlryggxBhls77DYpRzHKfX64N14XsV2E4oZQi/HtDeDegkeBiwqVdVVen1ehIbQ7yXHjdywtVqNUKdAXTObDY3Nzf3w926NxDs6IKFZLPZqquri4uLjUZjXl6eRCJBCJclxiTT3cmgwrTCcGWPV6lUFRUV9EAjNrMo+Ll//35yi1533XXwejocjq1bt5JJJxaLk5KSPv/8c4wcONo0Gk0YRcVkMpnBYIDoRWpqKtvOCsMSDh1M/7y8PIvF0tDQQFtsj/2U1O2DAjU8z8tkstGjR5NJxzqbk5KS9uzZE/AlF8kcESDgfAc7VbFuwIwL9qZBqrehoeGhhx4aO3YsmxqD17QsDB8+/Lrrrrv55pv/8Ic/LFu2bP369du3b9+8efMrr7xyzTXXDBgwID4+/t57750+fTo1IIUifaQvvguAkBLv95O2t7fLZDK0wEHMcOjQoU899RRYFs8YLZ999tkTTzyBG4IiTJFItGjRIqJJvLBO9g5I0kKtVrPRUZlMxjMR4JaWFtZu5DjulltuocdKlAxPv6ys7Msvv9y0adOOECgrK8PB5MGHX/isTBhnYrFY4OwuKCjIyMhIS0tTqVRFRUVI8IRhDw1R2F1o8tKJ5A1IAXSqYDxQV1G8MBgMcrkcxQgwg9G1kQxj0kvKycnR6/XwvMtkMplMptFotFrt2rVr33vvvRUrVqBWAjc5Ojp6yZIldFfpevFQvvrqK1hWaKsmEokCKgLwRM4jJtzn6KxOmNrBl5eXI1qFnNhuIUBAi4DgsM1mo0JwPoKKPuwLp9NZV1cHK5wqYEnwubvX28l9UKvVoCvB4nW9DWSksx322J92OBzdPROXy9XQ0FBRUWEymdBpiW1XgxVBLpdLpVKJRIKEc+QAV1VVsZXSRBguVHTuyvJ4PJCYRjKzQqFAfS/HcWjg3BUmjMUd6y/nX3xZ0YXId+2y2WwLFy4kCy8lJcXj8aC98OTJk9mI6PPPP19XV2c0GsHnEbyVSqXhmncmk0kul584cUKr1ep0OrjzkMnPMYF3GrdKpbKwsLCxsZE8ZT02swKWGpVKhRAQgj/Tpk07fPjw7NmzyQK+7rrrtm3bho/g2Qk7mQAB5wWCmTC77LtcrtbWVlir6MhQVFR07733jhgxQuRvjkJLYlRU1LBhw0Qi0W9+85vx48c/+uijn376aXp6elVVFZpWHjt27L777sNnX3/99aVLl/bbRpXBwMqm1+tBg5OTk+na9+3bx/upss/ns9vt//znPym3FkmtUVFRs2bNysnJ4Xke5SQCDe4N0F1tbW2VSqUjRoygDPZvvvmGDqNBjuEnkUhmzJhBIzkuLo41PFDs3cWBCr0uijmHYsL0/U6n02KxcByH3qX/+te/Zs6cOWvWrH//+98ZGRlarVYikWi1WlihYL+okILtmhMCiIfhAK1Wi2xH5DYjzgxV58LCQnS+YLMj8SlEnklZCR+Uy+Umkyk1NfWtt95CUhglV4vFYuhpffvtt7yfiBF4nkfaGptVJxKJ1q1b53Q6MWv4C9o3RB6Q8KKzmDBgt9uNRiPF8btribL9Yzgm0oUuvhaLBVoOdJFhv8IABLNun8/ncDgqKip0Oh1CQyQHFd6+phqNBrOLsoMiw0+w9OTn58+cOfOXX37JycnBZoPtmW4IUqY7/6oAXoeS/aamppqamoqKivLy8vLycnSWxqoBOqfT6SwWS1VVVUNDQ0B/RWpMd6GCXbUDVjQCmg/DF0MzBcOvK3JuIM+gzWiZy3Ec2yeji73swwJcXVlZ2fjx4yn2u27dOvx1zZo1IqZwaNCgQSdPnuR53mg0YsPg/P2fwjXvkHet1WqzsrKwFXEch5Js8tdilNKPQs6AnKw93lQCxOF//vln2rdiYmKuv/56tCX8/e9/L/JnPA4YMOC9996Dq4iVtxEgQEB/BrvAsrYaO4XdbndNTc2KFSvuueceGLKJiYkgGBTtRHR0//79P//8Mz5FTXR5piCWbZaL12zpZr/dUsk5+84774j8qsIIar311lukqO/z+SorK5cvX44DoqOjwRPGjh2r1WrxDQ6HAze5paXlwnam9wlg6dFwev/996kx0g033JCenu7xeLBF0jOtq6uDUwP7e1RUFLJ2aRMMbjt8RtDYptFus9k6Z8L19fWIBkOqZs+ePVRccOWVVz7//PNqtRpxAthXVE0GLdtOeA2oMggtLARwBJAaZJxxHHfixAmFQqHRaCh6AfsNVAKppiqVCsfLZDKdTldQUPDSSy/RebJq2yKRaNy4cUajEVke7PAmsyQnJwe5EoMHD46Kiho3blx+fj7P6BGcp250pEZTTg01mibLuc+YcH19PVIL2MTCroPiLRSEoRpxjuOQJh0cp+09sEWA9HPQ7iotLcVAp5LC8PZ0gVRSdnZ2eXl5QF5HbwPtvDHfYmJiMjMzKT5M7uSuuFc7OWHv6XA6nW1tbc3NzY2Njc3NzfBXhfrOfrtz9ypYSmy3281mM6pKussDKZM/Ly8PZNJoNFKwnZ1ckZHOcrvdhw8fJtYXGxuLonSv1wv3J1hfTEzMvffei4W7rKwMledIxwhjqbDVak1LSyOfAppqQlEs2AGM0Doi0mz37x4rZrGupaysLFh1VO128OBBnud//PFH9FeA42Dw4ME4/mKoohcg4IJHc3Oz2+12OBwul6u6unrlypUzZ87EZI+Ojia3IDyDCQkJw4cP//bbb48dO8b7STUtIyTnQepTAQJU/XYn9fq7zvI8b7Var7/+ehj9IABDhw5FuS92K5fL9Y9//AN3hq0N/vrrr3met9ls+CrazgSPYW8ANxnj6sCBA2wE8rnnniO9Vd7PVHmeF4lE8fHxeHCDBw/+5ZdfWIk4fC3CwqGYLXsCrOxTJ0zY6/WWlpZqtVpE1xQKxebNm0WMJtaIESOQvQzrCFY9ibwinzlUTJjjOGI9ZEWQpAuCZ6hJxlfhABLpxJGoSVar1TAtpFKpXq8/ePAg9Q1m1e+wLHz00Uehngt5vtrb2yGeB1faxx9/TGm8PqbE4LxA16lQpJkw/Vh5eTk8KD2r3wvIPyQ+DCasVCqLioooXTYCzJCmFstD8LvNzc3I0gSvQCVAmAzy/19HKjc3lzWyexsdHR16vZ5SKagGKTk5eeXKlTim696jAM83wlaYk4SAqC/cWjgm1My8mH26tHjV1tZqtVo4L9mlufNJR/4a0u7Oz8+vr6/3nd7cmD/dbOpVuFyul19+mRjv7bffDkemVCpl9yeRSPTee+/xPN/e3t7S0lJYWKhQKOCBCtek4zhu+/bt8fHxMTExL774oslkSktL45jqHQAcGILSnD/GbjQaqRSqx5mHrPxBdnY2Wb24Mx9++CEO+/zzz+EPht9dr9df8FUDAgRcSAiwz7AzOhyOqqqqp59+GuoAIqbFC+soxIvLL79869atRUVF6CwIVzVFhALqAPE+G21zOBwej8fhcPTPxEjYGK2trQUFBffeey9r948ZMwbZzjzPd3R0vPPOO+AGbAPY22+/ffXq1QH9Zrxeb0tLy3ka++rnoMHc3Nzc3t5++PBhdOtFac/ChQvpKVBPBLfbfccdd5D+Obgc64iHN+Ss+5rP52N7ytAeGoo5u93ugoICtVqN4luFQrFt2zaRvwoJQIzBYDAgbKtUKlGriL2e4nPBYNksTCy5XI4WjDk5Oaj7Q+YzUqDPmF+NyjWNRkMFkhkZGQsWLAhw9AwaNIgiw1999VVAYx2Px0O9lIgxZWVl3XTTTbCprr76arTgPh996MFVhAifUGS4zxSzaPwVFxcjMQA6bN21RBGwYskwx3EIXmEUarXaioqKiHn1yI/IOilpRpWVlSHFFGfbg+sNBdKL4ziuuro6kt6ahx56CFMOhjhFn0aMGIFSBIoPd2LxdzAICKeHOv6sW/K5FGGep8DyjRoYvIMFDn9qaWkBGUb1L/S3O2fC8E1yfkqcm5tbUlJCSU30dLqYmBQWSCQS8rwkJCRkZWXxPO9yuZ588smYmBgShIiPj2fNu6KiIjBSLBrhmnf33HMPdpdLLrkEilkoUsCGhJwlSkGHAwKLFSTHcG49nq2sKCC6K4tEoiFDhuDFwYMHMfXUajX1yYyOjn7kkUfYmhEBAgT0cwTsZfDu1dXVSaXSa6+9dvjw4WxLJLC7J598cvXq1du2bdu7d+/evXvXr19fUlJSWlrK87zL5aKlI2BTxvvsb7HyH/0ZaP361FNPiZhg+JgxY/R6PQ5ob2///vvvRUyOKBwHzz//vMlkwjFYip1OJ22gAhOOAHw+37x588h3c8011+CJwA4kA+bUqVMUbjlw4ADpNpGBjW9DE6BOYsIBVfeUE3vG4+vr6+VyOXWoUSqVW7duRUNgkT/iqtFo5HI5nOywLnAw5++zGComzDZcpDAvEqGROgqx6Pz8fKI5pBrLanMqFIr09HS1Wp2VlaVWq/fu3XvJJZdQd2IK7eKEr7vuOo1Gw2bwBd8cWhb2798v8ndgfuedd2gh6iQNs98Clf/Nzc2VlZVms9lgMBiNxsLCwtLS0tra2l5VQzhLdrTNZoPheNZ8+h4AHpS8vDyTydQfcns8Hk9FRUVOTg5K4bVabRivF/MQ+Z/URCoyI1Wn0xEzodWBsrMeeeQRo9HI3nkksnr9zeIQzo3AeYYCS6qRMBNA6hB5djqddru9PQTgTnM4HJAlZK/Xd7rAia/TbO3eK1QAXC5XY2Oj1WpFLj2ilCqVKtjRCCCAjCOVSqXVamUFyXoVdJcCkq5Hjx7N5iDIZLL29vaffvoJPlr8KSEh4d1332U/hc7eqOZlrzdAZaC78w552gkJCdHR0S+88ALkNPA92OSwvkHIkeM4NFjCPGWbn/cMrHe2oaHhjTfeoDk4cODAXbt28X5D1mw2kxs7Pj7+8OHDZDcEu9LPux1OgICLB1gYGxoaJBLJo48+mpSURIuhiJFKfvfdd4uKinBwQCXFeQ3KciKOihXM4/HcfvvtIn/fOHTTQVNJajcAqTA2VD5lyhSiwQIiCVKT4Xm+pqbmr3/9K54IONvu3bvxoMlp63Q6c3NzccCAAQM2bdpExe2swdbjoBfteu3t7RgziBlarVYwYWzceXl5O3bsoFPF2VIidLjs+e4C5hxR5VWrVolOBzHhhISEvXv3VlRUsJoyuIc+f4Eb7iH+NZvN48aNg1kVHR29evXqHj7viIA1XZDDQv+F5pler0fIkOITbEer4uLiYPuWNchZFwmFnQIcK2fMjjwLE66trUXQCUw4jEo2nD9fn+M4vV7f5zEQn7/gAULnuPVh1LAlQSOdTkcXGxnm73A4Tp48GRsby6aLYObExcXBLkeTm37rXmUzwXh/9/DW1tbq6mpMHngEyRt3RpAqErJw9Xp9fn6+1Wq1Wq2lpaXV1dUo6KJfpBddiW+HFw6Ho7a21mKxwImYkZFBOTasu5GtZtHr9WVlZVRD1dtgkwLwdOBuaG9vpxzghISEjz/+mOf5lpaWv/zlL2xU5Pbbb8/Ly2O/0OPx1NbWGo1GjuPghQ1Az+Yd9mYM9ZiYmNdffx0ZSvAmsC2vs7Oz0SmBIsYGg6GhoeFc7hKsWwweh8Oxa9cubHiwBYcPH/7f//6X97tyHnnkkeuuuw6TFJULbHp2JH1nAgQI6BaoBQaba4b5K5FIduzY8fbbb2/fvv3nn3+G56upqQnHwFnGfuoCAG2jpGvF8/xPP/3Edg8eOHDghAkTKKD92muvQT2IUsfvuecemUyGr8JCGjEnrwDccJaoVFdXDxw4ENwyOjp6+/btvN+CJQNJoVBMmTKFdn+5XE4HIA7Bn0OpEYHl0hBYkUgk2dnZSGDOycnZtWsXWRoxMTFjx46VyWRU/dQngL50amqqyWT6f//v/xH1veKKK3CvxGJxQkLC9OnTMzIyTCYTNDsDUsQDng41mHj//feJSE+cOBGRrV4N2PQYJHBA5+ZwOL777ju9Xl9UVIQOWDD/0PmS80fUOX//ncLCwvLycoTo2G8GKehiLipJcNGbnTHhtra2oqIi4g8IQIV3fCAzQalUVlRU9O1OQGkexcXFoP0cx4Vx5iCbIjc312Kx0COMgBsYD7uuru7RRx/FbIEvFtMGBQZRUVHXX389x3E80w8WdwP5q8U+p5sAACAASURBVH2ew8zGaX0+H0am0WhE6bVEIpFKpWekTwFgqSNbHIKkWaPRWFxcXFtba7PZ2EJNn89HseVIXnJbW1tVVVVhYaFWq+X8ZfYUJsXKjrIFs9lcW1sbyfoQCmXgv/Ti2LFjGGMDBw78zW9+o9VqnU6nVqtFPQysnMsvv/z999/ng8rO3W53Y2Oj0WhExhErK8DWVnQLBoPh2WefxSCPiYmZPn36zz//jHQPkrLI9XdKoAptNkG6Z+sSO1RoddZqtei1SGlRb7zxBhX/8Dz/2Wefwc6IjY09ceIEfQNb09GDkxEgQECvgl3KAraJoqIijUaTlpamVCotFgvPzGI2C/pCApvPwvN8W1vbSy+9hHjvqFGjsPQtXLiwqqoKh9nt9ssvv5zoQXx8/MMPPyyRSOgLIb0Z+Qu5aOHzS+fwPN/U1IT/xsXFkS9j4cKFdXV1vD9NDwc4HI5PPvmENrilS5eyuyex4h5sqazSLeycH374YcOGDRs2bJBKpcXFxci4RHukzZs3o9duVFTU8OHD33zzTRQGh1eCpFsAx1Or1WvXriXbe+TIkYsXL/7tb39LvH316tVmsxkWSFVVVajFAXfb6XRifkGRHikncXFxu3btcrvd/dazRk5AYPHixSNGjPjb3/72ww8/5OfnazQaiHJzHAc7kJgw9aNCHrHVaq2trWWdNWdEAHdg32f/2xkTrqmpAX8DX80Nd39dMBAY9yaT6RwTEc8RPn/70JqaGsjQhfd6cck6nQ7LBx8U5+wlQLrD6XR+/fXXIpGIpPBZyUqRSJSUlHTjjTdqNBp8iixv6HD09kl2HV6vt7m5uaysjMK8JGxAmSedg6LHLMB/ULiuUqn0ej16PiHdGt4jGiGE4PqWcwfkASivA4lAcHwajUaKZ4IAGwyGoqKiqqqqtrY2Vv4tYnwJNl9HRwc2p9bW1jlz5oj8Pd9TUlJgEh0/fpwCsyKR6OGHH4biP3uqPr/aYU1NjV6vB+HPYbodcEwWSdeRmZm5ceNG6lWQmJj4xRdfQE2a4zi0wqa+CGDIOTk55IMsLi7uWTZXQJEPhYVzcnKuvvpqWHsIks+ePfvIkSNer7etre3bb78l/5RcLqefJtu6325vAgQIAOA5pS2DwiD0b2tra0AVX2/rwUQSdCEI4TY1Nb399tsif3I4qNQ999xTXl5OebMdHR20QYwbN04qlRJJ7vNswYsTGKjYgGiPBouLi4vDDkWuCjZOQCrT8fHxcXFxOADmQbjEgNAi6KGHHhKLxcnJyc8//7xUKoUJp9VqdTodKVBiM927dy81TAqjPd8tKBQK+MImTZpEdviVV175zDPPkErWyJEjIWWSnp4uk8mKioqCJQBYAwBZeHgtl8tF/uqqO++8U61W93P5AMTYmpqa4AITi8UpKSnvvvvu8ePHDQYDiCHq/hCTQBSW4lhE0CwWS11dncPhgNmMewKQLU0/2omt3pliltVqhc2N0+oNJkytulQqVSQVlYNBN8jpdJaWlqLhShhj4JirZWVl1Pcvwhfr8/n+8Y9/YJGiIpwhQ4ZQMlJ0dHRMTIxSqeQZx1vAzekTsDeqqanJbDZDeJyyhalTHChNJ2Ajw6wWAlZJegfUWqPRFBQUlJaW1tXVBUh3sugN5un1N1UjCwnNn+vr66uqqiorK2tqahobG1taWtra2gJcFREbWlS/ijXXbrfv3bsXYwmb0H/+8x+e59PS0hITE2nI3X777YcOHeL9Qhps/g9daUNDA4lbQN+ixzFhlUql0WhWrVoFnaro6OilS5eC8aampkJqEr9CZJuVRbBarT3bvwNi5iwaGhree+89uKJiYmJgVSgUCrvd7na7n376aWwM69ev5/0bBqt81oOTESBAQK8iuPyMMkFY8dvgD1JS3wXDhNnUzdbW1hUrViQlJWH9R1h42rRpCHZR5Mputw8YMODmm2+eM2cOFTqSBUJKJZ3swgJ6CXhAXq+3qanJarWOHz+e5I5zc3MD9iOHw3HkyJFLL72UTEqFQoE/0fDume4MogI0YLxe74wZM/ArycnJa9euzcrKgiwWx3FbtmwRi8Vk2e7evZvz18SFy57vgR3Ccdzhw4d/97vfoXmSWCwmjXS4hzZs2FBaWpqZmVlYWCiXy41GI0UH2Rrp4Dvj9XoNBsNNN91EVtbx48fPeHB/AK2ETU1NDQ0Nu3btQvgETP7ll19Gx6mcnBwEfii+Rfmb6BhKppperzebzcXFxaWlpWaz2Ww2FxUVlZaW1tTUtLa2djF4EJIJu91uk8mE9EswYY7RWzt3UNUx1eyZzeY+dGOw+1BbW1thYWFubm4Yuyjl5uaaTCZ4SVH4HpmdD9swMotaW1uh3jFo0CCoMv72t7/dsmXL5MmTKTh85513ZmRk4LMQJOD7dEaxvA5J0Xl5eciaIHLLManOnTyCPAb0UEjbnGYaOWhIvRniSTSvAh5c5wpb5wKfv/HAGe9/gE5AwJ9643xYkDufzi0vL2/evHnUJOnSSy+trq7mef7Pf/4zja64uLj169dTqIS9dQG6UGazWa/XwynIhoV7MO/QqXjy5MnUsHfp0qVSqTQnJycjIyPH3wNQp9PBDwLuDYcIAhc9uD94OqxYCOueqKmp2bZt28KFC0lNJzU1FX/64YcfYEMMGDBg9+7dxcXFPPOshZiwAAH9FmfM/AyI/RIxPuMB5ztwByhd9siRI1jiyBn6l7/8paCggGdcn9gItmzZYjQaSTmVso2ob+352Bvm/MUZkxS8Xu9nn32GUMqQIUOOHDnC8zwcuFRJ19HRMWnSJCJ7jz/+OFKs6+vr8SVhKQfQ6/U33XRTfHx8bGzslVdeuXPnTrCmjIwMtVr9xRdfkMkBZcocf1uKvoJUKk1PT0cbF5FIlJCQsGjRIhHTVHLOnDlHjx5FX2LoE+l0OkokDg63sGYJEky2bt2Kb46NjV22bFn/dBthFhOtaGhoAM/atGnTmjVrXnnlla1bt0Ici+M40E+2BS9Z+wHvcH5jngRWYdFZLJbKysr6+vpgidyAiuKQTLitrc1gMJB2FMdxpOUVFuACYOaCeGi1WpotkUeAvJjNZkONdLiu12q1Ul50xDq78owgByTIP/zwQ7aZYXJy8uHDh3NycihtSSQSPfroo0ePHsXH+9yrRM/F4XCUlZVB6RfslB2QYMKdPy+2YJjeZNOqSVWLwsJQFZZKpdnZ2SqVymAwlJeXB+u590Z2NPtmqHgCGVWRT66jAYwXNTU1r7zyyqWXXorRlZCQ8M9//pP3lw3HxcXB8Xn33XfDDGKzymmV9zEi3s3NzRUVFQaDgWNar/Vg3uXn5//0008Wi2XPnj3UTBvxar1eD9ejSqVCDU9WVhaSQbBropahZzF2ukD6LEL3bFmL1Wo9duyYRCJRKBRQwsTBv/rVr3CSgwYNys3NpbR8nnniPX9yAgQI6DWcUeSGnbABWz+6HoRyd553gHIYrt1sNs+fP1/k72QDPrxr1y5cKRgRUVx0Qg5Yac/HTjAXElBbxzOjet++fQMGDEBY+IEHHoCzG0Acy+l0olEWMGvWLNKgpkz4np0Jve7o6Ni3bx/t5tOmTdNoNHq9PjMzMzc3t6CgYOPGjajPiouLe+yxx06dOkWiqj0wIcKCnJycjz/+mEp5n3766aNHjyIchTc/+OADhLWlUiliAEqlkiVEAWSYtQlxS8vKysaNG4eJBjLcPzUIaCzV19fr9frU1FStVpuWlgbVaDSFhr2NNh8wyAOyO1HJyPnNQlLPYZV0wIeRFVheXt7U1BQq7sJ3woShooxuIkQVwphnD0KCoCvsUaVSWVlZ2avPoBOQoUm97O12e3Fxcbiul20BH0oRLgIXaDAYbrnlFrFYDDkBkJb169drtdpRo0bFxMRgcl511VWZmZn02T6cUTRYGxoawIswuNloMJtckBca7OMg5kzTjArX8U5WVhYklCBISN8PicLi4uLGxsbeaIIdivT6Tge9H9D/KcKUmHz227dvx8hBt+oxY8YUFha2t7fv2LEjNjYW0YDo6OgVK1bwPI+qZnYdZ1co5AryPG+z2SwWCy07PQsLZ2VlGY3G9PT0vLy8a6+9lsyyESNG/Pzzz+htoNVq4UvGs87KysK6ZDQa4c/uweZNF8hmhdH1Op1O1vBFCMXn8+FmfvfddwMGDEAp0alTpygfLOBfAQIE9BOQrHGAixCezU5KjS4MAkxg7fUVK1aIRKKoqCgEvgYOHPjqq6/iTwEBXtZdSOyL0J/lfy5UkFcC45OUn3mef+211yA/iXTWTz75xOl0otaJiuHh9YCF+fXXX+Nx0wE9k55hTZ3PP/+cOiRNnTqV1FI5jpNKpcuXLxf5S7TWrFlDwrd9WCcsl8thIOG2fPjhh3fddReJ177wwgvZ2dn5+fkSiQQeeZwtBc94v/oAf7ohwb7meX7NmjUUZL7zzjsrKip6cJ8jA6/XW1RUJJVKCwsL09PTQX0RloA6FbpaBlh9ZOrDVieJH7Bi4qrBuZ+5ubkWi6UT8fmQTNjhcJhMJlALOokeKNZ0AiieY5jihwoLC3vntvccNputtrbWarXqdDq66RQzZDkY/BAoRcjKypLJZLii2traPkxUCKBJPM+np6dPmDCBTcyIiopyOp0KheI3v/mNWCzG+7fffrtWq+WZ4pw+7DPs8XisVitmCMJ3YRyH3QItuBqNxmKx1NfXB2sjXTxubFx7U1PTX/7yF5G//nz06NFoylVbWwvdZgSKL730UiKWXn/XEDbpN9jr2d7e3tbWBoE0lPKe0f3RybqUlZUFLi2Xy3/++ee5c+dizIvF4n//+98Gg+HUqVPUkgrJKfhOpVJZUlJCKRURuJkdHR1wq3McRzfzlVdeoQNYb10EzkeAAAECeoympqZDhw49+OCDCQkJt9xyy7Zt28Cm2NwfAecdUPsNJhwdHZ2QkIBti/X5RkdHw4yMj49/9913eb/vI1zPHZnAwLx58yQSiVKpRCaXUqnE+7A6/vWvf6GYrusBYeTZQqmYKrPYkEknHnkqcJVKpSjLys3NPXXqFBoIQ1L7k08+OXDgAPoniUSioUOHSiQSlUolkUgoDxehGlQ1+oKa4gaDciuWLFlCAYlnnnmmvLwchJm1ZPp26sHv39HRodVqoewTAU1v/Iper6cwe0CBal8yYarG5DgO//ZDJszzvM/nc7lcLS0tDQ0NtbW1NTU1NTU1LS0tzc3NdXV1lZWVxcXFBQUFBoNBq9VqtVq9Xg+lpfr6+rNqfEcS5FiVSqWUIw2De8WKFW63m3gCsl/GjBmj0+n4ftBnGKMRCwT01cI4Drs7aDm/c1GtVptMptLS0qqqKkol4P3qDmd0Y3dlUTsv4Ha7oerpcDj27ds3atQoas01bdo0MOS0tDQaTkOGDEGPXBYdHR3kpSOVcjiYKX3F5/M5HI6KigroYeSeDmwYnYwHNI5G6ntOTs7SpUtJ+nLmzJnHjx+He4VEs+CeQ9/vmpoaVvG1V0GDx+VynTx5cvjw4fC4Dx48mE2R6vOZKECAAAGh4PN3HMR/Ozo6iouLkeVIthA2x0jWiAkIF/DIGhsblyxZQvV069at4/12Mh49mwswefJkvV4fFpuHxhUx4QEDBmzYsEGtVpOKEjFh/Prq1avz8vLogFB2AhtIJFkm+lRwhWqo71EqlVqtFrV7MCqKi4vff/99osHDhw8/ceLE6tWrkfM1ZMiQp59+mgwPNhNYo9FAMYvalHTlFv3444/QpYPdxfZiRCOSPp90sOvcbjd6WHI9LXzrFihTuqSkhBXzJ4Rkwi6Xq6CggNW1ygu3Cjk1ZwK94TjObDb3+nM4N5CCEan7Qrbb7XajN2Brayts+n4iicGGKF0uFz3+Rx55hGXCgwcPfu2111paWqZNmzZmzBi8D7aclpaGq+uTPsM44ebmZvQZg/ekD/vCqVQqjFsqSwATq6ioYOsQQjFeOMP6VWOqngFXimGAbkC01v/73//med7hcMT6IRKJ7rjjDoPBwPt9w2zmcFpa2iWXXAL/8ezZs3FzAlwJ7e3t5eXlJGKf5xdIoyqRUM8LR0qlUnSi27hxI+krojhHr9dnZWWlpqaiygjB59zcXLaHQWRyH9hI74EDB5BMJRKJnn322draWvqTy+W6AMaPAAECLlSESoxyuVwBDf8ie14CzhW0FXo8nlmzZiUmJsbHx48ZMwbyH3QAmDCc4zfffDPHcTzDPXrmz/V6vXCRkzoUzFQSGUZyrMFgEDFYtWoVBKjy/G1pzwjWlmClWNVqdYCjvPOIIESeTp06pdPpIGfDcRzbsvSLL77Yv38/MdWxY8d+9dVXCEFzHCeVSpVKJcLRJpMpICWtE3vbbrfTXd2zZ09UVBRsqsTERMwytiNjH9oPROkdDgduLMzpHhvkXQQRWI1GA/GXgBMLyYQ9Ho/ZbO5VJkxfiJaeHMdBKLVfAbJ41M/G55fz7eIi3ucxQPx6QB0mz/NtbW3z588H10UXMpFfwHbnzp3EbfDXX375BR+PfJ9h3Oe6ujq4S9iQbJ+AlLqCtewMBkNlZWVwFkCwP+8CsABoRNXU1GDDQ/1tdHQ0mUGUfi8Sid55552Aj8Od5Ha7X3jhBWycMTExc+fOxQFsVj9eIDJMhdxd9NHCb4JtLD8/Pzs7+7bbbhswYAB45ssvv5yVlVVQUIBnitQmBIQpEuuLVN/vAOZ/3333DRw4MCkpaerUqfRmwD0RIECAgP4DUo3m/cYGtAD5oPZ+ASuegPMClNrK8/w999xD0dedO3fiAJiFtO+LxeIPP/yQ3c3ZeEy3wJYFbd++nXLQCgoK2P6XLBNOTEzcsGGDRCI5q3A0K78K6yKg+yZ7cOf2J5J+NRoNVKBkMhnMm0GDBsXFxW3btm3Tpk0wP8Ri8aJFiwoLC1HyqlKpQNVAvMvKygJS0rrikcetvu+++yjKBYbsdDqRf9e3GuxsIxjcZwTDu2R8nwNy/d2Jc3JyrFZrMHkJyYQ7OjosFgvn56u9wYQ5f8waXhClUknt1PsPvH50Yn0SQw5A/zFYEdTFaxqLra2td955JwLCIpEI7NdgMHg8nrfeegvrCInd9W2f4crKSowWEKE+FMSn/BkCVrHMzEy5XK7RaIqKiurq6s643PSf8RAWIGQ6d+5c5NKjYS+14Jo9ezbrTDlx4oTH40HdC1tW5PV6V6xYgWCySCS69dZbrVYrf3rREe0Ebre7rKwMxBW6VqRq1snzQv4zxAZzcnKoBEAkEl199dXPPfccxKKx4UmlUoVCQX2/fb3WIisA7Niw2Wzt7e0osUY43WKx+PwdRyJwMgIECBDQA3TRXmLbywk4j0DujObm5nXr1lEXwAMHDoDl8jzf1tbGJl5JJBLev6md+6/jBcuE9Xo9QosymQxUReTPzR47duypU6e0Wq1CodBoNJ3wF4rJISkaedEqlUoqlSJTDNVVsCI6iS2zOdUymcxsNu/evRsebZFItHLlykOHDg0dOpSs7o8//pjjuMzMTI7j0LoC+YYajYYtEsZVd+UG4hE0NTXRo5k9e/b+/ft5fwYfavfO8UH0GHQtdrsdt50KvHsVRGCzs7Mp2M4iJBOGtBd3OhMO45mxKjW4FzqdDoI6/RMBK3sw6QVYw50+2OeLvtfrpfQJnAxmRVlZ2Z/+9CeRSITJGRMTM3r06Nzc3La2tg8++EAkElFeRx/2Ge7o6MBQpITYCPiQQiFYmw6zA1QKUCqVZrO5qakp4LlTIDQCN623galqtVqvueYaSiuIj4+XSCTt7e15eXljxoxBTFgsFs+YMYO9aoTNaUVua2t79dVX4SVNTk7etm0bz1C+4Oljt9srKysLCgpQkINOV6GeFzKUoAiNnIK1a9ciFQJb6ZAhQzIzM2mVUyqVRUVFrBJsJJ8Xq224e/fukSNHYvZhJ+P9OtsXmEtFgAABFxIQ7yW7CKsWikgj5lsU0EtgEwyxjUZHR3/66ad0wLfffottKzY2dtasWWzVD3b8cw9LUna0WCyGNajT6RBXy87Oxs4uFovvvvtujUaD3Gn0iQhlJ1CWGftf2HI6nc5gMKB/51nFt7Kzs6VSKcwJlUqVkZFBIYFBgwYtX7584sSJsJTi4uLWrl0Lpk3nD0OF47iSkhLcN3a778QUCdBt5Xl+8eLFlJR37bXXlpeX02F9OAHpWtxuN+RdUPDYE1u8OyDls9zc3DMyzZBMmOd5q9VKH0biQRjPDIMJWYtwt5hMpn6oiRoQ7z1jpit7zBmpTh9arp00KsR6VFxcPGXKFEwYBPemTp2anZ3tdrtfe+21wYMHi8VirCx90mfY5/O1tLRotVrkjUSgtr5zBHNgsF+w9NzcXPQf5jiuoKCgoqKipaWFRjWyxS4MJgysW7cOqQQoClq2bJnNZlOpVLfeeitGFDwpRqMR2QTBgU0MJKVSCS9yfHz8NddcU1BQEKzCzb5GY5Lm5uby8nIU5IR6XkiaAmGGYzg9PT0+Pj42Npa8PBqNBgNMpVJVVVWxSu8Rm7m4XrvdTtzb7XZnZGRMmjRp0KBBH3/8Mc/zkCjjL7jOKwIECLhQQa7M4I1P0P8778BuiB6Ph5K5brvtttzcXJ7n7Xb7woUL8WZUVNSCBQvI/mHzvM7lHFwu1yeffEK+bLBTys5TKpXUv3rixIkgWjKZDEVSnZh2uYw0tEql0ul0+fn5VVVVpaWlJpMJqctn1Y4mRqNQKORy+fr165OTkyEtds011yxbtgwBp2effXb9+vVQipbJZAg1I6CSm5tbWFgIqubzd07qynOhXox4Cna7/fXXXxeJRAgOr169mvdXC/dtZpnXr1+NrqgRA4WFFQpFZWVlgGnXGRMuLi6G0U+2fhhPC/4A1JdjkJnN5n4Y6wiV58PGgc94QLAp31cgDxwbZ6PXqOS56667sHZg0iYlJWVnZx85cmTq1KmgKH3VZ9jtdtfW1mIN0mq1GDx9qJgVEBOmHGmixwEoLi5uaGjokw7SvQqfz5eZmUnqkRghP/74I8/z77//PkWDKV+aHXs8M3JwQ0wm0zXXXANqOnDgQORTec/ULiggKOrz+Ww2W1VVVajnhRbBWGHAh41GI50zxjbHcRqNprCwEESUvUb2JHsb7FpBweHly5djYmZlZeEdwXwUIEBA/wQtYggCs0WhlEpG/Rf7g3UkoFsgvU+UOHV0dNx///3YTLdu3Yo3Z82ahWacUVFR9913n9ffl5h6aPX41xFLsNlsUGNGbhcYikwmQ0QtLy+P/jRx4kSkK4Mnd54dDaak0WjMZnNNTY3D4UBwq6GhgRqXkEZMqO9BhC81NRVVn//6179gCEVFRf3tb39bvXq1SCR6+eWX8/LytFotCpiRtp2VlaXVamUyGTr9UPCWqrQ6vzOsRYQbjqYeeDQxMTFTp07VaDQ8z0OPug9BC4LJZOqNdOMzAskCuf5+t8Glwp0x4fLycs7f3wgei6635GKBUUgl6cjFz2PagSqVSovFQhGPsAOhWlaNlkK4rLHblSlKiln0hcGRqzOiN67rXNDe3k4mtcfjMZlMixcvZhnCddddt2vXLrPZvH///l//+tcUMR4/fnx6ejp/ukXee0Eqt9ttNpuJzLA9t84LkFZTTU1NgOKR2+3GgGRVRvonsGoEKKL/8ssv1H06OTl5xYoVPM+73W4UwIDW/uEPf6isrKSPsBkKrB6y2+3+4osvyH+5atUqnhlgXUkVcbvdra2tdXV15eXlxcXFJSUl5eXllZWVJSUlZrO5oKDAZDJZrdbq6mqlUrljx47Ro0dHRUVhSJeUlPB9mjLUCTwez6pVqxYvXpyfn8/zfHt7O+4GDR52/emkcbwAAQIuKpDHEHt9cEM4H9PXlyqnKCGF7+vYkYDzAtOmTaOSXejRLFiwAP8dMGDAvHnzwqhwgWGZk5MDdoewMBgOorhQ+oiLi8MpTZ48GcoynL9VTSg7LScnp6qqqqmpCeeJWdDR0dHW1maxWCgrFi80Gk2o74FYjFwu12q1P//884wZMxAtSEhISE1N3b9//5tvvimTyZBrDYBao3SrpKSElVwNlh/C+6HYCss1WltbrVbrjTfeSDGJnTt34oP9RDTLZrMhoQ9hUepfxaqXhQuUr44cgaKioq4yYa/XW1paSqY8KGsPYnEUMcv1t6tGRSVy99HdRKfTVVdX98ayG2q4wNeCmt5Q2c6U80y9784aGgpFg/stz2E7+qSnpz/44IOJiYlwpw0cODAqKurUqVM8z+v1eswlxNCmTZuWl5eHTxFLcbvdtHyEkVS43W508yKtLAzF8M6T3oZKpSooKKiurqbGPDzPUyJ9P9cEDh727e3tNptt1qxZ2PBGjRr13HPPVVRU8Dy/Zs0aDBWMou+//569ZBIRxX9ramp4/1U3NDRMnjyZEq2xH5D/sov11T5/TRodTBOc3Uiampqge4n98qOPPsLP9U/Lr6CggNrLhXIK9E8aL0CAgL5CqHZ9Ho8HJbtepgtGQP4L1pP+uR8J6HOASrnd7oaGhkWLFhHXwl/lcvnAgQMhHfLggw/CvDnHvCr6uNPplEgkpMglFouRYMxxnFwuxwva2bvOhBUKhd1uD1CT8ng8FRUVVH6FqHJOTg6Y2xmhVquh5SmRSEaPHg26Pnr06PXr16MXT3p6OtX6gfiBD+t0uoqKira2Nkw99EoMNQHZUs2Ojg7WKqDgnMfjsdvtOp0OMYmoqKjf/va31OyqD0EX5XK5SktLEckPAOcPoIbLAmdDubm5udRVmNBZF6Xi4mIiwHjRA6ZOXU/Y64SMTXZ2dlZWllqtrqio6A0vBWv78jzf3t5ut9tra2urqqrKy8tLSkoQOKqqqqqtrXX5gRyeTjwu9LXYabCjYAq53e7ziwnzPN/R0UFeqPr6+rFjx2Lm4N/ExMTjx4+npaXdd999N9xwA/U4vfTSSzmO408XPwhw/YSMIwAAIABJREFUXIUFbrfbZDIhix7unPOLBsN5BFl89PUmZkhjg2hM/+QzGB5sPlt7e/ujjz4qYoC8aKPReNNNN4lEIvSyS0lJaWpqwpewpWLUI3rYsGHR0dGDBg266667pFLp+vXrRX5Nxfnz51MWFvlWOrk/NBODHVv0mt0w3n77bfJk33LLLUajMUx3K8xgr4i2Rtqw4c5ra2tzOp1C8bAAAQIA4resTxCBX/bNMy6Y/XMbEtAfgD0UUhoYJ9XV1fB6R0dH01j6/9j78vCmyrT90zbpRtkEEcdxlNHPBResoIKICyggm4Kggst86ujncs186CcuOOMgqDgIoqAoigUKbuyi7EvXbG2aZk+67/veZk+a8/vj/uW5XpI2tGnaBib3H1whTU7Oec953/dZ7ud+KGc7d+5cfNjtdsO65gPyiukrTqczNTUVZC5Ap9ORWyGTyQwGQ2RkZG89Ya1WS7YN/VZ9fb1Go4GfAior8nl+/CBwfQsKCtgirOXLl6M/DsjP2dnZKSkp1NwR2eDKykoMDiZgl1lfOjE/Rg7PEMfoXkRFRWHEpFKpb5vPgQddCFLu8DFZ8R2S4AmWHQ4dMhrz6upqliPM+/GEbTZbSUkJq5UV2GnRQwPevFKpxKOJRtJ6vZ7NBgcxJ9PJtP+1Wq2NjY0lJSV6vZ6uBS3IKPyQl5eXn59fVFRUXl5eX1/f0dFBTH2veUuhVl99rAsrJ8wWr9IZ5ufnv/jii5jA1FVYIBD88ssvRqNx/PjxyAFyHLdw4ULiULW2trLjEMT76HA4CgoKqF9OwBGZwQJV2otEIpFIpFKpqqurfcMHXnckpOBm6HOtra1utzs/P//GG2+Mi4sTCARxcXGzZs3ied5sNu/atSsmJgb7IsdxL730Eu+ZFIguIdKJw3Z0dLC+9LvvvqtUKi+//HL8d9y4cXq9nj93lfczj3z/5PapgHA4HFarFftxc3PzyJEj0cSY47g9e/aYzeYQzAnTybMXCG0t+m+IR1LCCCOMAQZtJX7WBF/D5oLgKIUx6MBDRcU48fHxUVFRkZGRO3fuhG2DTTwiIuLWW2+lPKSfJGcPfxFGyLFjxyghzHEcukioVCokb6VSaQA5YaPRiMee2BAtLS0ajQYVyHBWkb/17wmjCc6JEydQyQxr+fjx4yqVKjMzUyqVojIUx5FKpfCxi4uL29raYKt4adxSesntIZkj6I/ZSpRVrxQUKbOazWbKCXMc98Ybb/AhIDXCWmVNTU1GoxG3iRXfkQfqcnYJ5NLkcjnqyRsaGrxG7Dw5Ybmn45M80OJMEltjtYXwp7y8vIaGBtYfC/odcjqdra2tZWVleKbRSQUMbQLe8a1khnh6SUlJWVlZTU1Nc3Ozr6BOD4uEQ3ZHgYtCF4VS7bKysttuuy0uLg4uzaWXXopM3b59+6ZPn07zKjo6+tChQ2h6xvM8KpGCntt3Op0VFRVYO/AcBl28rV+BTneg00gkkqysLIPBUF5eTo86y88PQU+GYj3sqvH555+TD8lxnEKh4Hl+165d1113HdGWIK7GFv+zjDu83rFjB0KV+BbY0RTC3LVrF74Y2EN13glIOWGO45KSkkJ2krJgw72QKuCZje2CuIQwwghjAOBl6rlcLrPZbLFYaJVghRiwquAd306QYYQBeJno+O/atWsFAkFkZOQzzzyD3RZWIjb3vXv3emkABZCWJI6D2+2WyWTo3RgRETFmzJjU1NS0tDR4lXK5HFXEAXjC7NRobW0tKipC4wm4MNS/07/9CQHgTz/99A9/+ANMi+eee06n08GR1mq1+ABqifG6rKyso6ODdW47u2pSc97xYamsLM37k08+gU01dOjQ0aNHNzU19Xbwgwi2BRdeOJ3OpqYm9HxG2hyeZnDZ0biDiGsYDAZfUapuPWG3211RUYFbjlxcXzxhnAqbhi0tLSWFNN5n1Q4KHA5HU1MT9JZQX0qTgSTXcYEkKUZ+MuWKMYtYTTmUE/gZtwvIE+Y9AQgvpXun06lQKO644w6khYkpTZ4DdaC58sorjx49SgPSl7Bfd6fX0tJiMBjYTkUXUE4Y0USNRoMWUEhoq1SqhoYGUjyiiw3N58Tt0fdC1CM1NRVPBf6dNm1ae3t7fn7+s88+S3384uLijhw5gq9jsyS3DdcL59Zms+3fv3/YsGFEdoqOjqZH6//+7/9qamp4xhP24xIjkmr3AMYcFcLh191MaQPviVvjQnbs2MGH5PjjQigSzMatWGvVYrGEJqEgjDDCGBSwVDt25XS5XDqd7t1330WMG5wvuVzOM5m3EOxnGUZIgVKUPM+LxWI8SDNnzsQ7ZCXGxcUdP34cNkBQHip40Rs3bqQQtsFg0Gq1RqMxMzNTp9OJxWJIjfTKEzYYDKyCbElJCap5KUNG3F25394lOTk5Eonkn//8J05v/PjxR44ckUgkMpksIyMD7jqcvezsbJ1O56Udw44tCwiCtrS0NDQ0NDc3t7W1mUwmVpidP5ejSqaO2WwWiUQjRowgo/3ZZ58dxNnNclVYr7ixsbGsrAwBAqhHwRcLlh2OXCzy+RUVFb6WpD/t6JqaGup9HDArlToao649KytLp9OVlJSwXEQ3o2EYLNjt9oaGBqPRSD485NTxKLONcHCSoG3juWdBWl84iEajyc/PLykpsVgsYCC4PbR+upYLxRNmqd3wh/FfIr1IpdJJkyaRgBZyd8R9pak1d+5csVhMd7Mn0mK9Pc/y8nIQ9fFA+lnRQg307IEVQwXzRUVFmI1BDwAFHV4u1uuvv04PQHR09IkTJ+rr619++WVqLRgdHf3MM8+UlpbyHtOKjQFbLBZ2+Xa5XI888gjnKS2mI6B+eObMmVKptCcned7pRgoxeFDtdjsJX8fFxSUlJfGezhAhCK+HhBV+LykpwQs30xotjDDC+E8Gq6PDFqTU1dVt2rTp7rvvJvIONvFXX32VvktRyzDC8AUMPKfTSYZiWloaCGI333xzcXEx76lN5TjukUceIdpge3s7tuDAftftdlPHhG+++QbP7bFjx+BhwknJzc394osvAsgJazQaPPNms7m8vBzNF8kTlvfY5szNzT18+PCsWbM4jktISHjzzTe1Wi0YuUh4KhQKlUql1+srKipAifXjHWCQ6+rqSkpKDAYD2izBncNBiouLa2trW1paWF6h1wgXFBR899131NHjoYceCmz8g4tORq4PsNlsDQ0NpaWleXl50NbOzMwMkhn+/6t0ZTKZ0Wjs6OhwM1oJgD9PuK6uTqVSyfvsCVMqDwppNTU1A1C03dTUVFBQIJVKMzIyIFWN5Dvr/bJese9pkzgTUbvxMSoV0Ol0hYWFJSUlpaWleKzb29svIE+Y96hosLEZuGcmkwnbp1KppC2T8wgCR0REbNiwASsR/rpt2zbe4/b0B7Gqvr4eI69SqZBZ7evMGECwcnEkBqDT6UhJIujDFVzghuLBaG1tjYuLQ8w1Ojp65cqVJpMJIWGBQIDUbmRkJJ4HniFT4SBUYM/6bAqFgshUbINi0BB2797Nnyu11UMgJkrBP7LtYOc5HA5wHEDr+u677/o0Rv0Jm81G3DAvTVeZTPbSSy9JpVJYvWFOYxhhhAF4ebMSieTJJ5+89dZbsWVTbYtQKIyIiBg+fDgcGy/bdKBPOozQhpe0Ms/znZ2dIpEID9Ktt96KNgewEiMjIwUCwZEjR9imuIH1jMQGh91cKpUmJibC0jh27Bic1YyMDIPBcPLkyYcffjgAT1ilUsEqKC0tRd4uNzdXLBaz3V7lnmywf/szKSkJU+y66647cuQINcpRqVSoIq6pqWGb+rKjQeQ1XGxdXV1+fj44rURWJTUpOOoGg6G4uJgN4rM+HoxMnudpvi9YsCAUGB9d+kdwj61Wa0NDQ35+fhC5nzRipaWl9Byy5+PPE3Y6nSUlJbgBAXdRgkqWTCZTqVSNjY097IbSK/jGL202W7BGsLfQ6XQ6nc5gMBQWFlZVVbW0tOCxA62RbrnbpzKeP/fhYNcLt09B8sBj0qRJHKOhxTKlga1bt+KTbMWRV5VpAJFmt0euqby8XKFQQDoLgQk0B8PqgCcTGvoXBBQKRVNTE7sKBPf+YvzZRy7g5Y9lCsybNw+3Gy7r0aNHec+2R2Hg9evXY/3teVNKjuOGDh3KtkbACzxvWVlZQc/W2mw2/ByCOzExMenp6cH9iX4FFhC9Xr9o0aJ58+Yhtkj3mp1oWEwG5yzDCCOM/oTb7cbaSCW+Xn9ta2s7derUvffey66oFLgcP378o48+umDBgoqKCkrxDbqx8R8CLMtei7NvPCJkQeVdGRkZMADmzJnD8/xDDz1EMfHo6OiTJ0/Cg2Udnt7+FvsVlCXjMT5y5AjEqORyuUgkys3N1el0MEji4uK2b9+OZF5OTk5mZiZed4m8vDyHw1FWVgbbkrrb+LHfRCKRQqGAzanVanEOycnJAoEA/LhXXnkFla5KpTIlJSU3N7eqqspsNnfZ5MIXeXl5er2enC/qu9slcnNz6+vr+XMz5zzD0MzMzCQ77fvvv+d53mQysaPKlkkPCrxShiaTqb6+Pudc9NC6ZgWo8Q5uaGlpKVbL3uWEeZ6vqamhyszA6jMpIWwwGBAICfpwe10SKkt7e57BAhUVgAWh0+kgSV1dXV1XV9fc3GwymXpumPoqcgVz4HqDtLQ0zKLIyEgQLYYPHw6nBU5RQkJCWVkZPuzlt/RdG7yzs7O5udloNKLQAk8jhhqeMAIug3XTA0NjY2P/ecIAO+CBDT6rydTa2jp//nxiyM+ZMwd9KVGFgqSuQCCorKykr5ND7ucnTCbTlVdeiUeLpKcFAgGiLSNGjNi3bx8+GVwuCRUkR0RExMbGnj17NvSZ6r4wmUwwnvAvG++4IMypMMIII2B4ycziBcuQlEgk2KCxX2OnRqjx6quv/uWXX3iet1qtYAyyX/c1FsMICqxWKwbWbrdbrVbsy0TNw3+pYe+gnmkXsFqtviTHU6dOIbCCOuGFCxdCSprjuIceeog+bLPZ+uhumc1mu91+xRVXUALm6NGjyLQhM6zValNSUshPnj17dkpKilqthhvpJ1MC96SgoEAul8MHhsBSd5+H8QnxF61Wiw+rVCrwomFUZGRkaDSajIwMhUKh0+nKysra2tpIr8TLsGfnGuoBDQZDZmYm0sigVUMSrDsUFha2trZSV1f2Nlmt1rNnz8JuHzZs2LZt21hXOUQC5V6DYLfbTSZTdXU1arZZEW+UcHcJBA5YAWo0wcrOzs7Ly6OmnryP23geT7itrU2v18sZ7ajeghSniouLB0bj1Gq1lpeXB3CqQQHVFVB/M6LF4hYWFBRUVFQ0Nja2t7ejZpIk4847LIPLfty7dy98HuyjSKlhdmHmjxgxYu3atVAS5plyI4vFgiRhXzJ7LperpqZGpVJB0M+LdQ8JtAtIUzorK6u+vp696f00KYLSEsNsNlut1qSkpNjYWHjCAoFg9erVNpsNVb6I/nIcN3XqVHwFdxzBL/9LrcPhOHjwIB4q7GGUwcAzdumllzY3NwfXDXa5XLSbwv0+c+ZMEI/f32htbWX/29nZSeODG20ymYgZFWY5hhHGRQxsrFhsUUzhcDhOnz49efJkBCjj4uJYus1111336aef1tXVdXk0amcaDqUNDHzXZ6LUDcbp+ANbpwNlSrfbDXY0x3HLli1rbW1dtGgRpR8ffvhhnue9uooE0AyClRclg5PjuOPHj5O4j1arValUGzdujI6ORgHXnXfeCfWfjIwMtVrtR4tYq9VWVVUplcqsrCy41ki3+LHfSE1arVaLRCJ4a+BOchx322236XQ6kUgkl8vz8/NbWlrYKAA5w25PKw3SmnU6nS0tLaTwRNlpkUjkxzPHCRcVFRGzA7MYekZ4Z926dZdddhkWhNTUVPokBI8GlwmCoejyNOx2e319fUFBAbHE4Q93Ca92xAQ0KvJzgefxhG02W0FBATnZgSkVIb5SXl7uJVAcXJCX2NraqtPpAjjPoMBLbYvCByKRSCwWI6oBfr9Go0GlcVFRUXFxMeqNy8rKysvLQVXySu/4lsIPPH799Vc4PNhZ4ajExcURnVUoFE6YMIFUjnxFO/oCq9VaWVmJgBANNStDdQHVD8tksrq6un71hNnaWrvdHphl43Q64VCVl5c/9dRTnKc1QnR0tMlkUiqVt912G70pFApPnjzpew5+AP/NYDAQNTo+Pj4tLQ1HI01p0LCD26OLPOGIiIioqKiMjIwgHnxgQLYvTGGLxWK328klpmKksEUbRhgXJSi7yJ87zf/3f/+XJAzZhW7ixIlbt25tbGxkj+DVvyC8XAwAqMiWfdNgMCQlJX311VfHjh3TaDShmZNnHw/sO3K5HBbgoUOHeJ6fN29eZGQk3nn44Ye9WnkF9qNsUEAoFJKeyLFjx+RyeW5urlQqValUEonk8ccfpwd+8uTJarVaIpFotVqkprqzx1QqldFohMgzPGG5J43XJVCdl5OTA3teKpXq9fpffvnlmmuu4Thu5MiRmzdvRm2wTqdDHRx7OTTp6F8qh0QDJ7AdDQYD5I1UKlV6ejqykl0iOztbIpHk5uZWV1djrNweVRH6lZ07d1K2XK1W86EUIj9vKSj0tAoLC8FL724cEJuQSCTIn+t0uuLi4srKypaWFhqWLgNM5/GEnU5naWlpwEXCODO0k66uru6PnDAdinyt2traAM4zWGCbMMmZuQQxOlaJGh+jFyTfhfRmXl5eRUUF2BTBGqs+AvNq3bp1qDUSCAS0JIFwNWzYMI7jhgwZcvPNN5NfwXovfV/Z7XZ7VVUVlOWoVbWXvvcFgezsbHT37j9PmDoV8X1b8vAEpqWlDR8+nBjFn376Kc/z3333HVLECNC+9957PM+3trZ6OeHn/YmampoVK1bgWVq5cmVDQwNplWNDXbJkiW8LuL7AarXC68YVxcbGZmZmhqbl4Qcsd91ut8+bN++hhx76+9//bjAYvD4TRhhhXKyw2WzI8JjN5iNHjsycOZNcEUQYR40aNX78eKlUWlZWBpvbK6oIrZqgt/AIwxesHAxRe5qbm9euXTtp0iTy8W6++ebBPc8uAUeC+owABw8exGOGoPm9994LkyAiImLZsmW1tbXkkrn70OAArp3JZKKguUAg+P3332EESiQSVO3ecccdAXjCsLohQ52bm0taud19HpktSncVFBRkZGS8+eab4IQvXLgQHyssLCwoKPC6ClY2mR0ZpHDLyspycnJEIpFOpzt69Ci0ftEgyo89CaXr7Oxso9FIHGCXy8W26ti9ezcGLTY2ds+ePV5nNbghMK9gHP3XarV6dYusr68vLy9XdgOtBwaDAZ16YR2xfqJvT2P+vJ6wy+WCgnRgwtF4whAvaWpqYiu5gwVia5D8QFlZ2SDmBr0kqSktjC5NNHN8S8DJB0bJK2Su8/LyamtrB0BquyfA3kk7LnUjhNOC9J1AIMAGfOWVVx47dow/Vyg4YE+DnaVmsxmdrsGUIJo0BnCw7ntvoVQq0V2gX9nRbrc7NTVVKpXCNQqg7oj8qI8++ogoSYmJiXK5XCqVcoy6VXx8/Pfff2+1Wp1OJ55Y+PnnFckjls4777yzatUqfCs1NRWBFY7jYmJibrvtNrRlChaKiorwrOKK7rjjDqPRGMTj9zfYIcVaX1dXR1bUnDlzsrKyWM5VGGGEcVECc7y9vf3QoUNgP9KajLTwTTfdpFAo3B5BWva7ML59m0EiSTXoHLSLD12mpNavX4+lGz4eSpBiYmKovCV04GVCOByOqqoqPGZDhw7led5sNj/xxBPEQaCMiN1up6RcAL/L+o2XXHIJmSK//vorEiHU8WjixInY1nvFjgZEIhHxos/r76AjLGx1pVL5yiuvjB07ViAQREREbN26NScnJz09Xa1Wk1QKC3aisWNbW1uLqmC9Xi+RSBBQSEhIuPLKK/fv3+9fMQt/zcnJKSsrY8nkeOQ6OjoOHDhAMYJLL72UiCGhoJDXZc7cj39u7watra1tbW0dHR3gx3mF9ryOxi6G/jxhHMVsNhcWFvZKuYsFONUlJSXgZ/bT2kptyiwWC6reBwu5Hnjx1ymHSZ+kCm+2nJgANnxWVpZGoyktLSUN6kEEG1wxmUyffPIJJhXlCdk9mOO4xx57LC0tDd/FyQflEuBal5WVabVaEo4mNelBvPW9gk6nA3m1/5Yhq9V68uRJBCzGjx8vEokCPlRJScmf//xn3NZLLrlk8+bNPM+/8MILUGHBnjRjxgyj0dhlxNd/WpKYQmz1RFlZ2bJly9j+1T///HMQ++X+8ssvRL0eO3bsunXrQraZcHew2+2U6oflmpSU9Nprr+Gitm/fzn5ycE4xjDDC6E/AWcrOzl6yZMnIkSPZXTghIeHFF19MTk4uKSlhO+GxYE1D9nW4pXD/gQbZbrdnZ2d//fXXkF+BcCPtdxzHDbp/0h0cDgfb3AQpkLfffht/OnLkCOepOXrkkUfQNZe+69VDsYdgHYdXX32V8zR9OHToEAp04eXqdLqpU6dS0rjnillyD7GWrHT/illyuRw/ilSzWCweM2YMrnr69OlSqVStVmu1WpTio3Tfy6+j1+QMd3R0wNUC3Voul48dO5YehieffPLgwYP+T0YulyPtQTEU9Ent7Oy02Wwqleqmm26igAvuApueDG71Wa/g9aj7+sABVzJTZ/Uuf4L+688TpiZgVVVV6OMagMUPF6W6urrLCw4WyPXv6OjIy8sbxNwgEZ4BlvNMKV9EB5DS9K0rBkCKgO6ZXC7Pz89vamoaxM0J05UVvqqqqlq1ahW1U8LCRMpJeP+uu+7Kzc3lg1SQQM80zgGS91itSENrsO57b2E0GjGYXmVawQJtNq+++uqwYcOioqKox2+vgOjV2rVrKT3LcVxSUlJnZ6dXJ63333+fVna6NBzkvPEvqpZhn5Pq6uqlS5ci1BIdHX3ttddqtdoALqE7pKeng7Fy9OhRrxMOfVAiHSNGJcEVFRWghyUlJfE90+4OI4wwLlw0NjaSYi0JRCcmJp45cwY7Ndtmie+qEpgySPR+eMXoP9hsNpgxGo3m9ttvJ9cX8Qv6b2xs7GCfaddwOBzgfDmdTlwITjgrK4vMM7IJ586dS9/i+2z/g5gtFotxfKFQePjwYYPBgKysWCzWaDTTpk3jet9FSe4Ru4UBn5OT47+LEoqE4bLqdLqcnByEAyIiIvbu3YvyPZD+ugtDU16QYgrNzc1gccP4z8nJeemllyhez3Hcrl27ujsf9HCSy+VisVitVuOnAZrLNpvtySefpFvjNbCDG3Yh19dLq4+oBF1+2Bdgsvj3md1dUfTPw46ms6mvr4cSGoVM8BDgWUE0gtpeEckez0plZWW/Lqxuhlbe0dFRUFAAJxNPBtxR1Oj6qbQOQdCZw80rKSmh++cb3ui/4fWP999/H1OL2NG0lENVKyEhAQJaJpPJ7XZjDcWFkDUfwPl3dnaazeaamhqDwUAhNHal820phqSxSqVCI+JsT7f0YMGL9I7j4/bh3JRKJc5HqVSazWa0IArq3egCNptt7ty58GAzMzN5pkUzz/M4Df5cJ5CWRTq9mTNnUoBj3rx5PM9DH5J845SUlOC6kQhPHjhwYPz48fRcSSSSIP5Er9DbR9R9rvADuDpisTgzM/P48eMoD6M9kuRevX4lgBit3W5fu3Yt5uAXX3xBM45n7ia0Int75DDCCKO/QYszLQVEceR9yDVKpfLrr79m919keyZPntzb38WOTFUt7E+z20HoSOyEONj7RVlQl8uFqERxcTFUIVk+HRvLiI2NDdn+9hS7RwOeBx98MDY2Fm0IwbR3OByk1jZ79mye592eiui++MPk7cDRjYiI4Hm+tbWV9HeQC5k6dSpIahzHocYQNGaJRBJE+x9HRhthiURCoaiJEyceP35coVAUFhbynuiSf/cHI+Zyudrb23EV8NuVSuWOHTuQxYXvmpSUBJMVDrNIJIJQFmzOkydP6nQ6ZIPy8/Pp+PTrHR0dmzdvprVizpw5uI/hSc330BPu7Oxsb28vLy/X6/W4E16yvQii0JvkGCgUiqKiIraJUz+BppbVai0pKcFJUoyHFM8vLEUlFMGC8Ytaa/TO5gfV9fXFO++8gw0YwnToSYMAJ3XWEYvF/LkK0th0zWZzX6IkTqezra2toqJCp9NlZWUh7IeVEcNIrinbzorVWA/W/WIlrOl35XI53snJyUEQUS6Xo7Oc1Wr1LZsP4m1ld+L9+/fj7rzxxhtHjhwh6SniA5MPxobl6OsSiQS9AVAQ/uSTT4rF4vHjx1PI44UXXmhoaAjWmbOwWCzbtm1DwbBQKPzb3/7WH78SAFiOE/s+yEhsEgbhnv37969cuRLDNWLEiLfeeuvgwYP4iq+iPk2TwKZGc3MzglACgeC3337jPUVKDoeD9YGpoiSMMMIIQUBhgVYD0ofHn0Qi0V133cV56Fe0/77wwgslJSV9+V1KreCHWFGfvhz2Pwq0zLLxR7zYtm3biy++SJkDjuNWrVoVExND7wwbNmzp0qWs0FTogK4LD4PZbH766ac5jluyZElZWRnvuV4U6QgEgsTExFOnTtHXcUUD4AmDaq5Wq/V6PTVt8Z8T7hU0Go1IJEpNTdXr9fv27YNktFAo/OSTT/R6fWVlZW9ZZp2dnfX19XK5HD2ZpFKpVqvVaDRvvPEG7K6EhIRNmzbhGg0GA6SIkYNUqVSnT59ev379r7/+KhKJVCpVUVERelwRzw4jX1JS8sc//hFpqmuuuUatVtO9uOCqw4KLHnnCvIfx2NTUpPA0y2WdCjhscELknmSmSqXS6/UdHR3sStp/iykxM6urq8FtwPnAP4FbHhjBe1AAKXAMLJTxsrOz9Xp9qEnguN1uk8m0atUqaiyMJCHcJCrYmDFjxpEjR/AVqo/lPXTrAOoY2SWms7OzpaWluLhYo9F7/UF3AAAgAElEQVTIPa20Ef5gM8AUtWELs4N1v0i93UvES86QI9AarqKiwmq1elXa8D6NxfsIHApJRegkcxyHlvRLly4FdRZ/goOE/8L2ojNB9emWLVtwT+Pi4oRCoUajSU5O5jhu6NChCGlDjgsfDtb58x6br6ys7MYbb6S8RxCPHwDcTMs7Ws3cbrfVam1ra2tsbEQj+Ly8PK1WW19fj9Dsnj17wJtiUzexsbGHDh1CVAKbEOsJB1wRjQN+/PHHERERkZGRM2bMIOI0XQJehOsAwwgjBOHlO9F/aZWw2Ww6nQ5FEJT+gvV/880390X5D0sZ/WJfJI7+w8HqRLJKy+DQ4a4lJCS89dZbKpXq8OHDHMdFRUUhlfrUU09RL5xQA84KT6bJZHr00UdhGOzZs6e9vR1MPZfLJRKJRo8ejSdz0qRJCoWC93AKWL5Dr9ArTzg2NjYiIgI9lkizNljGnlwuT0lJkclker0+LS3tn//8J9m6e/bsUSgUVVVVKNj0Jdx5gf1Ta2urWCxG62C1Wp2WliaXy99//314whzHTZgwIT8/H8ltiUSiVCp1Oh1M2auuuorjuHHjxk2dOnXdunUKhYIlSLP0w88++wzGuUAg2LlzJzkUsEgDuC8XB87jCXs9sp2dnVVVVYWFhRBMg91PLrHcwwiVy+V6vb66uro7IyyIa6uvCBvY9nImL0cV8OfVjgsdICcMei1bMNzW1sbSpYI7mAEAJ9PW1rZ69epHHnnk8ssvh49EzJ+YmBisEVdddZVMJmMrAYgdHcAM9O2ubLPZ2tvb8/PzIZBArZvhgnp1eO6PnDB0zsA7QMAIri+Vhcvl8vz8fNCEfCsZgp6jY6lu999/P0vBQgkNTsArDAEyD6mj1dXVLV++PCEhAZv0rbfempmZyVYIjxgxgtIUQTx5QkdHxwcffLB48eIFCxZMnz69P36i52BjeXiSHQ5HS0tLaWmpTqdjQ4HQzJBKpcuXL8fGEx8fv3PnTqvV6na733jjDYzhl19+iWhFEO8+7vi2bduio6OHDh26atUqL1ZOKGhFhhFGGH5AhilMaqzSNputtrY2JSUFq3FcXBx8qpiYmIkTJ6JHKN83kwDKpnjNrkjhFaO36OzsxNrudDobGhrEYvGbb76JJEFMTMztt9+OpoMKhYKl1CUmJh44cKDvvQ/7CdS3D3YCnsNPP/0Up8oGcFetWjVs2DCYf6tXr+aZZFVgPx0AO/rLL788efIkGHlgMgfL3tPpdDDRt2zZAi1rjuNWrFghkUiKiorIAT5vI0lETPB5i8WSlpaGNsLZ2dmZmZk5OTnvvvuuUCikKwKEQiFbP0w2Nv5duXKlRqNhiSEkJmKz2TIyMmJiYgQCwZAhQ7xIdkFUJL3gcH5P2HcFtFgsNTU1+fn5Wq0Wxh9IyLm5uTqdLj8/v6ysjA1I8Ocuo8G1+OlQ9MJisZSWlpIIs9wTE7qwuux41e7LPf58XV2dF8Nk0Ev+qBuQxWLZsWMHnGHWE6Z23lOmTNmxYwfk02jWUUu9AIBKFdY5cblcLS0tRUVFKMpFBCEzM9OrfD3o7ACvmAuliBEnUigUIEW3trZ26TFSsjHgofAFu679/vvvaLCBJTUyMnLJkiXUl4jWYt92GqQQznHc6NGj09LSsJ0jTjl06NB33323/xS/aAsJBZ6Y12II4ZCioiJomCNMS09Cbm7uiRMntm7dSlGDGTNmgKdQXl5eXl5Os+PUqVNBDCJQHFqv11999dXIQkM2HG0G2Av5T975wggjlIEVz6vhSlFREYRzaUuF+ZucnKzRaPoo/UqON+8R9eCZ+KbT6aTjh7XozwuQ3bDAlpeXL1u2DOkBuI4vv/xycXGxzWZTq9UTJkzgPEy6+++/Pycnpy+coAEAWVxmsxmhcERaHQ4Hrhob0IEDB6h+6g9/+ANLuQ8MvfKEwTY/deqUXq9Xq9VisRgyVMGy96RSaVpaWnl5OVpGxcbGjhs37rfffmtpaaEp08OyAiLTtbW1Qctmz549K1asWL169ccffzx79myMIeoNo6KiBAIBucEJCQnsUgCsWbMGTFIK1uOHMH8LCgqWLVuGTw4dOlShULS1tVmt1kH3IwYXgXjCvOehb21tbWxsrK2traqqqqysrK+vR9TBS5HFy/X1zeb1Bb5dkp1OZ3Nzs1qtlsvllKAjZzhYM6G/AV43eObIZiOrWVpa6sVZGlwngX6d5tuWLVs4RgKRZiy9vv/++6ngGYyvwNZ9+GxE6GXft1gszc3NtbW1paWlBoMBFAYiRWczDZ+DeMu8SuWxNKOWo6CgoL6+niUhd3k5QYy741DI1uL1888/T8VI2JxSUlKIgIdPkvmFgzQ0NLz11ltCoRDu3CuvvOJyudjw5GuvvUaJfa/WbUEBDDKHw4FMxSCyd3zd4JaWlpqaGuICoAQDuzJiWF9++SXsGwiKbNu2DXVKoGn9/e9/hzhKfHz8gQMH2CP3ne6B6BL1dbz77rvxPtUCsY9HGGGEESKA60s7BWYoaljWrVuXmJhIIWZsqdnZ2WfOnGFLHgJrgETOLbsmgNPHSu6FfeCeA25haWnp9OnTOaZSbMqUKYhBS6XS22+/nfbTa665hu106EWoDBGAL+ZyufBUnD59GjKcvMcBJk7B999/TxlLjvv/jkZfPPze5oQFAoFMJsvLy8vKykpLS8vOzkb1XFCgUqkw9QQCAeZjcnKySqWCLepwOEgB57weJo1Je3t7VVVVWlpaYmJidHR0bGwseblCoVAoFJL4Dl5ceeWVK1euTE5O3rlzJ0xuXPj7778PAWrYZvDI2F/88ccfMT5CofCnn36i90OQgzBg6NYT7s4uZ+sf6JNdHgEaLfy5rq87qMWQXf46LOby8nIQGLI9PbKze9AsO3SA8BWdP7lY+fn5JEhIdySI49lbeM0xl8ulUqluu+02LzoH/kuTGa9TU1P5QPvLQV3d91nyKr51OBzt7e0NDQ2FhYVGo1GtVrNd44L4PNBtksvlODjq5IuKimpqatrb21kbYgBuGWYcuPQYpa+//ppuypgxY9avX9+dsCE+b7FYjhw5QinNIUOGHD58GN0CEN4eNWrUgQMHOjs76dKC2I+Otj0+NIh5bMbe7Xa3tbWVlJSgtxzuu1KpRCAWXACRSPT8889j6OLi4v7+97+XlpaCri8Wi41Go1gsfuONNzCS//jHP2pra3FwYkX2MTLS2tpqs9nIYibZbTbz859cFxRGGCEIOL1ezc8+++wzzgcTJ07U6/U804KOD0ZlL1oVnj59+tixY//+9785jhs5cuTLL7989OjR7OxshLD/w8V1egKbzSYSif71r39hA4XoY2Ji4uLFi00mE5Q+t27dShtEdHT0mTNneE9UOmRzwnDz2K0QD5tvRmTTpk1wzyDfiDf7Yvz3yhNGN2N4v6BiZQe1y6ZUKn399deJ/3jjjTeqVCoKXnjt3f7nI5tDbm5uTklJue6661jLmbWl77vvvg8//BCGhEwmy8/P12g0aCuFjw0ZMmT9+vVIwDQ2NiI/QYYZlE1//fVXtLDmOO7qq69ubGwMuHj7okG3nrBvLRlrm9JnfL3iLl1Tdub0XxaePXhra2tRUREMU9ZXCdZM6G94FTmTELHBYMBaEyKeMM/zkEHmGS+UYlSkYYu4IMcofHAc95e//CVgXXGvhea8PcQsFktTU1NpaalWq832NACjBkt9B1GvwceGvBkl8Plzt5CBWXTYCJ/Vav3ll184Jjn/ww8/8D4Tlk0ImEymbdu24Su4a59//jnxagQCwaxZs/DJoPO6eWa1oasY3HQEe41Op7O+vl6j0SDSTE9RNtM8fPv27WzpjlAopLL/3NxckLXee+89mgsymcy3qVhgzwmxoDs7O0nHbtmyZchRsG3MwggjjJAFDOuOjg54U0OGDImKikIoGRwT/lz2Mn0xgNUY7CostqdPnx4zZgy7U6MWJj4+fsOGDcG5tosdbrebarnJ8vnuu+/YRpikm4UPiMViSqgGpftufwAeL55MKmamzZEViEpOTqbMR0xMTN+vqLeeMMdx2I4hQIXNN1j2nlQqhTOJPinff/898vwss52U0s5ropNtU1dXV1RUhBAJZbbxeOA5AQENIXjQ0MRisVwuj4yMhKVx5513SiQSrVYrEolYzjNbhOhwOGbOnBkVFYWv0JsB35qLAD3Vjr4Q0djYqFarUaupVCqJb8wWD4cs0NcbPhXxLeVyudFoxLyi2RWahKU1a9ZwHBcVFUV0XNoSMMnx/nvvvScWi9FttbtDsc4kXgQck4Zn1dTUVFxcrFQq8WyANU3+DNYaLw+HPtbd/cJaLBKJoM4lk8k0Gs0A9A/zD68l+IEHHqC1dffu3W6PggWblmdpcj/99BN2MrYWhSykRx55BDui1WrtS3eEXsErlEbiXjyTyqY/BfF32ZE0m81oY+BnDfnuu+8oZMB5VFI4jtuxYwdaEebk5Hz88cfseLa1tVGsxMtu6EmsB2B1SpuamubOnYuf8Goe2CUXIIwwwhgwQDyPZ6Y51i5ErJDG0ev1iYmJlO3BlnrLLbd8+umnHR0dfdn6cXy2j0NTU1NKSgo6M1EfRK+UFJCamiqTyaqqqnAoh8OBo6EtKl0LDhua9klv4cdPYMt2cAeLiopuv/128l6GDh06Z86cAwcO0FCUl5eD6I4YR0REREpKCklpXtA+CT3MOp0OzRdZd4stwgrgsHiiOA/jGk1D4ACDiPfBBx/Q4xoVFQWSMMw21qLrFbRaLXr2kl0nkUiSk5OR5+c47uqrr/71118DLjVyMwX5DofDaDTK5XKJRLJ8+fIXX3wxNTV11qxZZIYpFAq1Wk0tObOzsysqKlCQiPVhypQpOG2pVOrHTn7sscdoOvPnPsP/mbiYPWG73d7Y2FhQUEBdiNBQxyvXGpqa0qSYhdOjiFdxcbFXnCk0182Ojo49e/bMnDkzOjoaSUXaWWkGxsbG4k2JREJZZSquYD0cdh0MDOx3QZmuq6urqKiQM6LiUqlUKpXK5XKobRHkTA1wd/cLCzF4OAqFQiKRGAyGQa+7wNBZrVaTydTS0vL8888jABEfH7906VJIl7HkOnphMplqamqefPJJrL8k74QcI+7a/v37+UEqU2dbPfGMK460KjU3DqIRRsl8h8NRV1eHil8/nvCOHTvwtFM5AMZt6dKlOTk5BQUFZ86cWbFiBd6PiYmJiYk5e/ZsY2Mj7GAvh59aN/n+yc/Z8jwvk8n+53/+Jyoq6rrrrisqKuJDRl8gjDDC4D3JWPovu5sXFha+8MILUBOgTiqvvvpqRUVFXyr8Sc3UZrOR7P/+/fs/+ugjrPPsz9HChcZv+C98m3Xr1u3fv99XqMVkMrELb2jaJwEDRX++ZGDKqG/ZsuXpp5+mqqJLLrlk7969JKLhdrtzcnJeeeWVqKgosoUOHjxIKTvSSKPqwgsFTqezo6MDZeoOh+PUqVPs80O2UGD1zzQUNTU1l1xyCYaO53k/nnBMTAwUZ5GlCIwajUyyWq1OT0+Xy+W5ublnz57V6XTz5s0jh/yjjz5qbm7GVQdwaawBZjabtVotMUCzs7P3798PrdNhw4ZFRETgHOhaRCJRenr6ggULOI+Y1n333adSqRAC8LNKPPzwwxzHRUdHx8TEVFZW8v/xHSUuZk8YMJlMpaWlKHCXM/Wc1FMHNX4BTJJ+BWavXC5H/SHeVCqVNTU1uC5ai0M2lmO323ft2gUOSUJCQnR0NGr62WphzqP/cfToUXzLj+BHX2x3Xz0nSPZVV1cbjcasrCyRSATuAEbbS/hKfr4uXHChc3Nz8fWsrCxSZg4dZGVlseL7EonES77O7WnX4XK55HK5QCCgTD5FQLEBjB07tq6ujuf5pqYm+u4AXAK72eCednR07N+//8EHH5w7d+7jjz/e2NiIv9pstiB6whSLaW9vLygoOC+1PikpiSRSoqKiYBhFRkZ+8MEHpN6xdu1aoVBIhQN//etfc3Jyqqqq8Pzb7XYSPPOqUvYzEfBhp9NJBgfkMTiO27dvH7THIHkSDgOHEcZgwWvqdXZ2WiwWqt7Pysp69NFHb731VkQeiSc5Z84cjUbD87zFYmHZHz0HyTq43W4sLxKJZOnSpcT6EQgEULuMi4tbtWpVenr6jBkz9u/fP23aNPh15AnHxMSMGjVq+vTp//rXv+j4lIYCWwfL0UUTdOtSt8LNdFt44403YmJiYN6MHj16xYoVx48fp4+hAnzGjBkYatqL2aOx6/xAXFKQQFEVKkndsGFDXFwcWXp0XYEpa7o9HR83bNiAA/7pT3+yWCx+POHIyEj0eUXNGj7TWzscdp1arYbjAJJpRkbGpEmTkPC/9tprdTod35WCUg/BLgXNzc3wTZBTEYlEq1atwnzE08LSGHNyclQqlUQiAY8DE3PixIkymSw9PR2B7+4wc+ZMmshbtmyx2+0XzSQNDBe/J8zzvMvlampqysvLA38VYR7kh+We5HCoAW6YQqGA+Dssb5VKxcYOvV6EFEDycblc//znP9ldluO4TZs2LVy4EHEsTG8sXuvXrzcajTxDoUHRhZcPEFjsqrtvud3uhoYGnU5How0GAQJvXs2H/aykWHAhzJCVlaXVasklGxSQ7+QVp6TQg0AgOH36NM/zdrudbhbCEHiiVq9ezRph9913H7zikSNHcp6EMKwcl8sFA2gANm+Kl/NMynfHjh30jD344IMlJSVB1O5i4Xa7m5qaVCoVinP8LB3bt2+fMGGCl4J6ZGTkCy+8kJ+fL5fLc3NzU1NTp0yZQlNj2rRpqampCoUiLy8PvHpfYRJ2EPwPEe+RKvzpp59w/M2bN7NFaOc9ThhhhNFP6C4V7HK5tFotlfdHRESAqDxt2jSI3vVxu8fearFYIPuXnJw8atQoNiQdERExf/78J598ksi6iKmBW7R9+/alS5dyTK0TssfR0dHr1q2jK0JusC/nGYLwChlTRBKL6vr16zEgCHpOmTLlvffewzYEFTS3211ZWTlx4kS4H7GxsREREV9//TXP8y0tLdhJ2QX5wvKE6cxxpV988QVMOzxUd955J/2VD4irhaF2OByLFy/mOG7UqFHJycl89znh+Pj4qKgoEImhzRGYJyyXy+F5Go1GGOFisfiVV16Ji4uDybFmzRpqbBHYLWNnSm1tLXxgeOB5eXmZmZkPPPAAZtktt9yCvB3sTBQMq9VqRKmioqKGDBkydepUlG6RBmeXgPkNLF68GAtCACd/0eBi9oQ7PX26gJaWlpKSEqTsqDQUqVc/9Z+DBbhhmMPZ2dkoVGAJt6EfOyR3ZeXKlaxLEBkZefDgwc7Ozn/9618cU5IkEAgSExOzs7PxdSKNBHGHcDOAr4iD22y2+vp6o9GI9YX8XrZUWCaTYXnqEsQ4kEgkCoWisrJycKnR5NBSBgDOKtlYQ4cOffXVV3lGbpQtdnI6naNHj6b6tMsuu2zChAkUbY2Ojlar1e3t7W1tbeyPDgCbqztPmHU4t27dChOkP6yxurq6nJwcPAl+PGGVSvXWW2+xPQBBjhAKhStXrty3b59Op/vpp5+uv/56zkOymjt3rlgsFolEUqlUqVQ2NjYGRiRjk8adnZ07duyAnMZTTz0FHlQYYYQx6KAEI0nlofsjKkg5T5VpbGzs1q1bZTIZPkNqCF5rb69gtVoLCwuXLVsGNxi7s1AofOWVV7Zv3857VnKsnzg9WlJaWlqSkpKWLl16ySWXsPoRsbGxSUlJpFHPM8vvoFcJBQXU385ms9EVYaCSkpJGjx6NpR5r/tmzZ9nR43n+yJEjL7zwAvlpHMfdc889KSkpdJygRPwHF4j+NzY2/ulPf6I8x7Bhw3799Vc+SOYBaL0CgUAul7e0tPjJCXMch21aJBKhsDaApJdarUaSQy6XIx/74YcfEo1r3LhxJSUlvKe2PzCwOjjV1dVSqRRpYa1WK5PJ9u/ff8UVVyD2tGXLFrmHnKhUKsVisUQikcvlkydP5jx5psmTJ8O7IfZol1iyZAnnaaT00EMPBXzyFw0ufk/YK5LX0NBQUFCQlZWVkZFBz1wIpoXhCeP0oPKl1+urq6t72K170IF8FLaB5ubmN998kzYJ7Jpz585tbGx85513iHaL8OG4ceOeeeYZUDtYT6CfPH/WWWpra4OSFhrhsPrSOR50d79IvRDdg3HmIZWux8kgdA3TJz4+Hn9iww00zhzTAjEmJgbZCXxxxYoVJpOJKrrZrsX9je7Y0VSXxXHcXXfdlZ+fzwfVM6dhKS8v9xKL7hJarXb37t3XX389Vdxho8IUuPfeezdu3Hj33XfT+5dddtnGjRu1Wm1WVpZarRaLxVKpVKfTtba2svHa82Zx8TyzTd2//fZbnMCIESNOnTpF1OuLL2kTRhgXHMin0mg0zz///Pjx42H10rrx1VdfUb0f4pWsPkJvfw4MoE2bNiUmJrJ+bHx8/O+//15WVsaelclkYp1YNgpZVVV14sQJzlM1ExkZGR8fHxERMW3atLS0NOz7FKkMqX0wYFAGmMbEbDbv2bNn0aJFpP88bNiw9PR0mUyGuDPduB9//PHqq6+m9Z/juLFjx6ITr+++eSEOFyuYDDYZx3EohXv77bf5YOjagEaxYMECGIpqtdrhcPjxhK+66iowQNPT06H8EkDGS6lUikSiwsLCU6dO6XS6nJwcyIANHz78qquu+uWXX3BufeGgsWFr5IShCK1SqU6ePLlq1SoS3dyxYwe8XGSDka1RKpXTpk0j7eilS5eePXtWKpWieK07PProozhmbGzszJkz+f940ayL1hNGRI3KVFhTknqBUrfeEFTMymGAx72qqgrWrW+wMJS9Ymyfzc3NixYtioiIIFZVQkIC6is6OzunTJnCOskcxw0ZMuTNN98Ui8UDoCTBFjI5nc66urr8/HyVSkXq/CDV+K8TRp5QrVZXVFRAPoEfbPYpy+Cik8nOzoZni2rtnJwcr29hC8/IyIDTS3s84Yorrjh48GCXt2DAnkNfxaxZs2bBdUe8dtOmTcH9RSrhy8vLQ5DYf/gsPT29srJSoVBkZmauWbMGHQJhGbCOMTXS2Lx5c15enl6vpymfmZmpVquNRmNNTQ3ZlGzBcHcj43XO33//Pd27s2fP0p9CedEII4yLG8T2xISVy+XI0nCMqKRAIJBIJF0SQ9B6NIDfdTqdr732Go6PFf7SSy+dOXMmbQQ2mw0JLtp5nU4nMS2hCmG1Wklqy2KxPPHEEzfddBPnSXUmJCTcdddd6HVssVjY9i0XAWjZzMvLQ79lwn333ZeVlcUaKvjk2rVrkTGG8TN8+PDffvvNi+nGB0kZdLCAM29paXn77bdBNIBFt2jRIhCR8AGESALeejo7O+fPn48jS6VSvnt2dEJCwsqVK/V6vU6nUyqVarU6NzfXD6evO4AkaDAYMjIy9Hr9t99+Gxsbi1z3ihUrKOEPBMD6pronmGpNTU3IzOXk5OTl5YnF4ieeeILK8r/55hsI2chkMpBbs7Oz1Wr1fffdFxERIRAIoqOjjxw5YjQajUZjR0eHnwcJTSWAWbNmIXEV9oQvQvh6jKQVwfO83W6vqamhHktQgg0pIP1IeUi9Xk91O16Jbj4kl07EnjHgcK4OHjxIcw9LyQ033KBWqy0WS1lZ2fbt26lmkhWu7O/uAliA2CHFO6WlpQUFBRqNBksh+ir5zwmLxeK8vDwkS0PhjiAxiNc0ESQSCQYW28ljjz1Gqzl5WZ2dnSgjEQqFRGvHLh4fH09xUJPJxBaG8QPyHHbXRem3337DeRJz6dChQ0F8YHClFotFpVKJRCJsvX6eB/TiSktLgx7bypUro6OjsUljSFkS1/z5848ePZqdnX327FmVSpWeno7AikwmE4lEBQUFrA5NTzIGLFkLnjB+VCKRuJm+1hdi8iGMMC4CsFOvurr65ZdfxiSlZWH48OE///wz5imcYVoEaFkLYH07c+YMCmTw7/Dhw5OSkvAn1lgiRjQJWLa3t1O7F7xDa5Hb7c7NzZ04cSLHqEDt3r27LwLXIQtcstls9nKDb7vtNqlUyqZGeZ7v7Ozct28ftiTElCMjIw8dOsRm2ul1ELtFDjygtYl6N4JQKDx27BjPUMQDNo1oTODCxcbGZmZmulwuPznhXbt2SaVSaL5AZCcATxi80dTUVK1Wm56ePnv2bNzEyMjI2tpaEnwOeNy8RD1aW1sp2SsSiX788UdMqLi4uGnTpiHZiwaruGTU4k2dOpUC6zqdDr08Ozo6/EQc5syZQ8bSo48++p/sAwMh6gkjZeGlOkh3C94ga+WzkZUeFqWAWVFcXAyJNi8SLEkl5fhAHlSRLZi8EPGCxp1cLkehP2kvVVdXozvfwKRxaDAhM0vv92qlhhvMtj6ur69PTk4mRhY8sRtvvBFimC6XKy8vD7sF/oQAs1AonD9/PgSEYN8PjPlOCVWLxdLY2FhcXIzm7F3ewZycHKSCQ7/tgUgkYkuVZs+ezVLv8MJsNj/yyCMc00YY4UZs5+e1b+iZ8SpUxn9JIpUPdg5ZoVDccMMNY8aMwRIPzg+1z6Xf8h/7pKg8JYF5jyXqdrsbGxuhqUbtGbqb15jRqBuXy+USiWTbtm2vvvoq6UjjLowZM+bzzz8/ceKEnyVCJBLl5eWx/Cv/xgQEohGK4nm+oqIiMTERm/eRI0fwGa9gdhhhhNF/gMWCVYj2COyezc3N999/P8eUoowZM+bYsWNZWVmY8n3Z9+mLtGhPmjSJlqDo6OhNmzZ5yakEcHCe510ul1qt/uqrr8gLuv7668vKyrBlh/62SMCyTzsUrbq4BAouv/XWW9HR0eT2x8fHswXSVDG0d+9e7EdAREREcnJyfX0979lZnE4nLdQXCohGy0pyOp3ONWvW0IBERkZGR0dv3rw5iL+LPQt1whzHicVil8vV2NgokUh0Ol1KSkp2dvZHH0mwsYcAACAASURBVH1EJ/Dtt9+ynS/9ZzL82OfgV+fm5n7yySfUA2Lo0KG4j9T+kw/UnqHKf/wXdZHI0qFRMKLYy5cv12g0iLBnZWVpNBqpVIqg/L333os+ZxzHIWeTl5dHB4TBQz1BcLYLFy7EkYVC4QMPPDCQnjDp4OKUQmRxCEVPmF2+MViUwfBqsQOHuVeFFuyi43A42traamtry8rKuuyao1QqwZKVexTkkAgKrDVZlwAXAr+YlZWFIniZTCYWixUKRWFhYUNDQz8J4fYclCrsFXuHxPTodtTX13/zzTdCoRDqQcOHD0f6F39FH8Ljx4+DXRMREYF1Jz4+/rPPPiPbfeDZVtjYWlpa6uvrtVqtRqNRqVQqlUqn0xUWFlZUVNTW1ppMJnZKh7LcxVdffQX9Z47jRowY8f3339tsNlK5tNvtv/76K4KFVE4sFAqxyR07dsz/dWEQvBL4vo8NQhtBBJbXtWvXkk0ZFRW1e/dunufb29vZPfu8kRRyleEAt7a2Dh8+/K233jKbzbW1tbm5uWKxGI6unxgzVK8Qz1IqlUajMTc39/Tp0wjiymSy/Px8qVR69uzZwsJCP8dBb2q1Wl1VVcWmZfycP40z+qzYbDYiXt50001EdAy4/2EYYYTRc3iF5t2MfntxcfGdd95JnlJkZOQDDzzw22+/8Z7FJ+CIFexgKvfFoc6ePUvBzVGjRkG4OLBCCSySbLGGyWQiua+oqKiRI0d++OGHgZ18KMDt6TLFn+seK5XKZ5555sorr8QwxsTEXH/99aCCU90W/v3888/xGZRSjx079sCBA3Cf6GgXXHGmyWQi2TDecxVNTU3Nzc033HADOfwCgWD+/PlarTboJzBv3jwEkcFvMpvNqCSCuf7mm2+SsxoUTxiyHXq9XiKRPP744/jpW2655YcffuAZfkTAOynJsAGY9Tk5OQh/HzhwAEMaGxu7efNmxN8hZIPrBVP6zjvvhM0THR0tlUr1en1lZSVM0C7j/jabDf2QgY0bN0L+OsBb0kv4ip4EsdtlwAhFT9irspHn+ZaWFpYWSG6Gl2nLVtN1d3DfP2H9qq2tLS0thVybSCSCVrNarWY9ZLlcjgcxiGxqVCkj8oSDA0ajsbq6elB8YMStqcqa98n99jYry8YvNBoNJAeIxCIUCmmHwA8lJyePHTsWf506derGjRvRZoAqpgZg5nRJ40H4HI1eTSYTIjW+KwjGrcsYzaDDZrPt3r0b9hCcW/TgxcXiNu3atQt54Pj4eFaJ6uWXX/Yvw8B7ljky/liaLhvVAoJuBDQ2NqINPSpyly1bptfrexVxZ28oTv7YsWO4fJVKBa81PT0d/q0fbkhmZqZcLgeRCWwl1JkjkyyRSLRaLaQKdDpdenp6d8dBYhmOd1FRESaIn3FzOBwdHR1soLqzs3PmzJkCgQBUC/pkmBodRhj9DVp8KC5MfKv6+vrHHnuM81BvhELhTTfdlJGRgc+z3lcf10msxn/5y1/gksXGxo4YMWLs2LEGg6HnHLruwEpRuFyurVu3Dh06lEpp3Of2Qr8gQH0HKAFDO8KBAwcgMkRpz3nz5kHuhPVpnU7n77//zjGi3AsXLqQ7y59rEV2IQICGSA319fULFy4UCARQ1uQ4Lj09Pbi0I9wUm81GBa4ikYjn+fb2dq1WK5FIDAbD4cOH77nnHvRzDpYnLBKJwAL78MMPYVrExMQsX74cBfNkkQa8mSIlUFNTk5SU9NVXX+3YsWP37t0lJSWIs3/22Wccx40ZM2bKlCkZGRkwGPLz8+Eq5+bmqtXqjIwMNAf+4x//+Pjjj6MLI3titIaALNbZ2anVatG0AhxMjK3L5RoAu5pS0wG3X+4nhKInzPO8xWIhJ7CmpiYlJWXBggWzZs2aP3/+7Nmz58+fv2bNGlZJIigy/Q6Ho76+Pj8/H0kbarNEquVoSiYPKjsaalgQ4MnLy6upqamvr0cemPWjfGuD+w/Y29hfZ2sL6QP+055eKpc4f6z+KpWKO7daMjY29tSpU263G76H0+k8cODABx98sGnTppycHN+bOwAeJnXWxZV259mSb0wnFoLerxeKi4uxb0HNe+TIkYcOHeKZKO+6deuoXR7nqRAWCoW7d+/uCaGFVYlkI6Yffvjh/fff/9hjj82YMePJJ580GAzBfaRx/p9++impfMXHx0+fPh23Ek1HEObvSQQXR+vo6Jg3b15cXFxCQsLPP//c0tKi1WqxFMg9xfzdzWsKbCHOxeqQg2aP+nONRqPRaLo7DiJxRBKpqqrq+XZFyXBUfaMyEH9Ci8uAhjmMMMLoKYg7Sluhw+HANofCWjbUiNQiz1jYATcp5XnebrfTAltRUQGaLuk+PP300yRK38eAO1vFtm3bNo4Buf19Of5AAqlgdthpcI4ePYoak6ioqJiYmFGjRi1fvhxNCsxmM5IHbW1tKpVq4cKFRKqKjY2dMGFCfX09KlZYQ4hnaPODcrEBwO1px0gmosvlSklJSUhIoNzGqFGj8AAH3du3Wq2o24qLizt9+jTP83V1dRqNBvbz119/PW7cOKJXBIsdrdFo0tPTJ0yYQE/1xx9/XFZWZrPZyMmE4RdYYbzdbkc6PTIyEkbXnDlz7r777rvvvpsaqnEcd88990ydOnXatGlffPEFjIHs7GyRSKRWq5OSkiZPnrx+/frTp08bDIbq6mq2CxoBS5Ddbv/ll1+Ix84GxwfANSWv26sMYdARcp4wm83geX758uV//OMf6Z5RLQ3HcWB4osrU7XYjbdjDX4EvR34OuxJZrdaGhobi4mKYp9RXtofddHoLsChhGVdUVHg5wORzBm18zwdWTQcuBFGjXb3s69ulzDUe/czMTNxKtpFDVlYWz2QR2WpSKsH1EkwaeNjtdofDQe4xCAVsKayveG9IweFw2Gy2AwcOwA6DdxQfH69Wq3med7lcR48eHT58OOfpTY9bExUVNXfuXKxiZrPZz62nDRKV7TzPazSaDRs2cJ4U9OTJk+fMmTNz5kwy+4ICtmPHjz/++Ic//IGeK8iiUnuh894USE0QD2L69Ok4zrXXXpufn5+WlgaGMyKy3c1r0EnYCgu8ZptUY/+WSCQikai740AOBM4zVAMaGhr8nDz7+FHY4sEHH8RGO2TIEDY1EYLPZxhhXExg88DkAzc0NNx8883klHIcN3HiRIVCga+wfd35QAttSOEPR3j22WdhPlEvQ0QGA/bBKFJMl4mV5/fff0fkNCoqKjY2Ni0trS+/MvBgYxa0BSiVyi+//JKVOJk8eTKygl6fVKlU1BXykksu4TjulltugZPsex8vxIQ5NeGj0kWdTkdm+ciRI2NjY0+ePNmXZtf+ARrFjBkztFqt0+lsbm6m2iKpVLp8+fL4+HiBQBBETxi0TbrG2NjYL7/8kvqNOZ1OipUEsJ+6XC6r1frss8/edtttsJEEAkFERERsbCyrqTl9+vTp06cnJibefffdGzZskEgk4KWmp6fr9XqVSpWWlqZWqw0GA/ob84w+C0w+eswaGhpeffVVOvIDDzxgsVgGMizO0g/9G5MDiZDzhAHaDGDRRkREYPnGYoQqUyzrTzzxhC9jM7Ankl7DDm5sbKyuri4qKsrLy0PYibziIHrCMpkMRAiFQtHQ0MCeBoot2bjOACyaLHe/y2FkM8M9PCC+QvSh9vb23NxcCt3RbT1x4gR9C+UoTqeTCkqdTqeveObAoIdX6u5G1jjU4HK52tradu/ejdwpdu4FCxbwPO92u9PT0zkmdYB1meO4559/vrGx8bzRfaoTxrVXVlYuXbo0Li4OG8mll15K/Y3IVQ4KcGK0AaNVL7aTZ599FkwtnBtL2PYP8IWWLVsWERGBQWhtbVUoFNh6ZTJZWlpad/OayCOQuEB76qysLJ1Oh3wyWk9rNBpQprs7DgkT4FsymayoqOi84+Z2u+lONTY2PvXUU7TzLVu2DOPgpYcXRhhhBB3s3oGVx+12b9q0CVYNVuBLL73US8DZa4IHkFP12r6nTZvGMRg1alR3J9krsNlgOmfqc8Nx3F/+8hfqPH+hgC4Eu4bJZIL3xSI7O5s+gNAktjywb1glLbFYjKNRjodu8YXlAxPYYEFLS8vixYuxOeKqY2NjtVpt0C+NvM3Zs2cLhcINGzYgsmCxWEQiEfZWg8Hw8ccfIxATxDrh9PT0goICuvV33XWXRCKBw+nqc0dPDJTJZNq4ceOll16Kn8B4IkvBeST01Gq1SqWCaAiEo+EMIzNsNBplMpnBYIDBzM5oEm2BRZqamkrBmmHDhoEPOJCA0A9bcRkKnJFQ94Rxw0aMGIEq/Hnz5i1YsGDGjBlscn/16tVnzpzR6/U2m42tH+4VkB/2ysdiobfZbK2trTU1NYWFhVqtlsiNQQEMYplMptPpfIsAvR7oQaktsVgsbFdAV8/6+hIFiE6bZRGbzWar1QrNTI7jEhISoqOj4+Li0GseBjp9fVDmCZVJs8QBr9vhP1rf91WyP0C8O5vNRkKLAoFg4cKFeH/dunVDhgwhUwaYNGkSeU09r/+pr6//xz/+Qepc99xzT01NDR2hP1hhpO25evVq9vyTkpLMZjMsUf+eMKWO6YAPPfQQ5yExonoCOV6lUikWi/3soEgCYyeGNwv5KwhuIdjMbtV+lggcLTc3VyKRaDQaPxF3KIfx50Zbq6urwdaLiop64IEHWP2wMMIIo/9AihvEafr8888pawp7929/+xs+TBX+tHt2F4/uCeA84ICsL4f+TPgMmhL3xa4g1Vys55ClBc8zLi5u1qxZbDO/CwKs6VJZWfnBBx+wW8nll19+9OhR3qc1bmVl5b///W+BQEAaHJdccsnevXtZdQwiSPOMPzmQhW99Bx4qcA1kMhnoY+zgbN++HbsnSTMGBRirgoKCG264QSgUQrCqs7Ozo6MDTCuNRnP8+PEFCxbANQiWJwydDq1WS9d43333KZVKsOJZlrsXnbNXwHhWVFQ8++yzCxcunDlz5pIlS44fP15TU6PT6Q4fPpyXlyf3tHQCQVWhUGi1WpyeQqFIS0vTarUwDNDxhO9mXmdmZpKzHRUVJZPJyB4YyNDM2bNnoQ0UIuH40PWEsXpynqpu4IcffsDd+vHHHxcvXsy227njjju2bdsWQDgK3o67K/A+Aj+tra1VVVXFxcW9nVH+J5tcLi8uLqZfCdo49h60UgO1tbW///57UlJSAH19fZvleH03Ly/vr3/9K0sSu+uuuyCEwAYFKBw4iKEjeiQwPqEQoQgYCEPwPN/Z2ZmcnPzMM89wHLdv3z6e551OJ3Fy2GCTUqlkHUj/Ozdtlm+//Ta+HhMT89xzzyGMSoUiQb8o9r8OhwPnj3Lol156iehMvF9uBZ0YLUEPPvgg8eKOHz8uFotRtQtn2M+8hhuMhLBcLqfeS3K5HDs0ItmoJe7uIFQOhE9Ceau6utrPULBXR5VLdAmPPPKI15WGEUYY/Q2TydTQ0LB582bKWQkEAqFQuGLFCvoMG1plm9sFMFWxHtJui94zFN+ERgNbUdLb49Pp0d5HByFZ2sjIyIcffri3Rx5cOD2tkvH6448/xoYITpNQKPz555+9ZMwwjO+++y5tl1FRUW+99Ra5wbTb8l1R6i64dbixsZHneZvN9uijj3KenrTYag8fPowL7A/3xuVy/fTTT7gR3333Hca/oaEBHXSNRuOXX35JzkKwPGGpVIrjR0dHC4VCoVA4bty4PXv2FBUV8cz8ojBQby/KlxpAgm08z1ssltLS0qKiIrQXhvKIRCKhVBz0R1QqVXFxcZdWDWup4mnMzs5mgxcZGRk9URoOLn766ae4uLinnnpq165d+/fvDwWCdCh6wmzTnWuvvZZj2pkuWbKElqra2lqxWMx5FH3gUI0aNWrPnj34Oh5ThEkCnpldeshut7u6uhq1xDCLZTKZUqnU6XQ060CllnlAaltyRoYaeR4khAe+OVB3oNT6zz//PHv2bPBjBQLBww8/rNPpfN1Rr/nv30/2UhDRaDQgFEVFRWHLmTRpkkajCUx7wA/otL1k661WKxuUpXAaQJlhNjhyQYMi9HQtJSUlqB01m81r1qyheCFtKp9++imaANMk8jMOVqsVHzObzaztlZSUhPpqfKzT03GxO+CT5N+eN9zgtYibzeYNGzbg17F0ZGZmosbb61t4MKiohj/XGDKZTPn5+bRtzJ49G0qSmL9B1JDvLXD+bE91//fl66+/5jguNjZ20aJFdB8vUHpeGGGEGiiL2F1JkcVigcQrzBW4ECtXrkSEkQqIgnU+7KHIf0CVR1RUFJrf9sUC7m41drlcixcvpqLKp556KkRyPl5gKb7srkRv7t+/n5rPYQdZuXIlNkrwbtjd8J133oGgNNzC9957rzu7ccAvNEDg6miPZjXVMFwHDhzAk0wR8y1btmBU+8O37+zsLCkp+dOf/oQRRjVBZ2dnQ0MDioxycnKSkpIoEvHyyy+fOXMGrqNcLqf+Q73dZ5GGzcrKevPNN+lK33nnnZKSEi92ZD9tphD7rKqqysvLU6lUxDJTKBQajaawsLCqqsq/dMhDDz20ePHid999F/P9xhtvxPSMjIxcs2YNWCHnTW4ROxLWsteT7O6qDL5L4EHKzc0dPXo0BnPIkCEHDx6k2TRY7bVD0RNGcAXTaf/+/RCLQ04jJiYmOjp648aNbo/OMM/zu3fvxrBGR0dHRESAXo/UIkCf7HmJIHsyXQJ0iMbGRvReQt4mPT0deR4U2UNjFro4WR5knwv0K6uurmadsb6OYJ/R2dl5+vRpSD6QPwPXaMqUKWCGdPmtnhyc3BsEKQoLCxcsWICNBBAKhZMmTcrNzQ3W5QDU6w9Plxfv2qveqcut6wLayfyArsJ30Vm0aFFERARl6WNjY8eNG7djxw7WUOsh69tut19xxRUUoN2+fTvfmwHMysqqrKzsFa0OyzTt2U1NTcnJyXiu0OAB7Q0R0va6cEq8+BIZ7HY751EluOuuu3Q6HdGTMjIygu/j9gyYRD0v2pdIJDS/YmJiSOYtjDDCCC4oO4QpZrPZWlpabr/9dkotRkdHx8TErF27FkV9tA730/7yww8/wHyihT01NdXNSAkE/LtevRXwJvT5YmJiEhISzp49y4dwIQZtFmRwdnZ2VlRULFiwYMiQIZynlSDHcf/4xz/wV5PJxO4dVVVVy5cvp5JOjuOef/55iHJf0J4wz9hp9fX16enpsNaQSDh79iw2VspCHTx4kOjiRP8O4vU6HA6SWeU4bteuXfiJ9vZ2GNgqler777+nBPU777wjlUrhOkKWMrCSRqPRiO3+m2++oZzcmjVrDAYDLpZcuH4lBoJNabPZOjo62tvb29vbOzo6rFZrT+Q/MR/j4+O/+eYbnuepKAPBC75n09/3M+5u9N7c5+OwIOcnEokWL15M7HqtVoteuWwrsoFcN0LOE/ZS3OF5Pjs7m227Bxw7doz3VNHY7fbDhw+/9tpr8Ichk5OYmKhUKnkmGxyY5ed/RSN/uKSkRK1Ws92Vcs6Fwgd4X61WV1RUsFka34jLQIIeYpQTEKKjo2kffeaZZ+ippRNms6n+FwX6GFWcajSaZcuWCYXCiIgIrGUoBQmuse7lPHQHKnzynecX1k7WJdyMrJfVaiWustlsLikpufLKKylQFxUVtWjRooyMDBIg7XmMBnf2jTfegLgdx3HLli2rra1FRppmkJ97IRAIFixYgCIWhL2gsujnR8mUoVq7wsLC8ePH0+74X//1XxCsJpfebrfTfo+8N5mwlDy32WywijiOu+66686ePQuqklKp1Gq1wfNte4fKyspehcxKS0ufeOIJoVAI2yW4zR7DCCMMWtPIgMPKaTQaly1bRq1lOU82GG4wZZb6z+xLTk7Gr6MJEMdxKSkptBEEvKlh8fTa62Uy2a233kpmw4svvujuc8vi/gC2Erp22vT37t371FNPsZ7tsmXLDh8+zDOmES7H4XBotdpFixZhfxEIBEOGDHn//fd/+OGH7ozGC8t+gMfidDpPnToVGRkpEolo/125ciXnUa7lOO748eN43+12o1wWBnxwkzpnzpwhE/Tbb7/F02s2m5GFQosKJMM4jvvwww/R3AEZXYhcBsCOhkkvk8l+/PFH8sNnzpyZkZHR3Nw88NnLHqZeWajV6h07dnz55ZcVFRUofyOm3o8//sgzdniv7hdZyF7n4z9Twi4XVqv1t99+S0pKQgtlEhSk4wxk1WHIecIAhoOM1IqKivfeew8T77LLLouKioqPj9+xYwfZvk6ns6OjY+XKlTExMZRdvPbaax999FGeCVMF8OB2t6KxUhbgPjU3N9fW1hqNRrRfgjSOVCoFi5KIDTQb4R7X1NSwDmQo8BXdbrfFYpHJZAgrsDEIknpOTEz0ZbdarVavJljdgYauo6MDscbKykr09QEFZdKkSXl5ef1wcTyx0ImgS2U/bh+Kqdc8D4W700fQxbIscdy1tWvXDh8+nDabiIiIHTt20Bd7uCqxD0BLS8vrr78u9EAmk9EvntfsA0/7z3/+83fffYd3ehjC4D0LAgLGeXl5aOqIbWzChAlFRUXso0u3GF/Bm/QkYAlas2YNMgPDhg17++23c3Nzc3NzBzEhLJfLSWCvh/ui2+3euXMnJnJERATuzkXwPIcRRojAi1QC1NfXz5o1CzLRqAASCATLly+H2cdajf3hCcNa3b59O5Z0dDYSCATp6elepx0AoP/E/hbP8z/88AN+C9aaVCoN/YQwtgOr1YpNh7V5EhMTS0tLaV8An4jn+Y6OjpycnJtuuonNE7z++uuwnS4OT5j3+EgQHr/77rvxZlVVFdvg5/LLL0eenN1A+X5IG6SkpFCYft++ffjRuro6uVyuVCpLSko+/PBD9E+CJyw/1/UFQ7O3+6xYLDYajXK5/OzZs//93/+N+oK4uLhNmzaVl5fDhjSbzdRQOriXjAwTdSzrrhLYzz7ulXYikVSO4+655x70zux5Wps40mwIiU6v55dPnp2XLBF/rsk9kPMlRD1htj4QL+x2++rVq++99166kaNHj/7888+pvtzt6eG+b98+rPj42IkTJ4hGH0COsbsVzTdbCG1ki8XS0tJSXl6OmmFqoJKRkZGRkSESiVBRnJeXV15eXlNTw9bch8KeQefA0ik5T68d8lQjIiKmTp1aXFwMiVp6mr1qUP2A3YB9X+M4/nOAvQKFQjIzM9nTI1qUzWajYlH6Xfe59Q8X3E7mC9KrdDO9HFwuV2ZmJjKflPxfsmQJz/Pt7e3sY8nqrPiB3W7Hyrtz506KpKakpGC/ZBkf3SEnJweP2euvv4532tvb/Y8/y3Bjn6hjx45RhY9QKPzkk0/4c5tyuT3KruwQAXjfYrFs2bIFiQKBQLB582bQOvR6fdBc214iOzublrUeOrSUGhoyZAhE2sMII4ygACsb9SfDsllYWEj9EThPQvijjz7CV9jiFCzIQY9MYSVk6yeh1JWWluY+Nx3aR1C7x927d7NmA/4adNWPoACBe4x5a2vrihUrOIZAftNNNz399NOQt2VVLbBzpaWlXXPNNWySYMOGDTQIUFq5oD1hakBgNBqRQjxz5gz+pFar4+LiEBoePXr03r17vb7bTxqiUqk0MjIyJiZm7ty5lMZsamqSy+WpqamnTp1atmwZ7kV8fPy//vUvqVQKYjNyTkqlMrB+wujWazAY0tPT77vvPvxETEzM9u3bGxsbqRlHcG9uEI8G88btduv1+ltvvZV6eXz11VdULuolAufnUH08MXYqsdo91J8FnjZ7VgODkPOEMdCsoUysSLfbrVKpkGWiBejYsWMYQRpWq9V64sQJ/HXo0KFCoXDr1q0802u0t+fjf0Xrco1zOBytra3V1dVovIRwlEql0ul0hYWFNTU1HR0dXl9h/zu4LjG0kcRiMRGVOY67/vrr9+7dS0FQ4LnnnkOU1Cs87Of82bFidXpZt8RqtQZ978SPisXihQsXbty4cefOnTt37vzhhx/q6+ubmproNCitzX6RSCAX0E7WHTDmdI0tLS24qP/7v/+LioqKiorCzBo6dOjevXvZaYjL7wltAXsDfigtLe3mm2+Ojo5+8cUXod4M4+O8g5menk5u28mTJ9mTPy8cDofZbCYprKqqqueee4440hzH0eXTNma32yk0gBd4Aqnp7rfffktz4fnnn0fRUWpqavB93J5BKpWWlJT0nOridv8/9r47PKpqe/tMZlImhNBR8arP5aqoSL30iCK9BlQEBaWpl+v1ouA1dFAUEBQQpNcUCCAIAtITSJ2amWRaJoUkQEggIYT0ZNLmfH+836xncyaJJKTBb9YfeSYzp+yzz96rr3dZd+zYgcd3cnJCskxzcL05yEFPALGFwdAvCwoKoJq3adOG7KunnnqK9ixrBlN2bv2OCpolGxOGezE0NBRQkfwjW8KCeq5ff/3V3d3d2dnZycnJ09OTgqjNjWjyc3JygoODP//8c5h2sLXc3d137NhBsWLeppEioSwyMrJXr17wGqPYpGPHjjiALLTH3RLmeb6oqCgxMRGYtf/73//S09Mhf6dMmULWIMdxiYmJJSUlsLVQmsQK0/oaTElJSXh4OO4LHz2un5GRAdXaaDSuXr2aUE6+++47lUqlsVUpwiRGjnStCL0bQkJCDAaDwWDYvHkzedXHjRt37tw5PGm9VxtVuVSstr6ecLqxkDfVXQc56tCut27d6u7ujvnp1KkTki7ZmFMN12F/gh5YUlJSWFiIRiRsTXjNZXRs8Qg4D3Qw8iLxTEijMfdLs7OEBYmL+IAZQQXCvXv3zp8/T+hnHMehvZvVamU71wErFazfy8tLrVbXbTw1czSrHWYa23uWChELCgqKi4sBq/swHQKbNmsRLgOr1frNN9+4urpSRuUff/wRFxeHyCGKsSUSyblz53AWi777lxo2zRhyS9hbg6eUlZWRlVJfVFpa4ketwwAAIABJREFU6u/vDwGG5joikahbt27vv//+mTNnSGYDTKiwsJA1ietQntGcqaioiMWCvnPnDtszyc3NjQIXPM8j04F9pzW/X+KqmLHo6GiZTHbt2jX7ZV/DlAYFBWGPi8XiK1eusLjTVVJ1l8JLvHnz5oABA5DTJZFIxo4dK5fLcUB1uQksmArP83v27CF0h7Zt216+fJmtdGh8QpNDyrG0H7+AKisr/f39qf4tOTnZkRrtIAfVO5E+d/z48ZYtWyI3DZxnwIAB5NQDQZ1tUMlitVr9/PyofSjHcR4eHmq1mpSlugVeyPJhZUFRUdHu3bvBZHBHnudrbvnWhJSfn2+xWH777TegY0ilUlTxrFy5MjQ0lGBBSQ+BuDSZTF26dIERCKHZqlWrTZs2sWoM0pced0uY5/nt27e7u7t7enoCWqmiouL8+fOQIHh2T09PaIDVQabX10iQtgaVYMyYMbTLcnNzkZ9lMBj27dtHasyqVauioqIAWKvRaABVWwfQLJ1OZzQa9Xp9VFSUSqVSKBQzZ8708PDAAhg/fjwsi3rMXhQQdhkSTutWb4+3EB4ePmjQIEyOVCpdv349e8zDMAGEJHNzczMzM2/dupWSknLt2rXY2Ni4uLikpKTU1NSsrCykiNZ8HeIYYEH2ymR5U3TYbnaWMF+NPko2J+w0jUbTo0cPMPeDBw8SG4K1DDCD119/nUrDXVxc+HrNjrY/7C99IfansMfD0dIcOtPCwWO1Wvfv389yPT8/P6vVGhwcTJElhOyADwl6SBAOwQGE6swOgK/vBsLl5eUXL15EehhZfXgKrJO33nrr7NmzJpMJXb9ZpPHHUYxVSfZpwFlZWWgpDHhkiUTy4osvol2egMj3X8MqxQbEAexrTU1N1ev1WVlZDwmEgAAm5A1w4GsWNqxmRm+KPItWq9XHx4cFUG3VqlV6ejpfjTeULTnmbct10aJFzs7O2AsAq2xCSxjiHzEKYiM1eygoNMTZshYdxrCDHFRfRH3UeZ6Xy+XPPPMMbTepVNqzZ08SZyRh8W9Du1n9/f3JEnZycvrb3/4WHx/PM4XN9XL3nJwcvV6PG1EdaWWDdZd9REIC85YtW+DZd3JyAmNfvHgxz7TQo+PxjdFo3LBhA7QFiUTyj3/8IzAwkL0mb9d74jG1hMvKyiiHaNSoURh5YWHhwoULEXfFdPFMvRV7epWowo9IISEhWFdjx47FN0BpBYClQqHw8/MjpY61hBEQ1ul0deh6qFQqlUqlTqdTKpUxMTFKpfLChQt///vfOVti/ODBg1NSUngb4mb9PvJf0l/aHTzPh4WFRUZGovNLixYtWrRo0aVLF1QI07kPU7BWWlqamZmZkJCg1WoxLegOGxUVJZfL5XK5VqtNSkq6d+/eX/oFcC/aEaTtsw0s+QaG4xYQ93jtWLIey8rKDAZDYGDg4cOHjUYjvU724H379hHIu7u7+9GjR6mo2GKxOLTA6qiwsJDiYBxDR48e5Xk+MTFx7ty5ZKVIJJL33nuPty3ueg/k1heRkRAcHPzvf/+bCl1YSE90TsbDzp07d+fOnUFBQaS+4AEFGCFYkMRHwFko04OEBAvFxGY6WJnkAgSiG2EqQNQBLzc3NyQkhPL3vLy80DWRf4Q6DdbLY7FYMjMzP/jgA7FYfPLkSTqG5oStDKGbYjyIqBDUVp35Ek5csWIFZ2sGJhKJMBirrUj4L5duUVERrZOff/6ZdTnbt0lrAOO3CkpKSiKpUzNDKykpOXz4MF6xRCJx5EU7yEF1owqmjyjbjRzZTJWVlUqlEm56ki+zZs26ceMG/xAtRhqCWEtYJBLt27ePHgQf6owkyj8oI8LDw1lvI/GZhouYPQzBXUhZRSjw0Wg0/v7+rJSZO3duQECAQAunViY8z6vV6m7dunEchx4lrVq12rlzZ5M9Vf0RHpmF5sGzc7YmSYj6lpWVLVmyhGNKqX/44YdG83FYrdarV69idU2cOJE0gXv37qlUKhhmR48excDEYvH3338vk8lQJKzRaNDTFPnStSKtVotQsEajQTvi0NDQs2fPvvzyy7iXq6vrjBkzDh8+TKog6TOCsBBr11XZYuphtiGOYRNLWZYCNxwYUVJSkq+v7549e+C4gbrLcVzv3r1raFAqiCLQ57t376akpOh0OsTVgcgtk8mqmzeCEENwguIT9l4/cJJKhqqzQKuzVevFbn1sLGGClGDfENpq0b80yzjm9u3bnTt3phXg4eERGhra+CN/fOnAgQOurq5gfB4eHsiQsVgst27d6tOnj5OTE+TrU089BaMC4Xo2TahZEeuJDw0NXbZsWYcOHah81NXVlVLuCRXMzc1t2LBh48eP9/b2njp1KtCbUBqBDwKHqKC8WYCCxtp+7BZrzB1HCgG7lXJzcxUKhUKhCAkJYRGe60zsxSsqKnJzc5csWSKVSj08PE6ePMnOEolSgujgeb64uFgkElGmE9sbvLbEPsuJEyfQ4hhdAcePH8+WE/N2xTCC90KNhTmO8/b2VigUKpWKbGCNrSRJY2u90AgUGxtLWf1/qWHv3bsXi1wkEjWH3BMHOehxJAFbYMOeOTk50dHRAwcOBOOCifXBBx9otVo6vpGhMa122dEBAQGsvvsoljkr/kpLSwcMGEBPzXHctm3b6uURHoVI1rCPGRcXh0YVZNd5eXmlpaXhJaKukkwOnBIaGoqO0ORAf+WVV+7cudPoD1TPBEiw4uJicu7g32+++aZdu3Ycx/344488zxcWFi5duhTrB3K5U6dOaGXaaLms0dHRUMnQChEDzs7ONplMKOJdsWKFVCrF8FatWqVSqaKjoyGOIZflcnltJSw1YYLjOzo6WqFQhIaG+vr6enh4YPHgjmPHjqUJYRPN7LE8WOc1acsPDxOF7ms8z+fl5VG1f0VFBeIoJSUlly9ffu+999DMDPotCrs8PT1/+eUXNJetjmic9KGioiInJychIQFtYtVqNeDHMDM1aCbXrl1LTU1NT09PT0/PyMjIyclB0zV7g5+sX7KKCTG7IZILWIIqbrVaHxtLmF0fVfoV2Pmiz6tWrQK/a926tUgk+uqrr9LT09nmvdb6rux/3AmSA4Uue/fuJf8f5pAarH/33XessJ87d25jxjPrTBaLhcVzys7OXr58OconSH6ztjHrS4OLFF96eHjMnz9fJpNptdorV66gOoLMP6roEKwrQpIQeAQfMmG4vohuzQ5PwIgJSbu2BM4i4F9lZWWo0MZ8Tp48ubS0FDKYZ/CZEU63Wq3oHw6bc+DAgcjlq3OPMUA74POvv/7KMUDoQUFBvK0Qmp0Eq12vPIpUExT2xo0bIWVVKhVEAhzPWq22DvVItSUytlNSUrCual5Cubm5s2fPpvFDHa/f6gMHOeiJJ4oDk+rJM3l9ZrMZKSccxwGjdcSIERSBoRhRo+kb1qoQs44cOcLbNdR9FALzVKlUzs7OkI+urq69e/dOTExEH/gm9LuROON5/v79+8XFxUajkaYCNGDAADagQmKaxIHBYGjbti0ORljyjTfeaPzYfgMR9ZW0WCxIllQoFD169BCLxadOneJ5vqCg4LvvvsObhZrUoUOHo0ePYi80jhCpqKhQKpV4BRqNBl+WlJRkZWXFxMTIZLKIiIjOnTuT2rBs2TJkNavVapVKhRzpOsSEYUvD2a3VamEMazQauVyenJx8+fLlIUOGdOrUydXVFfawWCz29PRctmyZWq0ODg5GlRlxDEw1ou5khrBZhDzPl5WV1YwXS2EYe8Q7s9m8fv16JPzjL1bs0KFDp02bduDAARxWQ/qbvSWcl5eXlJSEaYTrH3oO5qE6UigU7JExMTFGozEuLi41NfX27dvZ2dkA4kG4GB/syzSsdjBMPAPRVyURThN7BUEVapUW7uNkCbP2A7sD2c/QCCtsbfrKyspYS6Zly5YJCQm089n5atSHacZEqTIWi+Xs2bMUl0OeTFhYGA7Lz89HazWqugQEUfPsl2BPrN1+8eJFgHw4OTlBjwHTh73k7OwslUoJaojIzc0Nc/L000/DoGKtRyrB4qtx8lFyMv9g17iGfnDermEyeEd9eXaJDQn21P79+9FhEjx6w4YNPM8XFBSUl5cT7BNmz2KxvPXWW4T1v2XLFoFeUjfCXX777TdISvz9+eefIRUEummV2mp8fDzUIHhY582bZzQagS2JpGhw/EazhFGuYzabBWZ8lRQSEoKkPmzYR5lJBzno/ywJWsoJSl0mTZrEcZyLiwsZhNR7BnymkTWNSrsuSq1bt/7pp58Ex9QtjQvPDr5aXl4OsAmyMHfu3Emxryb0uFmtVpgc8OBXVFRMnjwZIwQbl0qlVA1Ex+BfnJienj59+nS8TQ8PD4lE4urqCkWo2aa/PTyxTZXxQu/fvw+E4dGjR9+/f5/n+StXrhDqODSfCRMmkBbdaBQSEgI7/N1338U3ZWVlOTk5Wq0WidCsu2fJkiUymQyVvSqVSq/XQzrXVs5SkhdczzCGKU06JiZGrVZ///330BVdXFzIEYYF5u/vz/O8xWLBPMPJIkgJIa2PXDA1kKCbF5nTVqs1Ozt76tSpWNWk0HIcN3Xq1IyMDPsrVEn2gClpaWmsu19rI02NuW/QT+CAUCgUkZGRqOUGfLfBYEhISEhJSbl58+atW7du3bqFuHF2dnZ+fn5RUVGxjeBkrHe2yUZrHrOYMP9gJg87SPazIEe/oKCgd+/eWBBt2rQ5duwYrYNm+5jNh/Ly8gYNGoSmAtjbyFNFekb//v2BPgWD0MfHh2cQy5p46FURsp4IRYm3LRKyQqdPn96/f/933nkHiSWsa5+sX7YZD7FdSqseO3bs6dOnY2Ji5HL5rVu3WGjN4uJi1tCtsEHhCzJyG3oSyElmZSLDGCQZwyxrfsR70V0IfQ32sEQiQbI9iN5LQUHBokWLkJfFcVz79u3RqKDORdQsND/P87dv3/7oo49wcQ8Pj9atW2/duhVS6t69e1W6xrCetVrt0KFD6b2LRKJp06YpFAoKAsMYhhhoBEtYrVbHxMSoVCqj0QiFrObFQy0osFv5Rs9EcJCDngACS8zLywPfzsnJIfyI+fPno6UCtpiHh8fx48dxPMQib+NCjaZ4gNsLYsJt27aNjIx8xDGwiXU8z9++fRvtdsRiMbQFmJfWh+sl0dAEre/27duLFy9Gs0CIbFdX13PnzhUUFLCIQVarlezDzMzM77//nrNlwOK1njp16hGzypsVsbVdd+/eRYo7x3ErV67Mzc0NCgoicSyRSAYMGGA0GimNnDBlGpoqKipCQkIkEomzs/OoUaN42zvNzMxEznNcXBzZ6k5OTuvWrZPL5dHR0awlDAu2VkQGsMaGBgKrGB90Ol14eHhKSkpwcPD7778/YsQISFj7wEmrVq2OHj0aFxen0WhiYmKsVivpPESkCtas6rD9VpDLoFart23b1qlTJ+iimIRp06adPn2aryrvuoa9z/6EIHZCQkJERAR6MrP9MvBNDfoJJaWTHyE6Olr1IJHihJC7wWAwm82JiYnXbJSenp6ZmZmTk1NSUiLIYaySBKl8Vrv8RPYKCESDHidLmCX28aq0kOnLuLi4I0eO/P777+gqXOUVHFmCLKEFGaTXvHnzSPV3cnI6c+YMb5uuxMTEOXPmIEomFoufffbZ7OzsZjuTAmgHymcDgatStsmtW7cOHjx44MABPz+/DRs2oMsCpU+zGeNonEgGHh3m7Oz8wQcf+Pv7//7777i4xWLB9YFaifsKYo+Nue/sBTm7d+rxLnhArVbbrVs3tvqX47hDhw5FR0dT5PzkyZM+Pj4UVVi4cOH58+cffUUJMoEDAgJatmzp4uICgdGmTRtqKI01L4iZFxYW3rt3b/Xq1RyTG8Zx3DPPPPPzzz+TvFQz1Ah1wmq1WqfTRUVFGQwGcs/XkHUpl8tpF3OOmLCDHPQIxMIp8Tyfn5//1VdfcQ/m3J49e1YAhVr5VyivDUQBAQHY9YAOJTMVVDdLBkwSUlWlUn311Vew/8Ehp06diuKXJq87I5Ras9k8evRotm2Eq6vr2bNnq5S5ENnZ2dkLFy6kcB/OOnXqFImSJyAmzNumqKioqKioCL2CXV1dFy9efOPGjTlz5iDIifXTtWtX6j7IyuVGqIyzWCw6nQ6vAFoo3hHaxJhMposXL0qlUizCzp07Hz58GKYaYpKwwergoSaLDuFN1AwrFAqTyaRQKBBkjoyMTEhISEtLKy0tPXv2bGBg4Lp1695++22MlsJI5FAYNGjQhg0bTp48abFYqNScbbRRnVGGkACOLy8vz8vLO3PmzK5du3r27EmrGvA9S5cuRTyftzUrwuda7UdAAiH5nA0FY2LRw7nmedPYYsgIyOt0OkLzJmMYh8nlcgJeIV8DKr31er3ZbE5KSrp582ZaWtrt27fv3LlzsxpChDktLQ31yWlpafgmKyvr/v37SMmucss/NpawIEpenSWMABfbBp3neayJSlvXb/IcwHlAVp+DiGhCIiMjxWIxVcyOGzcOEg55RAcPHqQdKBKJpk6dajAYmhYosmYqKSnBArDaAPdYu5RIUJxw5cqVK1euhISE7N69m8ClSTRSZx0QyVp0LW7VqtUbb7zh7e29Zs0aWFwU/KRJttoaaDXmvvvLorU6K23s3mSVP41GQ8nn5E345z//CUyyESNGuLi40PcDBw6MiorCiaRw1Ms+tVqtYWFh/fv3p0KaDRs24BaC7ia4dVpaWlxc3KpVq0Qikaurq0gkmjNnDsRb3759w8LC4JOG0K2buK0DwSGt0WhiYmIo96kGpZYsYTwyBakc5CAH1YpIGQWXu379+pYtW9q0aUPxKI7jAgICyDxg04KaZMCBgYEE6QxRpVQqeYbD18HbiMrG/Pz8wsJCSpaBI+Dpp5+Ojo7mH7qlYkNTTk7Ohx9++OKLLxKiNUa7a9cuvJGsrCy2cSO5gzdt2oRcUzc3N5y7ffv2Jy98AoUtLy8PSG+enp7nz58vKCh4/fXXMVHw8rds2VKv1/M8n5ubSxIZemDj0IkTJyB2edvSwt/k5GSFQoGGJqABAwaEhoZCPmq1WoVCAQjoOtQJa5iQJggWWlhYWEpKCmS9XC5XKpV6vf7mzZtkdOj1+tOnT5vN5tOnT0NtIPlLUCPe3t4zZ85UKBS0lth69eqouLg4OTl5/vz5b775JvRMsViMKHTbtm2Dg4PDw8NplWKFW21NiQncrobr07kFBQVxcXGostZUlSJeQ4ydjR6TZcuqRjCPdTqdwWAwGo1ahugsKk5WP0iswSwg9uLsGDQajU6ni4uLu379emZmZn5+fmlpKZuz+dhYwrUlQZ5npQ0aXnCMwwYWEHYOiwWCTQtnG8dx7DQeP34c8pX29pYtW/hmIPzsibCs8K/VVj5ERJFbyvyh42mRCIrE1q5dO2HCBHiaRSIR9ACaDTLqKFyMDz179gwJCVGr1Tdu3GDrihtn0kiG0e1Y5gifmf3D1ooE4KispR0VFdW3b19MDmkk+ED/9u7de+LEibgCTcsj7lO2mTs+TJgwgbN1VOrbt++tW7d4O4SGysrK+/fvx8fHK5XKVatWQYl0d3f38fEhze/ChQthYWHgszCGKSmooYmqnm7cuCHoyG1PERERYrGYHuGJUeMc5KDGJNo4UHkjIyOpbzDCoW5ubpQUXcG0pSWu0jh9R1lpcuTIEYgkCCmRSBQeHm61ZWvXeTB4RqrPRFpm165dNRoNb+O09lk2jUzXr18fPHgwZwvNQUa/8847f/75JwQf656ATYi/CQkJwJeGjHBxcTl//ryg+fwTkCAN6KbLly8DN/TDDz/U6XQKhYKKCjFvEydOBOawIB5O6B4NTZWVlRihi4sLzyioVqs1MzNTrVZ7eXmRxjV06FDYQrCB0Qq4bkKZELMg1sm+iomJCQ8P12q1Op0uNDTUbDaHhIQolcro6OiEhAQoA/Hx8Xq9/tatWykpKampqSkpKQkJCfPnzx80aFD37t1JYyQwNoz8woULKpUqvBratGkTwRAQ8KdEIhk1alRoaCj7Lli9i9Seh3HG0arOzc2NiYlBAJxQuDU2KzcqKgpFv1USm0POfkO2NGup2ufQUSQZYWQc+TBvkA1Es/XMrDEfHR1tMBji4uISExPv3r1bUlJSUlLCmWyUkJCQmpqam5tbJQjzY0fVafwsWf8KcJVnYOXxL3xgtA/peyrVo2Aj6zusYRpxCgEXCX5lBRXriqaHqndeTGMgUwSFsuTNOnToEP1aWlr67rvvcrZOvE5OTmKxmLcZMDQ2VMM+YUWJgn6827dvDwwM9PPzmzJlChgcYSdARSA2jV8lEsnnn3++bds21MHSNXnbO6XQutVqBZwgK4DrDKRcB8KLS01N3bt37969e/kHW1OwoWyqwWZVH3aXlZaWms1mPz+/999/H+52Np+wRYsWW7ZsAdxiQ9OJEycoQMpxnJ+fHy1XGm1WVpZerwfrRLUYxzQIhYrw3HPPnT59WqvVRkREGAwG1CbVDKtYX0T83Ww2A4+nvLycOg1W2lo4gDUpFAqMv1u3bgcOHKh8sEeIgxzkoFoRWNzEiRPBxODIc3V1PXr0KM+EYpp2kGBlRUVFgImiRM1FixbhAOIbPJNbV8EAjuIvy9IpHHfq1CkfHx/Sy52cnLp06XLr1i2Ka9njvjYcsU5AAie7cePGzJkzwecJ+njx4sWC5HZ6KBIBKpXqnXfegWtDIpE4OTmFhIQQ8G9zDp+wdYI5OTksLBD/oA5ZUFAQHx+/b9++ZcuWQV35448/eJ6/ePEiZBxypsRi8W+//cY3A2EREhKC90gLDI778vJyo9Ho5eVFDqnBgwc3gvytLZH5Fx4efvjw4e++++7TTz9lFUUW3Jd0RTaBDnwG7mz0i3JxcZkyZcqWLVvQULawsBBZ7oWFhQUFBUCfqpKowS+owg6xtbKyMi0tTa1Wy+Vyg8HQ1JPXUASr2GAwcCxKeHR0tNlsTklJuXXrlgDLB9TknL0OVGUWaK0sycDAwPHjx48bN27IkCGzZ89WKBT4HtKupKSEzbOlf0F/mfJqbwCXlZUJ6i4E0UtWLDUE4DAZ5xjYsWPHkDYDzjh79mx2PAaDgWMCehKJZMmSJTQ29rJPgAOVr74fLz6Ul5dnZmYajcagoKCvvvqqRYsWhJ0gkUio0lgikbAzNmXKlLCwMDJ92XmzXzzsr43W176ioiIoKMjDw8Pd3V3gFxcQAPHtf2XffklJyc2bNyMiIkJDQyMiIgYOHCiVShcsWICcPerl2NC0detW+JhFIlGfPn2SkpIgYsmeT0tLQ9wVljCi/c7Ozp6enpcuXZoxY0aLFi1cXV3nz59vMBhwZJ37FtaBqH7JaDRmZWURi2NT0/GhuLgYlnCLFi3GjBlTX5F2Bzno/yBBBFRWVvr7+7NJj5wtJYq3oUI0rcgjL1hxcTF0bs6W29W+fXtyOJJdQQMmYw8FZfiVxVmEDHrnnXfgAccMuLi4gIWyylWFraleQz8sNRCB7lRaWrp06dLu3bvjefFXLBYvW7YMDdjxCNSMneaK5/lTp061a9eOkuBEItGmTZtIxJPC1mwzCouLi1nFgI1J8DxvsVjQh3bWrFloO+Tm5rZ06VK5XJ6dnR0cHAy7C0kE7du33717N73BJtT/S0pKVCoVNKjVq1fzTLpBWVnZtWvXhg0bRmpVv379GkH+1ooQREVjIaPRiMD71atXDx48uHTp0hdeeAHr08nJydXVlWDnQMh/ZsMG7du3X7x4cWBg4LZt286ePWsymR4y1kqUnJycmpqakZFx//79goICezdHeXl5enq6RqMBLGijTVTjU0xMTExMDEdtP5RKpVKppK5Zd+7cYZkaqHnu/JrJXhpVVFSwtax/Ga783//+5+rq2rFjR85WFCoSiRYtWqRWq/lqUmWIE/1l0SxbAV9cXMxOuP2o4MhhjefK+ut/Y39fuhGq/8FlxowZgy9RKVRaWjps2DDatG5ubuPHj6fT2cd5fPMLBCTwjgs+UzNhnudzc3MtFsvvv/8+Y8aMMWPG9OnTR+D2a9WqFbibVCqFSrFlyxaDwQDBjGZrdEe6b8NlBNRAkZGRGDPaY7KswGKx5Obm3rt37969ewAtuHPnTlZWVl5enr0Txz61obCwENuElJhGeJzKykqZTMa+C9S2kZupqKgoISGBcqK+/fZbNnydkJCwYsUK6EkSiWTfvn0ajQYBZKVSaTKZGoGDg1dD8t24cYPNgBIslbKysrVr10K3mzJlCn56MuBeHOSgxiTC3tu5cyesBXd3d7DuPn36GAwGnnGMNi2xVmtiYiLC1+TRnjRpEoxhNhdGoO+RJkC8At7/goICBBKJRCJRt27dBPphha23Z+NYUMjXgyjZu3cvC/UklUq7desWEBCAERLcN28TZASWuW/fPjwRTgRSNHsXEvTNMyxEa6+goKCiooKqvSBby8rKQkJCvv/+e0wOQEwwbwUFBXh2Aj156qmnDh48KKg4bUIieb1+/Xp8Qys8PT39rbfeIgN+wYIFjSB/a0VkZKFWmexV9EGUyWRKpdJgMAA1Sq1WX716dfny5YMHD+7evbuXl9cwG/n4+Fy4cMFkMpnNZuCSxMbGXr161R6nU4DiKSCy9fR6fWxsbFJSUlpa2t27d/Pz83Nzc/Py8u7fv3/9+nWMsHFy3JqEqHScE2RgE8yXyWS6detWUVGRIIbeNJug9mStvlsMz2Qs/+UTFRcXq1SqwMDANWvWoEcCx5SA7tu3z9fX18/Pj0WiZy1VfF+DPWxfmG21WlklFb3OwcgQpyVXa+1m5OFIYLqAsX744YfUPejll182Go2suRIUFITqIxzQo0cPlUqFn9hxPkaLp2YSmPcVtn689GVJSYmgYRIWgMViCQkJOXjwIEQO0oM5W0iBDK3evXvv2bMHKV5sq1g23aDRUs3pjsHBwcjxnjnfATRjAAAgAElEQVRzJonboqKizMzM5ORkk8lEwIBU42E0GpOTk7Oystj1XFxcDLgm+HRYxDK2Q3hDP1dZWVlaWtqnn34K/46zs/OSJUvYOH92dja6EaJMhbKjIWtNJpOvr2+PHj3w5Z49e+RyObgq5FnjMHEIVLVaHR8fj9gOCuCJ0dHMu7u7w6E+adIkqD6NllDgIAc9SQRFglUDxGLxq6++qtFoBEc2B2OJ8suOHj2KBCU3NzdYO3PmzDEajTiGLHxIK4GwZlWajIyMlStX4goocXRzc5s7dy7glIgaH27GaoOzvnv37uzZs8lKf+6559asWRMbG4vDSBkjhz4+KJXK3bt3c0weNcdx6EPDM4JecLtmSIjks+zdYrGcPXvW399/8+bN5Ivv2bPnwYMH09PT8a4PHz7s4eFBS1oqlQYGBuJ0BGkaDcqkSrJarahIX7RoERrqCLLMhgwZQiO/cuVKI8jfWhGLQY1/gUGtUChiY2MBJYVAMaxTaBGRkZHR0dEmk0mr1crlcrlcjppkvV6vVqsjIyMVCoXZbEa5st6OdNUTcKcUCoVMJkOzX9jGcXFxsbGxqKGNjY3FUJ9gS5jaYnHwUhCYNWmxSqXSaDSmp6c3ZyjgmqlKiwUcn1W+BY2q7InAqCMjIy9dujRy5EjynFEpxfDhwwG4Z38WX6PdQgMTjA3TXlFRAavDPoDTmJKGvHEwAwIDA9knksvl+B5N5yUSyZ49eyjPStDQ9XGnmj0sgmR14Emw6UkUr4uKijp16tSQIUMocYsQFPDNm2++CZhumMQ8z1ssFurMLogSNxxRmlxoaCiUv8GDB+OngoKCpKQkjUajsJFcLgcDUavVYLKwJM1m8/3796tbAOS3BjVmPVJCQkKvXr3wXFKplJWvGRkZUVFRcrkclvAPP/zAboGoqCi9Xn/o0CF4NDZs2KDT6WJjY8PCwuoMzlErwiRjbEqlMjY2ltYJb8NBoeWRl5eHwQNag7d5WJq89MtBDnq8CExM4BfjOG7KlClglXAzPUyL74amwsJCqvvFYEJCQmjAqNbp2bPnF198wZ7F5uxAtLG9oIqKilatWoWLQAVydnbu3r17amoqz/NkojS+1UQRyyVLlrz22mtsB4effvqJDhOgrtBZQUFBAwcOJKRoSIQ9e/YgZJKfn8+W/FBeXvM0htmXXlJSYjAYJk+eDPNeJBJ17Njxv//9LywxiAme5//44w/qswW//Pbt27GeSfNsWkOgtLRUrVZzHBcaGsrzfGVlJcZD+smIESNobTfDbF7YWSz2MroQAYQ5PDxcJpNRIAE2Kkxi4H5FRkZGRUUZjUaz2axQKIKDg/EvQVhVGQGuDmAZSdoC+xbfy+VyqG3ULhg4KU0yaY1D/98SZuG8WEKY3mw2A2K+CfdAnanKLNYq6SEPAFMoKioqLy+/fPnyyJEje/fuzTFln66urleuXJHJZNilgDVCULe6K5MNQBIoJycnKCgI2+bSpUvBwcG8HRQ2qIGyj0iHxpAweNj8eMx9+/bxtrg6jvzll1+eeuop8sKuXr06KyuLfa7KJmql2HAkeBz2LcOtzr4UdG+if4uKivDeKysrg4KCZs6cCURlijOAp7dp02bevHkymSwuLo5NPCsuLibEsgZ9Rp5ZeDKZDHUB7777LkLBSUlJSJ7RaDQ6nQ6ficvr9XqUzsL7aDQa09LSKMSNOrrCwkJ20hqz+IJuvXnzZlq3PAMrkJGRodFo0IowOjp65cqVdNgzzzxz5coVeGrxpl544YUNGzaEhoZiNuLi4hqafcPYhuxUqVSJiYmksgjqhBEhoWaGP/zwA2/XT9tBDnLQQ9K1a9cAY0vsum/fvlXmjjZ5QinZCdTtRqlU9uzZExWJcLy2aNFi6dKlYWFhZrOZPTcnJ4dEWGFhYVxcXFhY2JIlSxBYhmWF9i3Lli0DS+cZKxEnNkT1VnVUUFCQm5s7a9YszpZm5eHh8dtvvyEqnpmZicOoJJgGKZfLn3/+eXIQvPTSS1OmTDl16hR0GHup1Jw1GdYXHxsbO2jQIIINnzRp0owZM65du8bbzFrMwIYNGwgbjOO4gQMH8rb6W5552MZsmFQlGY3GDz74ICYmhkVUwfDi4+Nfe+01Ku2uoT62qYiNBlNnIBhfBoMBcdqYmBiylnGASqVSKpVRUVEAo1apVEFBQXq9PiEhQaPRwDyGK5zFRraHaLYnGhXwmXF93BfBYY1Nx3iyiaaCi2GInSnCyE5OTqZow2NU6lkdspEAkvdhLiUI9CF3CELi+vXrR44cWb16NWW6chzXuXPnnTt34hTE8Wq4uNXWvA7/3r9/f9WqVezVOnTo8NNPP504cQJIQo2ASEG4l2T5V1ZWzp8/H+MRiUQzZ86kpBocGRgYiF8JFMpoNFKNImWAP0br5y/JHomtyqcTOClYISrAdQwICJg9ezaSlyCToKm4uLj861//8vPz+/PPP2/fvo1zGy2aR+NfvHgx1IspU6YAVBkgEMjeMZlM4OPg79R4naCkoqKizGYzqSMsVQf939CEd5Gfn4/gRsuWLQGeCWUOz4gMZK1WC0sY72XmzJmQT9HR0e+++y5SBNu3bz916tSEhAREhhuag0Oy6nQ6iL3U1FTKFMB8kq1bXFxMlfzPP/88gcQIYPkc5CAHPQzt2bOH6lmcnZ2lUiniVDk5OQKHdRPKOyqCZfOVMB6NRrN3717OhtBDwe2BAwdu2rQJxTv+/v6XLl3CiVlZWXv37u3Xrx81YMeHp59+ev/+/Vu3bmXvyDc8omd1BIZ25MgR2Ort2rXz8/PjH4TVEPgmCgsL9Xo9uaHbtGnTtWvXKFsfezoLH8jv35zVGIwtJycnICDgv//9Lx5q+vTp+/fvF2Bl5+fnx8XFHT16lPQ6juNmzZp1/fp1Qb1SaWkpsh2b0HmK9Dp6fRghDJPKysrjx4+LxWKsZ2dn52ZowgGgmCxeCrciYMC2aILxpVKpCFuLLetNSEigiDGFiwkiiw0IaxiYLnvS2Gxy6vGrUqkop0/QjLcZehbqi1BcplaruepC6jExMXgBACbF+nscS8sE3W5GjRq1efPmO3fusAfUEFMlt5OgSoQMbHx56dKl5cuXYzdyHPe3v/3t2LFjgmrhGm7B87zFYjl16tTIkSPZxB4YluhDO3LkyHfffbehuxSwgpP9UqlUUqmwm5sbZD+lcGdkZPTt25dKLjmOCwsLE/gU+eYtQh6SaujOVZ2pT5k8OB3oyvgGr5IyCNLT04ODgyHI4eDElFLm0ocffkiAVY2GLIXRkpe9b9++ycnJ1ORNwFnA1pEsTQ3QibHEx8cXFRVRuw57BGNsxkaTuJh58jqNGTOGHjk7OxsFPJANq1evhrogEol27tyJJCW9Xi+Xy2fMmIEd2qJFC5lMplKp9Hp9Q3Nwra27PUZ4584dStpnd1xxcXFwcDBWkaen57Jly/B9MwH1cZCDHi/S6/Xdu3enPExIOnQrwQGsVtCEZF+8I0h2Xb9+PZWMSqVSsAgBYu3YsWMnTJjw6quv4nkBbEvR4HXr1tHtWLdaZUN2eayBwP0sFktoaKharYaKQgOjD7CpoMrGxsb27NmTbHuO44B5huuwT8Q/KOjxoXmCDv7xxx/Tpk3D43Ts2PHChQupqals82RMxejRo7t27YrD8N7feOONlJQUXIT171c2g5Z7dHfKPmCVhD179lDkwNnZuXFwOmpFLCwxFQwjjY4Sp8mChZMdlir83dC18CWsM5yIMINGo2Gta0qZpl/tifL1cC8CTiabXGBFN8YcNQXRK+BqOAhKrUajuXnzZiXTn0OQANM8CXy/uLgYGwZtb8kJ6uzs7Orqun37dhxstVpZRsk/RMd5PD40aTDEwsJCYkAcx7m6usrlcpaHUtEsu6vxARzq119/JeMH8sbFxYW8toTpN2HCBJwlaCpLNv9DgoHVigAdDEsAI+GZwDvP82PGjMEMS6VSsCSe6dBAA67DrQsLC3EiFcfSY5IRRa8vNDSUGhex5UwhISG8bZ7JjBQE5HnGy1iHcdYLwUokTy0SkrkHydXVFb0NcIq9KwdPBJObjqnb5JNTn3D8x4wZo1QqdTqdXC4HWzeZTKinrYHzgsPqdLrU1FRyLSEPv0p6lDl8SCI7XKVSYbWMGTOGvM5oK28ymdBFYOXKlSjkFovF27dvRzBWpVIZDIZvv/2WOt1DpKlUKpPJZDAYZDKZwWAwmUwymUzDpOI8OrEZU9RPmLdtMRi6WOQHDhyglRMeHs7buNbjCwDhIAc1GpGMgFAICwvjbH0+OY67evVqUw+w1kSCICcn55133iEHN0LcAi88JD7JHY7jWrZs+fbbbzftI1RHbJ4aCXEoIaR0sTjYUK5gB+JJH+XuLKqW1daH8i9lmdVqpfydsrIyQdiTf9CpIXhGfCAo7HHjxuFlQYf08PBAbR1phlCTtm/fTu+UMord3NwEtdPNiuhtsloNlJOKioqAgAB6IhcXF7lcTsFVKB6weZph/bCDmglVawnDT4CVlJCQkJubKwCgYv9tnsgBRBcvXnR2diZsXnJ8enl5aTQa+yxB2nU1pE+zMBLEm5RKJWQJ+EuvXr2+//57Siyxt68E/q1Dhw6RsOEYaEpXV1fsc2rYMGHCBK1WS6OtfLDbe0OE7oODg9u3by8SifCAzs7O+B75V6WlpRMmTCCFWywWu7i40MTa8/RaUZVTR3p8Xl4e5t9oNE6YMAGtj+1pwIABQ4cOnTp1qlwux4k1ZIc2OZKQXq8fNGgQLVRyiLi7u2OFPPfccx999BGlwFHFOK0oluzD17WlvLw8ciEFBATEx8fLZLL4+HiNRpOQkBAREaHVak0mE2XaVElgJmaz+d69e+ySaCpLmLc1lFcoFBKJxMnJSSKRXLx4saSkBCa62WxWqVSIu3733Xe0lgYOHIi0IjgUg4ODO3ToAA6DxGmj0RgREYE8KHgNkGhdg6egtkQCPjo6OiUlhQ1JYVXANi4oKNizZ4+np6eTk5OHh8eVK1f4hvGUOchBTxKxLXZ4BmCpb9++ZDFKpVKlUtnk9ZO1IhJtEH86nW758uUeHh5kD5MfmUgkElHR0zPPPLNq1SrCYW5WxGZis0IEmBT4DGWssrKysLBw1apVTk5OELKurq4//fQT7Mbakn0SE6nHaDOJL0lXpOJtlgNDdrMNLHFZKD+IUcNGpXpsls9HRUUJnBr9+/e/dOlSBdMxtKSkZMWKFePGjUPDIVJTXV1d161bh2ZRzdZJCi2XVcxoZnieP3z4MJ7I09OT47i4uDi0ckCQEyjNSFWrL/nroCeMqrWEocZpNBoglKakpLDYpAJttRnGhwFVxfN8QUHBvHnzEBj09vY2GAxms3n69Olg7h4eHhMmTGABsXg7fKMqSWBvEO8oKysjcEVwGR8fn4KCAmrWl5+fX1lZSY43lhvev39/xYoVaPUmoCFDhgClw8nJiWTVgAEDzp8/zzNd79lancq/6pNcW1q3bh1nC7Q6OztTvJdMSldXVwLmkUqlCMPyDJpUvSjfbGS4vLw8Ojrax8cHldXk7KAMc7xlEuTs5w4dOvznP/+haijeJqWa1idKSE6FhYX5+fnnzp376KOPOnfuzDE4pQi8YzEsWbIkMjIS59IOZQ1jahhWN8K5I0aMwNyKRCKEOmNjYyMiIlAQC+xig8Egl8ur4yeUbBMdHZ2UlMR6SZrWEuZ5PiQkhJbH/Pnz6dfk5OSIiAij0ahQKJYvX46ez/AIoLUASkgiIyM/+eST9u3b4woff/zxlStXkNpkMBgQNo+JiQkNDa3fLCNIerPZfPfuXXans0wgMjKSBvbmm28itd4+quAgBzmIJfA9NkCXlZU1Y8YMjsnT2blzJ35tcs9prQhijsVMslgs2dnZCxYs8PLymjRpUr9+/SBA3dzcKGbo7u7+/vvv//7774I8r2ZCMCPZnF5WIwJ7LCwshNq2fv16PBchRCxbtqzOBSOIQwhwQ2qIFdGiEvRz4hlXNYv8zwY5rDb0lsLCQoPBcP78+TZt2uBBYAZ7e3uPGjXKaDTSNS9fvhwSEtKrVy+RSERvk+M4yIWRI0cuW7aMNAdcvBk6SQVbLDc3Nz4+PjIyMjw8vLy8fP78+aTycRyHVGGVSiWTyZCihQrbRqhactBjSjXFhAnuDLAxt27dqpLjN09YYPCRgoICjUaDTTJu3Dg2kBgaGjpjxgypVNqxY0fycebn51Owt8pQJJHgJ+oEA2TCXbt2/etf/4KDyt3dfeHChVUqnZTWQsmrRUVFixYtonpjChH/+eefaWlpgYGB3bt35zgO7I/juFatWn3zzTfsU7MgTPVIJSUlx48fJ17j4uLy+++/8w96zfETpal89tln6PpDWMd1IMGJrMZfWVkZEBBAmNWEkQhzBRMIu9fV1RVQCjR4Z2dnkUiEheHn5xceHs6u4aYV9pBG9OD37t2Lj4/fvXv3F1988fTTT7MmPQR5p06d1q5dGx8fTw0h6VICYVy3VZGbmzt9+nTyLyDOefXq1djYWJPJtH79eplMptVqgXFdHT8BM4GIYqEHmtYShlIik8mAeoX5jImJKS0tzc/Pz8nJiY2NjYqKOnPmzLBhw2ADSyQSd3d32Px4ZNT5fPHFF4MHD+Y4rkWLFtu2bUtMTIyIiJDJZGQzR0VFGY3GeuTd8HDfvHlT4LsBV4FyA9AUJycnNAURPL4DPtpBDqqSWBYEtSEpKenZZ5+lGqX+/ftfu3atuLiYCikfF2LbHOTk5ND35J00mUyHDx/ev3+/r6/vnj179u/fv3PnzsDAQEE/iGZLcAFT10z+QW3t9u3b4PaUSLxgwYI692JgWaggKM3mYxOiCh1Mv7LdgKiJJrz8lUy/xqKiIhyTkpKydevWr7/+mjoeQcn56KOPfH19aSR37tzx9/f/5ZdfoIWyihn6Bm/atOno0aMmkwnaDvV3bJ7FzyCItpycnB07dvTv3x/PMmfOHNK0MRtbt26lVo6orVUqldHR0VevXq1H+eugJ4mqtYQpgAPFVy6XI61R0CmOyiGabndUTcTiz5w5gx2CeAjPwOhfu3YtNDS0VatWXbp0uXz5Mv3K/xWMFpH1QXwa9pSUlJRXX32VIpCTJk0KCgqCLKF8KoG4BXNMTU1dvXo1rA4XFxdYdMOHD1+9enVxcbFOp3vuuedwTeD0wBH4+++/AxUW7t6GSJCOi4sbMGAAYUuMHj2a+D6ey83NjbLQPTw8hgwZQm8BLtI6SBpwfwFYRWVlpVarfe+99+ApkEqleMW49dKlS0NCQtatW4ehDho0KDg4WKPRrFq1ik07h04DI6Ffv35JSUm4RZOLeVoVJSUlAlvl0qVLvXr1EovF9BbwyE5OTv379z9x4gRvN36rraq/zjkCly5dwi0kEsmnn35qNBpNJpPRaIyNjV29erW7u/uQIUM2b95sNBpDQkKq4ydkCWs0GrjVCDSrSSxhrCtq5vTVV19hPj09PeHi4Xm+tLQ0MzNTp9MFBARQ4plEIvnss8+USqXJZAKiY3x8fGxsbGRkJOVo/fOf/wwLC4uLi0NhEnC26x3QUq1Wm0ym7OxswaPR7KWmppLL7PXXX4+Li+ObZeabgxzU3Igc4mQebNmyBRYUtG2TyUQtdpt4rLUnwiwEsfiLrC7HJvcS/mUzZyD24oN0IavVmpeXt2vXLs6WGNy3b1+FQgEWWjcsfQEgs+BXathLBLPzjz/+8Pb2/vbbb6GzscFhyGsWbRT9R06ePDlz5sw33nijW7dubm5uVDnl6em5YcOGsLCwjIwMPOOJEycmT54MQGw3NzfEACiRoWfPnufPn4+IiODtYr9smkBzo/LycnSr5nn++PHjzz77LClyhOJGNHr0aKVSaTAY0I8XhozBYHBkRzuoOqrWEiZUMWDDKBSKmJiYpKSk0tJSge3XmDGcWhECrdgk7u7uPM+XlpYSvwOHslgs6An8j3/8g7J5y8vLHyZFlpigALaKZ4KKWq2W7fPerl2748ePYwxsNo5gAktKShYvXow0aUqWFolE3377bU5OjsViOX369IcffojvEf/s2LHj2rVrWdCsv2zgVAcaOnQo+d569eqFpj5UuFJUVATcLKo/OXfuHPGvRyFBtFOr1QKXq1WrVmQKenp6jhgxYtOmTQLbALON9wJer9frZ86cOXz48Oeff57lod7e3s0BJpHc2GS4IsOZ1qTFYjl27NjEiRPJ0Uvg0hzHdezYUSaTsZoNnViHF2G1Wnfu3Onk5ASfTq9eveBnDQ8P37VrF73oyZMnh4WF1SBpqDcAMKUTExOxR5rKEhY4Bfbt28fZgt5///vfoaBA+t66dWv37t3klnJ2dj527JhCoTCZTFFRUXK5PCoqClXBKpWqR48eeAs9e/b87bfftFpteHg4dQWsx+xoIGbZB4Qx7LKyspSUFNRT4B1t2LABlWbEdhqze7ODHPR4EcJx5LPetGkTnI/IJPLy8rJYLASv2Dz1nyqJbXQPJyD7K4uQQoyF8D75ppaMNRCkRpX5iRaLJScn5+uvv2brzpydnQcNGrRy5Uo67FESGyGs2WUA/0hGRoZarQ4ODl6wYAGykSk0Arb87LPPwn/NM1nTqampcrk8IiIiNDT0yy+/7NChA41ZJBK9/vrrkydPnjhxIk7EWRUVFUFBQVqtlnDOOAYQm+O4rl27vvvuuzdu3GDHDEcPRX2okrnZrmeKixw7duydd95xdnZmC9+Q9CeRSMRisaen55w5c06dOgUTRiaTRUREmEym+pK/DnrCqCbsaOrOjBo/YK+hDQxtlWa7Z3gbj+A4rlWrVvPnzydGc/fuXfYwnU43Z84cjuOGDx8uk8kEPtHqLs6CS4MPAriI8pPJEJXJZD169CBjuG3bth988AHA+jMyMkpLS0tKSshyZr2wCxYsAEcD0jVO//HHHyl71t/ff9asWcTvOnfuvHHjxiNHjty/f5+v71eTl5dXWVn58ccfE8dp2bLl/v376S546uDgYMRaYaDu37+/5iTzhyQWmSwtLW327NkYBma1ffv2Pj4+x44d45lcADYczdteJeUv5efnV1RUJCUlvfLKK5wNaKFHjx54L01IJSUl5M6wb+QgkFLbt2+fNm0adZ92c3PDhPTq1evkyZN6vV5gJtVtScAOxJUPHToE36per9+6dSsJXXd395kzZ6pUquqYCaKjSCRGwvD169eLioqaNjsaVFpa6ufnhznERsMWwxYuKSk5ffo063I+dOhQWFhYZGQk6qUBEI0IrZ+f3+jRo3GRFStWmEymhIQE6khXjz5pxKKzs7Npc7GTlpWVNX36dLFYjGIBiUQCnZ7dic2wpMVBDmomxO6mo0ePdurUCdaLm5vbxx9/rNfr8dPjBZfF2+x21rjl7fr8kY+suLjYYrHUHPZsJkTRVBYEAWrVxYsXFy5cCPc93JRisXjatGnUMQgvkSKxtaKSkhI2SA71GDfdv3+/t7d369atyVrDBxaw2t3dfcmSJf7+/oGBgfv37z906NC2bdumTJkCJeqpp54i671du3Zffvmlv78/JSPQk545c+brr79mffpsPfDBgwd37dqVnp5ONjOsX57nYb2z80bwOs2TiouLyXeTl5e3d+9ePz8/Hx8fFuaNZtvV1fXVV1/9/PPPQ0JCTCZTSEhI/VYnOehJoprqhDV2/aZUKlVBQQFbzd9sibb6jh07FixYgP1DbEtQiunr6wvWs2PHDrrCw7g/2cAdzQnFSK02eIO4uLhNmzaxTX369esnKEYlZCOCOyotLV24cCFQbTlbeirHcWvWrAH4Ic/z169fB1oyeAG44bp169gWgvVCYJRarRZPAesrICCABs/bzHji9SKRaO/evTRRdbuv9cFUfJ7nL1++TE/KcVzr1q2/+OILtosj4KxxCjowsS5PNpnNYrHExsZC2CDVvG/fvjqdrsmXt6DFLvsTtQTEw6alpXXp0oWEHyE8cxzXu3fvbdu2IbxZZwmHFgW4pouLy549e8ioQ542HNWzZs26cOFCDV2C0PIHH+CjVavV169fb1pLmG6UlJTEoo6zP1VWVsrlcioyd3Z23rJlCzJlTCZTeHi4TqdTKBQymUyv17Mo07179/b390e7KY1GAxZaX4xbpVIlJyfTYmZLVMrLy/v06cM239qxYwclefI8jzSNZpvL4yAHNQeiOqkpU6bAFIER5e/vjwPYFNbHi1iBSGTv97cysCOUadWcmYb1weZJt27devvttwELQqqXSCTq06fPnTt3rLYueuxZdabCwsI//vhj1qxZw4YNmzhxIryQBPgC0QyeHB4evnz5cs6OBJ2NOnTo8Oeff169elWlUsnl8rNnz+JGxPOtVuvChQsnT57MMShu1GZi4MCBly5dio6OpoP5B5sp0iOzaK/NOfWdrfpmXfz5+fmA5JDL5UFBQa+88goaX5O87tq1a48ePSZOnBgeHl5f8tdBTxjVFBOukq5duybAAaaKGvZ7mB/YVxSdYzHiG2HnsI5PQaM56jVCtGjRIuj6S5cuFYy2HmnZsmWwZqkzQb9+/eCbpOkSSJolS5aAM4rFYolEQjv8l19+4W3cITY2tmvXrmxHNRjMvE1ao46Xqlbq9mgoquzRowfl3vj4+MDQYq/J2dJ4MBhUpDyKTQ4vJgTA2rVrAX/F2ZJ/vv32W/7RGsMoFAq6mlQqvXr1anMW9vZUXl6uUqk+/vjj1q1bo2M2tZjnOG7p0qUXLlygI/kHGwaSOBTgCVtt1UqrVq3ibA7sQYMGHT16FK2SoqOj4Y+QSqWXL1+GZVhzF6UqKTk5GS551jBrnMRdFjG+srKSmoG3atWK1A6e5wsKCqxWK9UAu7i4zJs3b9++fbt27aLUaDy4QqEwGAwXL1708fGB6vPFF1+cOHFCo9GgpbDRaFQqlUiuQWAcKeUIKQNumgjfoGkzmjnhMLRlUkNvYZUAACAASURBVKvVcKURlCjP86WlpXfu3AGoHtIcOnXq5Ofn1wiT6SAHPXlUWFg4f/58Qr7gOG7z5s137tzhmR6tDmoOZO87DgkJ8fT0pIw5+O7/+c9/srjK9XXr8vJy6qBJ+s+oUaPGjRs3fvz4SZMmnT9/noX0LysrGzVqFAWoyRKGcggdr23btpcvX1YqlWgCz5LRaLx69er//vc/1n5GLMTDw+PkyZN8VZL9cSeoB9Be4uPje/fuTaHvZcuWXbp0qaCgAH72I0eOeHl5DRo0CH4BCsxIJJJZs2Zt3779yJEj8fHxCoXCbDbL5XKcFRkZGRMTA3c2irnCw8P1ej1EtlarhUfbYDAgWxZAwhoburBCoYiNja2t/uMgEHpSYj4RaAEIS6MNoNaWsNFoRHkMmxtsv17pV6hrFosF9WkUL220/SMYp4AvsAwUmwpVggib1CMToa4MJ0+enDZtGvRUNzc3sVj88ccfx8fHs6PFpMGDUF5evm/fvm7duhGfBasVi8VgeTjLbDa//PLLZCq7ubl5eHj8+eefNAByJdat1IdgxoKCgsjY5jguPj4+KysLLxQ15M888wxxdqlUqlKpqOVv3TyO9BZyc3MJPBkCYNGiRWRH1U28WSwWjUYDKQI59MUXX9ThOk1F9DazsrKUSuWuXbuGDBnCrhOO41q3bn38+HEKcdAHQYd6/kEEOKz/ZcuW4VKenp6bN29OTk4G/pNarSafTmxsLAuIVVtKS0ujm5JDjaiBeIX9ajl8+DCVMMybN09QQbdnzx7Olnnl7u4ulUqlUqm3t7dOpyNJCVkYGxt78eJFJPC3atVqzJgxISEhOAZgY9HR0REREZGRkUajEciW6FQHYG0ifBMXF6fX6+FliImJMRqNOp1Oq9XeuXOH+mQiXGO1Wu/cufPpp59yttQAqVR6/Phx/jHM4XSQg5qWALB89epVqVRKISZXV1eYwTwjlQToUw5qKoKNBJZ4//79//znPyQHBw0atGnTpsDAQI1GU78ChWTo3bt3N27cePTo0d9++83Pzw+JA1B3s7OzcZhGo9m/f/+BAwd8fX27dOkiFovd3d1hCbNNgMh6f/rpp0UiUevWrdeuXXv48OGAgICDBw9u2LAB0DZwzUDEi8Xif/3rX3v37j158iRmADWM9iGfx5RKS0tZ2BSZTIauyNiYYrG4devW//nPf9auXfvHH38YjUa4lVevXj1kyBBSVsnp0LVr12+++Wbp0qVKpfLKlSuQsGyjHFjCaAwRHh6u1Wph5aIvMSS1RqPBB4PBgMyvuuk/DtLYLGG4JDD/cP032gBqbQmrVKq0tDRsM5anoBUQPqelpa1Zs2bChAkjR46Mj49n0zIRQmw0ycHWM7Nt3ATcEOOhDUNhxnr0HRI/ysnJyczMPHLkyAsvvIDbubq6Dh06lOd5Qv8TnIsk3m3btrVo0YJ6ySKbd9y4cVSzpNVqoayzweFJkyYhKosrw4tRN+ZYVlZWWFioVCoxALBge2N7xYoVbm5uVK0RGhqKX9l+1A9PyLhGKfWWLVs4JhGoY8eOiHY+CqwlLPwvv/zSxcUFC6BDhw7ULuKxI6vVqlQqd+zYAb5P0MEdOnQ4ceKEPcYbAeCReSzYm6tWrUIfXY7j9u3bl56eDi/p3LlzSbSYzeaIiIjo6Og61MGGhYUZDAbqiGu/6fBNvdvDbGYjpc1LJBI86fDhw1muVVFRcfDgQdJXKC/jmWeeQd9CuDMRIo6NjTUajWFhYZ988gkOGz9+/MmTJxHgDQ0NRfcpg8GAfOno6Gi9Xq+qhqgDBKLuMplMo9HcvHmTJgTcDLNHSdFOTk7t27fftm0b/2AKgIMc5KCHIeyvAQMGsF7FrVu34lfWYecwg5sJUcobVNOwsLDnn3+e47i///3vlBXFP4i+US9EBcaUuYa1gXjGvXv3ZsyYMXLkyBEjRsCCdXJyIrlMvR4B8kxefg8PDzbyQa0iOQZClcjNze3tt9+OjIwUzEb9PmZzoIKCAtJd//zzT4CQtWjRAnLZ2dnZ09PzxRdfnDlzJsRrZGRkSEjIr7/++tVXX9G8kZ7v6uo6cODA4cOHHz16FNJWr9cbDAaZTBYSEoI8LIQlY2JiZDJZZGQk8Kgh8dGvOCwsDEfWIxzm/1mCx1+lUsHd0Jh13bW2hOVyeUJCQnWI8zqd7r333mvVqhXtarSoSUxMxAGNWYcAlldRUfH5559zHCeVSr/66isWAQJ6P9hWdna2VCrFjpo6dWpWVla95z4JRGZ6evqaNWvg2QK5u7sj55mvqj6W53mkaDo7O2NXI5LZokULs9lMB/v4+IwYMaJr167kAGvfvr1Wq6UDKJ+5VsTasT/99JO7uzs4dfv27fPz84uKiujpkDdLC6Bdu3Y8E9+u7X3plOvXr/fs2ZMeSiqVHjlyhMynR1FHysvLfX198erxd+7cuXW+WpNQWVlZQUEBu7kuXrxIrmVyjnh4eJhMJvvTWYcRb0vfwgcfHx8kILi6ul6+fDk7OxtpRV988QVnq53TaDRardZsNtfBh4c0GL1en56eThuTHQ9ebr1vRjZDhOLkUE2cnZ1Hjx7N2woWkJzv6+vLClGRSPTcc8+tW7cOuPqACkNBF57IYDCEh4fPnz8fx3/66acJCQkmkwmyNjg4GFZuVFRUZGQkeRBgGCPbCt/o9XqAjRHSWGpqKkZOuTkmk+nPP//s06cPcZLVq1cXFBTQpDVnEBQHOah5ksFgQJor5KyXl1dUVBSrM/AP9h9yUNMS8vhYKNOCgoLQ0FC1Wo1/8/LyHrItyMMTIXFCJcat09PTIyMj161bR2CWVLLEwluSNPH29h42bNi4ceO8vb0nTZo0YsSIcePGvffee71792axoDw9PSHHpVIptK8uXbrMnj1brVZjGDk5OZWVlWz49AkDg8CzFBYWUk2Q1Wo1GAwbN24cPXo0TRS5qgcOHLhu3bpjx46lpKScOXMmISFh/fr1Q4YMefbZZ8kZQTPs6ek5a9asgICAPXv2/P7770ajMSIiAua0XC5Xq9VGoxF2MgQx3NMajSYqKgpivbbKj4OIYmJiEATGJCO63pjOhbrEhI1GI9CJiVDCXlRUlJqaOn78eNr8BCM8b9687du301mNEKYgW/38+fNY62AiMTExlFVIg8cGW7BgAbhV79690Xuz3hGngElAlgbP80aj8ZNPPiGjpX379mhNxDP6q8ViwZ7nef706dN4ELFYTFjB3bp1CwgIoI64PM/7+voiKosrv/TSS4GBgWazGcOgyu1aUXl5OVLc/fz8yNDlOI41ku/fvw9LmGNyUQQl5XWgyspKBOVwTRcXl3HjxuFqAvCzupHRaOzWrRuZdgMGDHiUqzUmsSYisqEIdOr48eMkazmbL9nLy4ui9JQ0W1paCn2OShvola1fvx6nDx06FPe6ceMG+AC+d3FxCQoKSkxMRNfx2vITxFQBRn379m3Be7Ta2pU3RFiYrePA4xPjGjNmDM/zhYWFpPXu37+fFbEcx/Xr1w/Pq1arYf0iPxx2LAClIyIiZsyYIZFIPDw8li9f7ufnFxERERcXJ5fL4+PjUQCMhkxkGGNayDmq0WgQhNdoNDdv3szNzYXyDRZaWlqqVqsHDx5McCnOzs7fffcdbfDi4mJHNaODHFRbKisrmzFjBmvGICAsQF93BISbCbHYpbxdaw+2FIivV88guwDKy8tPnDixefPmOXPmODk5EfIIlhCL59yqVasFCxbs3LnzwIEDv/32G2mkdDU4ZxMTEzdv3ty7d29WjlN+1tGjR9PS0sDqSb3kH4RubfxqxIYjtjkzOf3v3r1rMBjQx2Ht2rU+Pj6vv/46zRJlni9YsODnn3+GW0Sr1QYHB3/99dfLly/HS5FIJATrjbrFF198cenSpWvXrl28ePGxY8cAignbR6FQIL1LJpNptVp0ZsJla+id4aC/pNjY2Js3b969e/fu3bs3btzQ6/V10CfrTLW2hBG1SE9PZ0UCAQzyPL9s2TLKjEX6PllNU6ZMQaubxiHYA3K5HL1nUT1//vx53hb1Yj1nFoslKiqKs4ED7dmzp97D1/n5+VC4Sa2HFZeQkPDyyy+7u7vDrF2/fj2Z8WzGL4CvrVbrli1bWrVqhUkm1VwsFvfp06eoqAjI3ikpKd27dyfm6+Hh4ebm5uXlhYydunkiyHBKTU3t2rUruTl//vnnkpIStJwB8126dCl8lm3btvX09GQ7J9eBKioqYmNje/ToAQaHR9bpdPiVbQVRBwmHCSkrKwMGI8dxzs7O77777qMMuPGpSoWstLQ0JCTkm2++kUgkWAlkDO/evZsOgyODFZm0L27fvv3f//4XoJeTJk3ClxkZGRqNRi6XIzeJ47jPP/8csBN1c4vCdIRj9ebNm0CogpbZoBDHbGo0EoyJU8ESpv5bBQUFe/fupeUhlUpbtmzZuXPnQ4cOob4oKioKAA8o7tVoNKgfRsb4pEmTcOWuXbuOGTPm7Nmzer0+KSkpIiLi9u3bSUlJwLSEIY1SGQKajo6ONplM8fHx+fn5aAhM4y8sLDQajQgFo1sSx1TOE99wKOsOclAdaPjw4YC68PT07NOnz82bN9lf2UKSJ8PSeNzJarXCd4kWiTzPU+iF4vYNEYOha+7evfu5554jk5XFNwWtWLEC0cXw8HBqHcKCOJSUlLApBniKpKSksLCwq1evymQyFMjAl437Yu2xyipJtCcpFYhUYnq5KNZDFFGj0cC/rNVqAwMDfX199+zZg94WCIOh83C/fv169eo1fPhwrVYbFhZmMpl279596NAhuLmh+ROR8ty5c+eBAwcOHTp09erVkPJqtdpsNuMiMplMqVQiUFyPvSH+rxGqrK9du3b79u3MzMybN28CXrTRBlAXS1ilUgkSpK1WK23gRYsWYQFRnNPV1ZXwADp27AgQl0aj0NBQREswhnbt2rGhJ1J2S0pKrl69SpzLyckpMjKyHmPCxKrI/4e/YIjl5eW4L/atWCw+d+4cz4hYAqzCl3l5eWjtAIMTf8nviMOKioqgf7PNx6dPn15nuxQDzszMLC0t/eyzz+iaEydOFByG7qx032nTpqFHVB00BqwrwDtTOwSJRMIzKj58BHWOfVVWVhYVFXl7e9MqHT9+fN0u1VQkSG8WVMJPmDCBnCZYYK1bt963bx8aa9tXOuBFWyyW06dPYxeLRKLRo0dDst69ezc6OjoxMXHt2rUdO3bEcl2zZs2jYP1R0/Lo6OikpKSsrCzoBA1qxQnC6TzPIzXayclp3Lhx+L6kpCQjIyMhIeH7778nzkCS0tfXl5qukzGsVqtlMllcXFxoaGhiYqLRaIyMjPT29mal7FNPPXXq1KmMjIyioqK0tDSe5zMzM7OysrKzs3NycnJycrKzs7OysjIzM0tKSqiJIlnCpOFRihfI29sb39sXhDvIQQ56eMKGQooQx3Fjx47lmXorFoiIEmoc1LQkeAvUPtBqayzMMy0q6/3uKpWKXMMuLi4ILXbs2PHSpUuCQQKuhe1Fap9jT+2CKOmabfjMPgv/IFworcwqy+sea2J94qWlpQUFBffu3YPmAARKdFW4cuUKxDECuUuXLoVWDE2GjdLt3LlTo9HAYW0ymS5dujRixAgSpojDU+ctUrOfeeaZhQsXXrly5dq1a3q9XiaTEYCWI0G6zoScOI1Go9PpjEYjgYk22gBqbQlrNJrIyEidTpednU1VhVid0NIyMzMXLVrk6uqKdmqsogZd/O23326ELinUWlYmk3FMsoRIJMIBrJKNR4C5RQcrFIr6HRI1tuVtyTwYZH5+vtVq3bZtG02USCQaNGgQ5W1WVFRQ8gw5IFUqVYcOHThboA9TDR/2kiVLcOWIiIjFixeDEcAEcnd3P3HiRB04I9uSqrKyUqVSIdLu5OSEaCFbgO3v788x2dEjRoxgYZnqQJGRkexa2rp1Kyklj571hIcaM2YMXZ8MoeZPeJUopmVFIzWULi8vT0lJ2bhxIyFwwCv0j3/8Y/bs2YAdplRb1mVeWlrKAibDO2C1WlHvqlarUbUO98Hy5cvrBhoRExOjUCjgESSAitjY2KKiItTo2j9s/c4bz/PIaOBt6i/HcaNGjaqoqMjOztZqtQaDITo6euXKlWBo1N+b47jdu3fHxMSQMayx8XGkfCMgLJfLExMTd+3aRX4WiOQxY8bs2LGD+lohrV0wwoqKClrnvG155+bmTp48efjw4ZMmTeKYrJDt27fHxsbyzC6z2npIOuxhBzmoVkQ7y8nJycPDIzY2lranQHNwmMHNjVggGFIJyGFR78wQl42MjOSYiAvHcYMGDYIZTLKYf7CMC2igdAX77CesNBbeEh8E31AquCDiLdDPH2ti540aC0PUorQKNUQAvjKbzbBvo6Kizp49u3fv3oMHD/78888waz08PNDn+aWXXho4cODbb7/dp08fqCJ+fn779u07duzYtm3bZs6cycaQWCv6hRdeGDt27Llz5wAujW4OjZnK++QRaoOjoqJYbapZW8LAMlWpVElJSdh4gkoJfLNixQrOlssql8uDg4PHjh3L+maWLFly7do1OhGQS6y5RYR+BnXYPEj7NJvNvXr1IjhljuMmTJgApkN2He4SHh6OiBA03StXrtThpnUg4oNHjhzp1KkTrFaRSNS7d2/4NcmjaW/pnThxghoLYfD4sHDhQkBGw0YaOHAgu6XFYrFSqUQaKs/zRUVF9uySWA/5IPENRpufnw/wanD/AwcO8IxB5efnRy12OI4D/tCj+GI5W2YBLqhSqep2nSoJq46idhKJBBGAx50E/cNOnjwJpwkaMoOtv/XWW8DQYmu5sczKysp8fX1pReEiGRkZ8fHxYAJnzpx5+umnccCMGTOCgoIQETUYDGTcotgVHtNakU6ny8jIsPd5C4jcSXWYHIJcxr/Iy0BT8cGDB9+8eROFu4DHWLJkCQvmiWW/f//+6saPRlNg6+Dyu3fvnjhxIsckywguSG4FvJqnn3766tWrcrn8hx9+oNgU96CXuk2bNk899dQnn3yC8L6DHOSgOhBlZvE8X1RUNGXKFImNsNGaeoAOaqaElaPT6TgG1bl79+63bt0ita2BotD/14gEPSbz/v37dehatHHjxhEjRnh5eb3xxhuwR5AUTYGWHTt2HDt2bP/+/Xv37o2IiECs8t///nfv3r2HDRtmL7Vfe+217du37927F6m8ML8VCgWKxcLCwmAnw6ijAijqnljb8deWgMMMcC9Ml0KhAEgnwE0EACVNRSaTCR2qDAYDkEfRSBKdKZFnFxMTI5fLMaUaG1AZulcaDAaz2fwoddp1iQlDDzYajQgo8UwLFrZXEHUi7devHzr9LF68mFX4Pvjgg+3bt6elpbGtUyi7AxnL9bKF5HL5K6+8wtnSa3v16iWTyfBTSUkJmXyXL1/GlsDwtFptIyBdkzcB2zswMLBz586cLQlzzpw5wIWmqabyD8K+8vX13bhxI2EqQJXH50OHDqGe9vbt25988gnB6uDXb775JigoiKzrKh2KfPU+xXnz5kFlR54JvkQyj06nA24BxMOwYcOoHLe281NWVma1Wkn1d3JymjNnjqBk61GIVuzIkSOJu02YMKG+rt+EhGwCilqUl5efPHkSgQ62E8Nnn30GaHdCG6YSuAMHDmBFLViwANdMS0tDez2wzm+//ZaA8ebOnYu+fPDRarVapVIZY6M6MJn4+PiMjIzCwkIWqRWRUrY4vM4+fhaeBB/IX/bmm2/GxcWhfBcIGWvWrMFSx8PCDfTpp59WN36j0YikKYiiuLg4g8EQFBS0ffv2BQsWdOnShXpTYVVTW0hW1qJ5Bu4olUoJgBAv8W9/+9uWLVvi4+Ox6Roh0cZBDnrCiADYyc+bkpLy0ksvsb6q+fPn4+DG7HzhoMeF7ty5M2vWLJKnAwcO1Gg0FGbgben0NfhzHfQwJBD6WVlZdTBe9Hr91atXUW69bdu2b7/99t///nfPnj0hZwlHWiQStWvX7oMPPliyZMmPP/7o4+Pzyy+/xMTE/Prrr/Pnz58+fTqUKGjp8JctXbo0MDAQVplOp4NVRlBbZIvCzIPZDIuuQSk2NjYuLu7atWvJyckpKSnJycnXrl1LSEgARLNerydEEkLobBKCGUyRA5PJREojOmsgJoFkeKPRiDeIvpXIJYyIiHgUz0KtLWGEd6DeXb9+nUoK2c4riCJeunSJoh+IGWZnZ69cuZKCrjA4hwwZAjOPzRzGB/uuKg9PyAkkBvTpp5+yjpz+/fv7+vpSxSzylsPDw2EhYGAajeYRtu3DEtkeVDy8ceNG2pBisfjChQt4/IKCAlitMGzIgi0rKysqKvr666+hH5O5C5P+tddeQ9AvISHBy8uLsyV94dW0bds2ICBAUFWI2wGwmv2GfzAoHRQURFyjR48eer2eWrpXVlaOHDmS8jZbtGhx+vRpvq6JOhaLBdeB9+7o0aP1junN87y3tzc5EZ6MmDARm5QeHBz8448/kpMCs9q3b18KKrKA0qj3btu27blz5/Dqk5OT0ToYbs7ly5djvbm6unp6em7atEmv10dGRqL3j0KhgBlcByQJ6imXlJRE+xQmuqDpcZ3VC3IQAOmtrKwM0yKRSLy8vDDsmJgYRHRXr15Nv0okko8//vill1768ssvqxt/VFQU5IparUYJk9FojIuLA6rW/2PvywObqrO2b5qkCxTKIuio8w4vjjojIuiwIyCgILgr6rjwOaOAiiMKgmwCslT2ARUsW8EioAjKvgiUbtna3DRts7QppRvQna5pmrRN7vfH8+V8P9I20FAo0Pv8oSFNbu56fuc5y3MOHz68bt26119/vWvXrjiB7BAvzJOkh4uVXfnf//3f0NBQpVIZGxurUCio6cBut7PKKyJEiLgWeCxJtbW169atCwkJoWhU586dU1JSyFa00m6KuEWB/AFywkFBQZ07d6YsC+FGSz+2EbDZsrq6uoKCAh8UlbAWm0wmnU4XHR0Ndrp3717oZkGMlhgKLcH4Z79+/UaMGPHxxx/v379/x44d27Zt++abb6gsTiaT/fnPfx46dCiyl8j9QlATzA1cDvtsMBiSkpKUSmVz97+5UKlU8fHxer3ebDafP38+Nzf30qVL+fn56enpFoslNTUVkx1B61oxM4wEb3x8vEKhwD/hPRqNxtjYWOTV8RmFQoEyPSSKlUol8g2YyuHzDviimAW/FnOoS0pKkHSyWq1se4YgCHa7/cCBA/DtwsPDifItWbLkscceg/cskUigsLd48eKsrCx8nVXAZ6UpmgXYHfpudnY2Bo4FBARgkevatevChQvLy8vr6uqww8uWLWOrE0+fPu3zQ9ss0E4i5FxZWblv3z4knSDvHhUVdfnyZcrZevQMU5Gn1WrF4IeQkBC2xV8ikTz22GNZWVm1tbWvvvrq6NGjkY+CqENwcPB///tf7INHzNtut3toL+EiOhyOyspKg8FAvFomk23ZsoX6Uux2OwpBSY5v586dgk9MOCoqSi6XBwQEUGZsx44dLSiKiPuktrYWO4zm5zsjJ8wuveB7uHzV1dVHjhzp3bs3m4EcOXLksWPHwDnZwngS7RAEwWq1KpVKo9EIGgxDP2DAAGLUEyZM+OOPPxCiwwdQe+NDrJEm1yM5XFxczMbFPNivD/eVxwQU6NhhSQsICOjTp090dHRycjImCkJ4g5bGkJCQxMTE48ePm0ympvY/Pj6epDjQzoSFkOp/EhMTTSZTZmYmPf7kZ3vMeKPXtbW17Pg61kh6vBAhQsQ1ApUm0E1MTU0lzdjAwMCQkJDVq1e7mKmHIkSwgMtUXFyMf5IzSRAJcEvBgwnn5+cjW9gsoFqN53kMfUxMTAQBQ07SYrGcOnXKYrFotdqYmJgvvvhi2LBhI0aMQHch1XBhfOl333134MCB7777buPGjUOGDMGfkE154403YmNjNRqN0WiMiopSqVTYVarmTUxMhBvQ3P1vLuCJad3AmzqdzmQywTMxGAzosqby6dZCXFycTqeLiopChUWXLl1mzJgBbmw0Gg8fPrxly5Yffvhh48aNBoMB9B7UF+dWp9OlpaX5/Ou+VEfz7rS+RqNJS0sDmYQTVl1dTdFTPP8nTpz49ttvMeqWcjvZ2dnvv/8+x9QB+vn5LViwgG56dnSYb4sQcTZ6Jy0t7b333sOPIiMaHBw8c+bMw4cPC4Jw+fJlkE/IsXbq1CkmJsaH320umjq6X3/9FWcGw5+WLFkiuFOyHjyQVdOpqqqKi4ubOXMmCWhRWn7atGlhYWH4OWp4ABnu0KHDwYMHsTXMIvIQ3cGvsFXZTqezpKSEJg9hPwWmpfnYsWN0fdu1a/fdd99h6HRzz09sbCzVRYN1sxOArh84IVardfz48XQsEyZMaMGfaBVQYp/uFhczPlcQBLVaTRXscP4CAgKmTJkiMIJbBCr6wAC9yMjIlJQUtAR//fXXuNkCAwMlEsmUKVNQGAzODCrrm5gERdyQUC0sLGxBAS2PYgdsmVa7V155BaYWa5VGo/n111979epFdwiWDS/9z4mJifirTqfDSkPDoqB1qVarU1NTwWzhTrEjMdFpQlU2Ho88K/1CgTDRXxchornwqEQ7cuQIx3Ty9+zZMy0tjT4sRppENARKIGGiIeyCJDAVRbfy/t0pYKuj6+vrCwsLfaiGRS4R8WiTyQSVJr1ejzrh6Ojo+Ph4hPKzs7NPnz5tMpni4+Ojo6NXrFixbNmy6dOnky4PXKb7779/2bJlX331FXflXIkpU6bMmTPnl19+SU1Nxc+BdcOpQMYY7Vc3FJSLJkqM93UMEt1oRSackJCQkZGRkJCA6t2OHTtOnz798OHDer3+v//978cff9yjRw+O46RSabdu3T799NMFCxasW7dOpVJBtAxHdz2iZc1mwjizcATRQZeTk1NTU1NeXg6y1Gi+jlr7KJOZh0H8fAAAIABJREFUlZX1z3/+E8dGmmwzZ84kX/A6tf7q6upIAMNms+FHL126hOiOTCajdtn27duPGzdu4sSJHFOdOGfOHGqbvNGgQ3Y6nejtxIrrMYyOrWH2UNJjt1ZbW1tSUjJ37lx2GjuOq127dvPmzauoqPjnP/9JCof4mJ+f39ixY2nVJ94LsCKE9NNWq/Xw4cPYAqgUlgGB4RVEhocOHZqWlubDqnD27Fn4JdhOQEDATz/91IJynTjMM2fOhISE4DyEhIQYDIaW2n6rg6Y10JhBwX3L8TyP6I+/vz9ug4cffvjChQv4Fltti7NUU1NDwgaoXUlKSjKZTDh14JDt2rXbt28f1Av0ej3N1G2uncEXEbDUaDTgjYWFhewtdJ1+BkXr4co4nU56UjZv3pyRkaHRaNLT01GTo9Fohg0bhkFlfn5+OHwvMV1oZiQmJqpUKoVCgZ6WhISE6OhoLDkajUar1ebl5QlMlpslwwAocUMXHMdOCthi3aYIET4ASwlNqRkxYgSWLUT3Pvzww5KSEpEAi/ACqtHzGMvnoWfBljqK8AEeilllZWXJycnN9SsQjFapVBi8hOJhvANWbDQaseJD7gS+h16vVygUKIXbtm1bWFhYjx490MMYGBhI/EUikcjlchLfkslk995778iRI8HYNRpNcnKywWDACGKj0XgTpi4h/k7tacR+KUuccCVu9P40hbS0NFyREydObNy4MSIiAioz7733HgqHqV4PPFkqld57771LliyhQAbOrc874GNOGIGEhIQESHuVlJRQuq+mpgaZYYhRsYSK1aele3ru3Lm4b+666y6pVLp27dq9e/dCx4JSJb5Vw5aVlQlMBhVbc7lc77///n333SeXy6kZj+bxYqDovHnz4BxjN2402EQQXqAsWafToYwcdKVXr155eXkkNE09kw1F9nGwCxYs6NevH5FhGnYXGhp6+fJlp9P5zTff4KHt3Lkz5V1JltlD8JCcdcr219fXl5WVPf/88/QT/v7+Z86cwXdLS0uh90N8XqVS+XZ+iouLQbZBibdt29ayK0ptbe2mTZtguSCJdAcoWzQcJwhChXuMdNr1ev0TTzzh5+dHlT9vvfUWBbkpsIWrX19fjzQvimowH0ir1S5ZsiQkJISqCt9+++24uDisIt7poheQQALilOiuMZlMFRUVbDFwC16pP/74AxLN/fr1Q2sK/gsGGx8fj6fJ398fevjYw6b2Py4uDuqROp2OtCJZ2QxYThglj5o6qAY0LAJHdM9jtIZHaKClzoYIEW0HMIZRUVGBgYFBQUFwbUNCQgoLC/EB+DOtuo8iblFQVQ7NzqD32e4kMVh5nfBYDW02W3p6enP9Cqy/KAbmeR46ICCHWJTVanV0dLTRaMSwWBruiPmIGCCMdt/o6Giz2bxr166RI0cOGDDg/vvvZ1Uw2Wk1cLMfeeSR5cuXIwKOZtebwDw9qqOJ/TZ8p3WZMM682WxGY3BCQoLBYIiLiyOBJ2IoyKsNHDhwxIgRa9euRa819FmvR4HMF8Us0gSHe6fX63NzcwUmcwjRrJKSEvhtVquVsrvs3QyHu66ubt68eWz+s3v37gcOHBAaDMZsFuAUYvXyINIVFRXnz58PCwubOHEiyA/nLkLmOG7WrFns7t1oNJRuttvt5NFqtVp0IIC0T548OTc3l9J6rONLhZRUJGm323Nycj788EPOXf5KYndffvnlTz/9lJubO3XqVCpQxyV4/PHHo6KihAZMmAKfwpW5uFdeeQXfxdc1Gg1R5U8++QQZNuQbExISfO7vZR+GyZMnt6B2tCAIWVlZ06dP55jilhbceCuiqXGCRKVwTbVaLbRSEQbq27evwWAgSVXKVeL+RBUNtArQYJOQkBAbGwvlbaRMu3XrtmvXLrPZrFKpDAYDGm6ba2cwiik6OlqlUrFRzEuXLtGDSfbEt8wwG6dPSEiAnpy/v/+aNWsMBgMWQvwXVTADBgyg+5ldTZsC2qQ1Gk1KSgqKyXmeB73HNtmcsMBk7xsFO/CJSDJZgBbsnBchok2BaqxeeOEF7koIglBbW+vz4AMRbRBs7Z5H942I60FDjzQ7O7u5foVOpwMLpfZgLMrJycno9kpPT4faM+qi8SIuLg4SmOA7SAQi1p+YmHj27Fm9Xn/o0KG5c+fOnDmTEmwymQyON2Ua7rnnnjfeeGPJkiV79+7VaDQ+KIk2Fw2HJHmQYd6d1wTnv9H70xRwOdiJm2CaBoNh3rx58+fPX7Ro0aJFi+bOnfvll18io6BUKk0mE+IUaMe7nvPpY064IUpLS9lcjc1mq6ioKC4utlqtVqvVZrPRTBc2VAZ/rry8fMGCBSTvhO7Wn3/+WRAEh8PBuoD0GDTsnbt2UNAuMzMzISHh0KFDy5YtCwoKOnjwINoRhVtgHDlqU20225tvvskx485ImRBn46p1wkVFRSdOnEBCmJgeMp+PP/54ZWXljBkz2Jk6Eonkb3/726uvvorlH7LeNTU1rFwBy9UNBgNl1DmO69Onj+C+OnFxcZw73y6TyR599FHBLf/rQdK8rBN2u91ms1FvBipSdDqdx2ecTqf3mD2VdiO3iTdx9qKiojh3WSyO4o5ft9h8Y1VV1YULF+gMcBz3j3/8Q6vVCsyijhNSW1ubnp6OMKpKpUpJSSFrPmvWLPScw+LPmzcvJSUlNjYWjTHe5wlDyBFRPdQOYSlCNhgVRLB34MPsJHMqD/Z+vGyLO3txbTYbvrt+/fouXbpwHDdlypSTJ0+azWa9Xg+BR97dsYycMAp1oLjoWwwVs6ZgvvPz81v62jYPVDPPZi3u+PtfhAgCRdaGDx8OzxVr1nfffUfrlEdHkohbDWzrFlZ59nqRfAnbHCTiDkBOTg5akKBBhYUVudxGEX8lWjwXGh8fv2vXri1btmzfvn3q1KlQHYI9YaX47rvvviFDhnzwwQeowY6JiYE7ga7XxMREi8WCym2FQoGsNZgeYuj4E8/zGAicnJyMJDZNLUamFD4Gstk0eQiEH19Edlqv18O58u6n3dloMSZssVhYXVMWDocDzbqk7ELFmaQKU1JSsnjx4kGDBtHt0r17d47jsEpB9taDxqCE2IeHhyg0GcTKykqoeYGxC25j2oL9qD4AXnJJSclbb72Fei3wNI1GI1wpKkbqvg0BRn3mzBnaCKYrIeLAcdzcuXOtVmvv3r2JJ6MYe/jw4YmJidgIcoMgnHiHbU08ceJEu3btoGjl5+fH8zzWG71ejw3CEAQGBlZWVrIVrcRkrroy7d69u1u3bggH3HXXXStXrvQ4A9cC8nhsNhsbuJXL5dTpERQUdHOU0loLCKyyyskul6uqqurxxx/n3COCUD6Ah4tlj7W1tQiU0oQAGFCQ3q+//rpv3764qTp16vTtt99isrxarfYSq9NoNEOGDJFIJJMnT46JiVEqlRkZGVCZ4nkeM+JIbxmLgcFgyM3NtVqt1xhxZ8ULHA6HixmwbLfbL168uHz5ctzzAQEBYWFhaPEFyadhSHq9fvjw4aSFjlYi3xQmwITR33Lp0qUbdql9hEiDRbQdoIKpsrLyl19+YQvwJk+erFAoBPf0CrTrt/bOivAGosH4J5J1kZGRiOajA0W8iHcYCgsLzWYzNJOwHKPONqFpNEyEtmAulLSEoc985syZ6dOnP/zww1R6SVXT9A7Hcb169VqzZs3u3bs3b968ffv2TZs2rV+//scff0xLS4OKNcYIqVQq9DOj3wqDi9G6pVarMeeC9gR1baTTiewCgvvR0dGICxgMBrBrnLGWOgm3I1qMCWs0mpycnIb1zIinggxbrVbKLrK+Kd6pqqo6f/485gCR2tOJEyfwAaqEpOJbwVenjdIgDXkUqVsjcd2KsUM22eVyubZv3462W47jBg4ciEVaEASKL1wVdXV1O3fuvOeee+hRpCbhL7744uuvvw4LC3v44YeprqN9+/Yffvih2WxmTzImr7IpuPr6+oKCAnZcs0KhqKysdLlcUVFR+AkkcqVSqUdYndpWvRwCJtQXFxe//fbbxNUDAwM9pqfiY95PBVtAzp4WmCekNP/973+Xl5dTCPnOAw6fjSgB2dnZ//nPf+RyuZ+fn1wul0gkeB+nlJwMFC0nJSWhmgXRRLVanZubm5CQMHv2bMgbcBz37rvvJicno5HYi2JWamrqokWL8Lx/+OGHoaGhyA9j+jyaaiAJCMON2XE6nS43N7eh7oCXo8Y1xdxgvJmRkbFnz57/+Z//wc354Ycfrl69WqVS4dBQlY1lBsR1xIgRFD/CumI0Gn0wlVi9eJ5PTExs2Tp/H4DwJY1eFwShrq5ObIkU0UZAa8Hq1auxBMB8UYcw4Q4Qj7izwVqtqKioJ598Ui6X33333ZMnT/bQXBAv5R2DmpqavLw8FCpDiYPneRTZNgq2bxbLMSsodf2A5hYEt/R6/blz5xISEn799dfPPvtsxYoVr7zyCtVIwuuQSqXwKIjyICuD9MxHH320cuXKxYsXL1q0aP78+cuWLduwYcPZs2dNJhOESIlyo0wPSmAoHoa4aVxcHM/zZrMZk4eQMCfqS21r0GG5CdXatyxajAkrlcr09HQ2OQnuWldXhxeYOWy1Wsl/JXuEYad4bbFYRo0axbnbVv39/ffv3+9x93s0DDQLHiwI4jRwjtl4YatXR6P+s66ujjLtK1asoMzwwIEDjUYjBRG85IQFpjSotrb22LFjmIyK00s5rpdeeuny5csqlUoikVAlNjLDOC3EPJHPZ6UgBEFYt25d165d5XJ5SEgIzdaz2WyffvopTaTgOC40NJSqmJrqYvUA3STh4eFkJjiOW79+PRtSuWqs10M4DQooNTU1K1asoN1r3759eHh4Gwkbe0QEXC5XTk7Ogw8+SLfE8uXL6QYjPmw2myFmgKce5jgmJobn+fj4+AMHDvz5z39GZCE4OHjixIkqlQrZ46bsBvK906dPR5jj7rvvXrFiBZpzSI+ApBejoqKgbKFQKAwGA93YXphwfX096d5RnKu2tnbmzJmPPvoofF8/P7833njj7NmziLPioNisLxQyhg8fTmEdo9HoWyCZtAYRrD137tytUKrHxjta3fSJEHEzYbfbk5OTBwwYQFHggIAA/Am9PK27eyKuBawLpNfrITUKvhESEkIiLCIHvvNgs9lycnLYOb1elmbwYVA+Uopqwbm+mAoBYqnRaGJiYuLj49PT0y0Wy9mzZ0+ePLlixQr4SJy7XhqjN3C74nVQUBBu3Q4dOrDKW2DIvXv3Hjly5KBBg5544ol//OMf/fv3HzJkCA4KgQCTyRQTExMVFZWUlHTu3DmtVgsNKqPRyBZCUzKc4gLY7baJFmPC8fHxKSkpOTk5yAc2dddSSsrDERcEwel0wlUtLy9v164dpV/8/PzmzZvnsR0qq25BkG7N9UxvainU1dWR+SYWGh4eTtXjcrmcZjhfywaLiopodu4bb7zBMX2haGYIDg4+cuQI5gCHhIRQApbjOGhoCVf2l8J7xn83bNhAjHfixImCm3lu3ryZSqNlMtlzzz2H71J1Lskae9lzHOCBAwfA3mUymVwuHz16NN5nl8CrFksT66CT9vTTT/v7+3ft2hXHu2fPHqHNFIhSmTQiVg6H4+2338bFQnJ448aNxB7xGRhWDIhHNlir1SYmJmJOvV6vh4Ia3aILFy7EcIKm7AZJQy9fvhxhDvwX3cIGgwH12EhEw47jvzzP5+XlkaCX98Okm6SmpuaZZ57B3UgqfQkJCSaTCdFcmjeIqiFUJeGfgwcPlkgk+Nbp06fT09N9mF+HCDRCszzPm0wmH4ZstyBYI9xQvU+EiLYAhUJBXSGwCegG8i5iJ+JWQ01NTV1dXVRUFOK5nTt3hifDKoOIZPhOAh5Pq9V6/vx5rNQ8zyPQ3CjYFmJ6swVzoWjjAhtCNB+Z26ioKFS0oat5+vTp8Lpp9uQ333xz5syZvXv3IhGF0jzYIhrwibwxcWN/f//g4GB8Hm9KpdKRI0cePXrUbDZjf1QqlclkSk5OxggM2kkE9xUKBbLKSDB48dPueLQYE8apRMVgTk5OUVFReXk5mwFm713q8KRpQB4aWqtXr4Ytw/ROYsLEn+HEX+dThDpArHZs5yRwi+QGoRkG8d68vLzevXtTHYXApI69bIHlijhGvV6P54dSrHjYHnzwwX79+pE3gDf9/f379etHs4JtNpvHiaqpqTl+/Di+Ap5w8OBB/Gnz5s2YsYYHddy4cRDLpX2m6IOX/Ud7z/nz5x955BE/Pz8i8JjYRN+9lkoB3F3k6O/duxe9zdjgqFGjLBaLcEenxZDS9xhST8drMpnIqkokkkGDBh0/fpwGL9XX12dnZ6PGBgJXKEOCmiICjRs3bkTIE+nWv/71r7///ruX6mhYZ7PZ/Msvv/Ts2ZPiKf3793/hhRdWrlx5+vRpg8GQlpZmMpkw+B5BX61W61GE0ijY5rGysrJTp07BsGCZufvuuz/55JPY2NiUlBSFQoG+Gp7nwd4RKgbVT05O7t27N25viUQyffp0aIb5YCexZXQLJyUl3ZxRbV5QXV1NAjOiLJCINgU0kcbFxbEOZbdu3Tw+1jBwL+IWBPlsCxcuZEP5bNUhpCJabx9FtCTIl6usrMzMzAQRRUlwo0DClrSyWpz7sdlm/ArS1Dqd7syZMyiZxkSJJUuWwJOH5bn33nuHDBly6tSp8PDwbdu2bdq0adeuXZs3b967d+/q1avvv/9+upmlUmlQUBBVbuKftB1/f/+hQ4c+/fTTTz755IgRI1566aU9e/ZYLBZkhnm3nhbi/hiBgcnGUOpq2bNxG6HFmDBKChFj4HkemjepqanZ2dmFhYVWq5UdgEnrisebeG23241G44MPPggZG5lM9vbbbxuNRvqk4M5Q+WDRUKfdULRJuJL/VFdXt25ikHR9BMY9dTgcX331Fahg586dH3300czMTFbJuSFYkknpemLOGNFEoSbi2KCvHIMXX3yRpKTYmjGn01lZWXn8+HH0PIBjSCSS6OjoioqKyMhISmLjT4cOHcIuXWNRKE4Cfm7OnDnEt4OCgubMmUOCQ+x1bGo7dMNgm4sWLeratSvNEJbJZNfedH1bg1UJZkNLiAcNHToUtwFI6WuvvZaSkiK4H9W8vDyqKUKmlHfPrENv7fnz59evX//ggw/SvfTZZ595ibmaTCae56Ojo1NTU5OSkjZv3vzEE09wTN3+/fffP3HixO3bt4NDIicMpmowGODIeoHL5cJiGRcXd++993Ju4fTevXsvXbrUaDSCWkORH1oUGGJMx4ipyHq9fty4cXj0JBLJtGnTIiMjKfJ67aDeY8RltVptU0KDNwerV69GwGvChAmCe1yWmDYR0aawf/9+LF4oUMQiRcUy9W6Iz8UtC7S5Ce5Q7/bt2ynciVp38qbEi3gngZ3ebLVaCwoKMjMzU1NTvfCUG10djV8xmUyYQAHeq9fr8U+85nke829XrFgxevRouCXkdctkso8++mjNmjX79+9HguHEiROg09h5pVK5devWt956q1+/fiiQ7tmzJ3nsHupc7dq1gzN21113TZo0afv27Xv37t2yZQsK02JjY5VKJaWyW+o83HZoMSYM6PV69IvTbCgk3y0WC1XnClf64h4TQYm57dmzh2NKAqZNm2YwGAR36u96zJlHToz9k0equdWrZNkJzHSi5HI57nV/f/+IiIhrCQegGJgtSAbS0tI+++wzyuVy7ilWOPNSqRRdkUgdf/755xaLhS6i3W6ni2i1Wl9//XU8hHApIHDtdDqfeeYZbBxJwi1btrDJdhLr9gI2780x0gIBAQFLly5F+S6rqdYU2GhLWVkZqlOI28ydO5d48h3Ph1nhaA8pkcLCwrfeegsnGQnz/fv307ktKSmhaQQkHw0bjUkGsbGxBoNh4cKFZNyDgoLWrFnTlMUAs0WaNDU1VafTRURE9OzZExF9sukDBgzYtm0bFKoooJucnFxUVHQt979Goxk0aBAu99y5c8PDwy9evFhaWopib1BfDBhAbQtWSvQJo9WZ5/nQ0FCqRzh79mxaWpqXXHdToNoZg8GANZiqLVoFNGn82WefvUWqYESIuJmwWq3Lly/Hc40ZaSqViv7qIabQGjso4lpBzsmOHTvoanIcR+okWMXEypc7DOyDWVtba7PZ8pvApUuXLly4kJ2dnZGRkZaWBrbi2wyIRgF3Aqs89D6pHyomJgadZVCrwkRcvV4fFRW1bNmypUuXzp8/n/JGuG+feOKJmTNnhoaGrl+/Hv4VMo54ERMTo9FojEajVqs9fPjwnDlzvvrqq0WLFo0ZM4YcJ3LsKdKHP7Vr1+6TTz5ZtWrVggULNmzYAC+uTeeEy8rKTCaTQqEgJVia5NkiIDE3nU6Xk5NDRdEei0pDOejMzMx//OMfxHz8/f379u2LgJ/Pk4TvALhcrg0bNuBWlsvl3bt3v3jxIvsBortXTZMKglBXV5efn3/o0KFu3bqRKwB3n9W4I/I5YMAAuMtU0kk/8fzzz9PzJpFITp48ifc9GkfDw8OxDjUrlkE1MKtWrQKjhsno3Lkz7Qn0kyjpzUYx2N9yuVwvvfTSiy++CFvTtWtXjuPmzZvHVmu3QeCZwjlEEIoscp8+fc6fP4/BzoIgIM6FqmaaFUyD7BBW/OWXXwYPHsy5R3ZxHDdmzJjdu3ejlBorhMViQXexTqczGo0qlQoJWJ7n9+7dO3XqVOQqAwMDEZrp0aPH8OHD0TycmJgYFRWVnJx84cKF6upqNnLhcDiI0eEe0Ol0vXv35jhu8ODBJ06cQNe9y+VCRpfCw2DCTdkxlFThnvHz80OYD2xcrVZDQCs5OTkuLi4pKclL/3BiYiLmJ+Ec6vX6jIyMm3B92bnBAhNwpKuMHn4xYSKircHlclHrHR5wGs0gwjew9XoNyedVY9bNgouZ9ky/RUwYDolwDRoiItoI4BvjJrTZbIWFhVlZWRABVSqVoEKUOib3AHXU6DSG5DLC93AM4AthJjA7rolmNXnxK3h3N1ZkZOSePXvWrVv39ddfc8z8YaI/I0eOhPMACs3zPBq70PSr1+vR3nX48OFt27b9+OOP27Zt271796RJk6jCjrgxUhR4p1u3br1793766acnTZqEY4FzZTKZUGcOJWo6ajoD8N9wrnAqkEvg3Xoo1JiNT2KMCBIP+GtKSgryKM3hlDcEnN1uz87Ohg9KLX8tWD2PTeG/JpMpLy/P+4gOqkEi/R7KTPr7+9OEW6ANKrvY7Xaz2QwZW47j7r333mPHjgmC4HA4ECYgWWbhGnLaRCFOnTr173//26MiGvWx9CYywyNGjDCbzYIgVFZWUm9hTU3N2rVr2Sete/fuhYWFdXV1q1atwpqEiyiTyVQqVXFxMVW5e1clIWVvQlhYGPwV9DOPGjWqrKysrKyMPuCh6cWqH1dVVU2YMAFHRO3QPXv23LdvH7s2X7X79M5GaWnpSy+9xHFcly5d4B0uX76cnsry8nIYPmK/bLmR0WiMjIzMzMyMiooaNmwYe+cEBAQ8/vjjO3bsyMrKSkhIAAem8iGYHYPBYDab0VuhVqtTU1MVCsWnn376wAMPkJg8thkREbFjx44ffvihY8eO06dPLywsbBjpp/rGmJgYk8nEqn85HA7MmifD7X3uMY4ObeoSiQSaYRjshGPRaDR47b37iJgwPqbX69PT029C/KXRMgeNRiMyYRFtHCITbkHA3gqCgHmZ9fX1aGBxOp2RkZEnTpyg8VS+6SOgnNDDTLFNdnixa9cucmOkUilpjlJaWESbhUcerra2trq6Oj8/Pzs722w2JycnJycn01hgD2ZLs4h5ZiIx5QOQ8iVRLuLSXvwKbCE5ORnqJyREajKZjhw58tprr/Xp02fYsGF///vfyV9FVmDZsmU//fTTb7/9Bk8JUiYxMTFIdGPPEd+3WCxgpAaDITY2Niws7OWXXx4yZMhDDz2EOFFAQABrACUSyZ/+9KcpU6aEhYXt2bMnNjZWrVYrlUqe5zHHGOcBx6XX61NSUmhSptFoNBgMoOUkiYL6QYx64t3JUbVaDW7M8/ytUJXNCYJQXl6elpYG1xbXw4eqv6YARTJWJyYvL89L9Sl15giC8MMPP6CTExepS5cuJ06cQKEvOHDbzOBVV1d///33dFo++eQT9q9swNXL+SHaQNGE6urqo0ePgmmAukgkErRWAhRh/fTTT00mE75FcY2CggKMZiXg/fLycg+CbTAYKGtnt9uvqn2ND9NAKZ1O16dPH4SysMF3330Xo5vwyYahFtxvqampO3fufPjhh6lERCqV3nfffZs2baKfaLNyGjhF1dXVVVVV9fX1kydPxrmFibz77rsF963lcrkKCgqwVJB6FgwfSoDS0tLQdvLLL7+89NJLdC/hFnruuecWLFiwdOnS3377DaYG9sFoNELIgTaLeCQmGB89enT27NkPP/ywVCpFBT7uf5J8s1gsDeMX9CxQOzHCwIIgVFVV0VxfnueR4PUSu8WOUaAH8Vee5+Pi4kDd1Wo1zCbpQjcKDyacmJiYmpp6k8uSIbxfUVFBY8BFJiyizUJkwjcahw8f/vzzz4ODg9u3bz9p0iStVis0tkxfO9iebdS54J81NTXo6EZOmJjwoUOHBLf2imjiRDQKp9NZU1NjdaO8vLykpATUDhXUyBcqlcq4uDjQYEodk0QWXBd2XrF3JCcnwyWgNt2kpCS4T1lZWUqlUqVSmc3mQ4cOLV++fPbs2VOmTIHPg+a+Hj16LFiw4Jtvvvn+++/JjUEHMgYIQ8OYnJOkpCRkF7Ra7YEDB1avXr1o0aJZs2Y988wzUGUiS4h/SqXSCRMmfPPNN19++eV///vf48ePg+qDe6enp8OZwUmAN4X6OBBdkHwi0pRXJzpNyddrOVc3FJwgCC6Xq6ioCB1x0IzxYTpIU8AtgtcqlUqtVlssFlYkpmEfDnJ2/cuTAAAgAElEQVSMeOfkyZOffvppSEjImjVrDh8+TCaPTfe1QRw8eJDu2q5du1LIEyDGci2bwoepdujMmTNffvkldQsDEJTimKnfY8aMycrKoo3g67/99tuAAQNYaWu8z7kFkORyeZcuXTCpqFGhsoaora0l0k61T8nJyWyELCgoqHfv3tQLTVGSqqoqaq6uqakZM2YM+6jLZLJ58+adPHmSHaPaNmmwwIwawqN39uxZimvggrJF+DabDQFUxAJBhmk4EJKr586di4+Pj4yMXLlyJcoB8F/yOB955JFBgwZ9//33p06dgsXUaDQgllFRUTTHCAYEGhh79uyZP38+S9FDQkIGDBgQGRmJAgTsXsPAP6imzWaje6m0tJSmMfE8T3P2mrJjCGrSnYwdwwKQnJwcHR2NcClYsZe5fDhLWAnwT3Yw8o0GO3Sqvr4ek9tFJiyiLUNkwi0LpDGwmmg0mueff54dWcdx3Pjx4yGO4LO1aTjpA4C/ASZME+84jpsyZQqK5vCxNrvKi2AvfcMq/UZvjPr6+pqamvLy8vz8/MzMTLPZnJKSAgYL2oluL/JhiAwTA/LCitkCbJLvgvgoaq15nkdWAFnf06dP79ixY9u2bTNmzEBeCpS1ffv2jz/++Jtvvvn7779nZmaifQzpWWwNs5Sio6PR0kV6JWazOT09/dSpU9u2bdu6des///lPNAwS6J8dO3ZEhXb//v1HjRoVGhqKRlqlUhkTE4M6ZyQ21Gr1uXPnFApFbGwsODm8I2Sq4W4R+FskJ0xFj+fOncPkq5bdMzaZTuGK8+fPk0vK1iqgnAavPebE0j+bNT/2TkVtbe2oUaPkcjn88gkTJtTX1zscDszTEwQBnTPeq6MdDgclhDGpiGqML1++PHToUJa9SCQSttmA47gxY8akpaXh2lHk4uWXX6YPvPXWW2Agp0+fRrcn/Iz77rvP4XBYrVaWulz1kKmPF3dsYmJir169KDHOcdxTTz0VHR2tVCpzc3NxXCUlJfHx8YcPH166dCmaTmkuFMdxX3/9NW0csWTBvYrf8YpZTaGmpgaXsra29uDBg4GBgbC2Uql02LBhWVlZxNmsVmteXp7JZMJDTZQSrDUuLi46OprEqCIjI0NDQ8eOHQtfEzcSjQHA8HBY80cfffT777/fvn37jz/+GB4eHh4evnXr1k2bNkVERBw7diw2Nvbs2bMmkwmtuUajMT093eMmhw2hJnnERzxWOKvVWlRURPoQ4LRU7+3FlNHNBpaOjpI9e/ZAjiswMHD16tXnz5/3EklkmTCWQL1efxNEs9Ac5VF/8dxzz4lMWEQbh8iEWxC0fAiCEBkZiYl6QGBgICLpTz75JBZoH2phGkpjwtWpqKgoLS3Ny8u7fPlyXl7ed999xzLh0aNHsz6GyITbLDzkYyi1Rm4DtRCzk7fYr9fW1trt9uLi4vz8/KysLLPZjBIw8NikpCRUR7MtY16YMGpmUb0MuohNgU+i7gxbwIQLTAbWaDRIU5vN5jNnznzyyScDBgzo0aMHx3GdO3d+55131q9fHxERcejQofj4eHBgnueVSmVsbCw7ZQrR/8TERLBW7I9GozGbzadPn37vvff69OkzaNCghx56iM1hgA6Q792+ffsRI0asXLkSncknT55EVTaa3RAdQDtxamqqSqXC/t9qs4s5MhBFRUXg9CSd2iIA6afecYRAkpKSKioqSMSFnWkkNJgxy6YEiQ61WZlTLCG1tbXvvvsu0YnXXnsNf8WEZHrtfVMulwv6z6y2FgUa8vPzt23b9re//Y1zp4LRQhAUFETPwK5du0igCF985513OLfOVq9evSwWS319fX5+/nvvvQf+iVyuRxLb+6427AvC58+dO9erV68OHTpIJBIExuRyub+//wcffBAREREREfH666+zoWgcRWBg4A8//PDzzz8Lbv5Ph09UoW2ulLiCTqcTJ0GhUHi0iO/atYt9QjHgOi0tjc1wIijI8zy6R2JiYniex4j5kydPfvvtt/PmzRsxYgQbUkGpM41/DA4OZusR6M3Ro0cvWrTo66+/nj179vHjxzH3yGq1sn3mTYV+PHII9fX1ly5donAsqKn3KQLI9P7pT3/i3IIFUA47dOjQG2+8QfvZp0+fiIgI7xqMEOTg3bOFtVotDdm+0aABZpgKLjJhESJEJtzicDqdBoPhySefxCkNCAi46667cIanTZsGtRcPVctrBLs019XVlZeXX7x4MSMjw2AwoK4HPS+rV6+mSKtcLh8/fjx9vdUHgohoRTQryYG7hbgxQL6Ey+Wqra2trKwsLCzMzMzEeF7+ymHCbF9xo/AghPRdUF98F4XZvLtyjXqvUGacnJyM4up9+/YtW7Zs/vz5Y8aMQRXGc889d+zYMfI3ULOWmpqKCD5cGpVKhb4wVGUjjYxKt7i4ODTMHjly5KuvvlqzZs3SpUufeeYZUp/mGN0W6G/BkVi4cOFXX33122+/geSnpKTo9XpQS8idat1A7gFEvXXBketjt9svXLgAj7Bl1bTZ0AguQHx8fH5+PnFdlgnj9qJ/2mw2+OVOZg4wGEublcIHGU5ISACrDAwMHD58OHVCegjnXgs8iERZWRkVDCuVyr/85S8cI2QHp8Hf318qlW7btk1wC0Xid2NiYtq1ayeTyZAE/vbbb7HldevWYSNwNb799lu6rFfdPbahCIWvdOfwPE8JRqJStATSPrOT1lavXi0Igt1up2NsmDxvg7cWe5IR+Kyrq5s1axbH9OL27duXHaOFi15SUpKRkYFqYa1Wm5qayuoHmkymxMTEuLg4iGmhlOjkyZM7d+7cvHnzF198QRwS1xERDZJo5tw5ZFxTmqnWt29fdL8IjHNzLcVONDYZql28e+2h/W/KiEFL4+OPP5bL5R07dlSr1ZBtjI6Onjx5MlVncBy3ZMkSTHtqCuzKhDUsJyfnxl7dJvDaa6+JTFhEG4fIhFscr732GmLoUqkUJh3RzMGDB2MWZl1dXVFR0fX8RHV19aVLlzCOnhR6QCH0ev2+ffsefPBB/K5MJnv55ZfhbzSa6BPRdtDUAgeHh3jvVXMhHp3qKHKE4hJysBTm5r0yYWSPAZLOQosvYjooZuZ5Hj3D2CYa0FCVhjJb3PYo6T158mR4ePjs2bM/+OAD6F3huSA6RhOe8A7oNKUxqDiOnialUonXCQkJR48ejYiI2LVr16pVq9gKUGpXDA4ORiasR48egwcP/uSTT44fP44ZyAaDgaqy8dNoYPZei3dzwAlMzq2iosJsNntXjmku4PbhIqFpG+ciJyeHSnOJh1C4xSNyQ2PT2ZwnK5LcBuF0Ovv3748lPDAwcP/+/SDDdDKvavHtdjsoJZLtNJgef6Ve7urqaqSP+vbtC0ICTWk4/Siopt+qra2lZyMgIGD27Nm4ymfPnqVvSaXSXr16abVadtaCD8CuOhyOM2fOPPvssyzjZVPBcrl83Lhxzz777OrVq3G8HoVSlBDGO9ej5HG7Aw3VeF1WVnbs2LEOHTrgoqNOPiwszGMqRn19fUFBgclk0rpnIKEShobpxcbGwpSj3cVkMmGSHkwNrA1qhj///POdO3cOGjRo2LBhQ4cOffbZZ4cPH96nT58BAwYMGzZs8ODBgwYNGjx48IABAw4ePKhQKMrLy2l4BrsssasdZYzpVkfsIz09HSZY6x6JTOVMTdkxjUazdetWPHG7du3avHlzXFxcSkrK7Nmz6cb28/MLDQ1FUVNToIgsGo3UajXbcn+DQG1yFDhwuVyYfCYyYRFtGSITbkG4XK6UlBQ6mViI5XJ5aGgomSBy/HyY0YBa6PLy8uzsbEo0kYQvjLnZbFar1ag8ohl+GRkZWBrabOuTCALuBELDka4e6kVIBV8LQ4YkZ3FxcVZWlslkonuyKWeAqLKHyjSoKYCbHEXXVH1NI37Ap/BPtVqNh4JUqejpYPWueZ7H2AvsIXqJ8SfUVtBsJ7BW1PepVCrMT1IqlZA4jYuLQ2leUlLS0aNHp0+fPmLEiL59+7JJY0pvdOnSZdq0aZs3b96+fftvv/2GakGcgRbkmz6Dc17ZcVFcXIw0Dpu/pkS/D1XTtBF2vohOpzObzXa73cMwiYUrVwXr1kdFRZELvnnzZvqrB6dtKSgUin79+uEXqU9g3rx52BmQ4YqKitDQUHYVjI+PFwShsrJywoQJ5GogzSi42zh98L8pkYtDzsvLO3To0JYtW2bOnNmpU6dZs2YNHTp0w4YNBw4cOHr0aBvM8bYUFi5cSMXwuKCCu3aDIghOp7OoqEjrln2mug9UHfM8750ZNgp8l4qWsSSgukapVGo0mosXL1Iq2Pv6RA8Cie2VlJTQnAMKxHrXMMTR7dy5Ezc/UtPvvffeqlWr5s2bh1OEWM/ixYt9iHFWV1c3qvLVgqDBy7h2Tqdz/Pjx9DCOHz9e9BFFtE2ArWFt6tChA5gwK9YoXJkFalMgQ+RwOKikmTITHuXKqampjz32GLklOJ9ffPFFc3+UFpeGYiKlpaUIvLIeJg2xQxA2Pj7+qaeewm4EBgb2799fqVReuHCBSudcTcD30yRChLvfmAxFVVVVRkYG+QMeDgaKkKk9WNsAPDOYl/SlbjUQMUQx4OnTp3/44YdVq1Z9+umnf/nLXwIDA0GMEW2ED9mpU6epU6cuX7583rx5c+fOXbly5eLFi7/44ovQ0FBUVs+ZMweOGXg4BlWmp6djNAmyquQfUhEiUs1arRYF5PginV7v4Fzusa4kMHP+/HnWk2t4bZp7mhrdgslkQrrGo3+vVW7f2wj0jDkcDo1G88ADD8Dc9+nT58KFC7RoYYlqQUUxTP+zWCxLly695557KOMqkUjGjRt38OBBql2Pi4sLCAjAKtitW7czZ84g9BsbG9uxY0cqXebcY5Z8Q0O/xG63QwPs9OnTNTU1PM8LgmCz2W6aMO8diczMzMWLF1OXV/v27XEneDRvW61WNAyTjnR8fDzJSvvQbYH2GGwQ/g2qhhBNS0tLY4cDez+ERpkwdePQ4HvvfcI8zyclJUFGgm5gPz+/QYMG/f777z179gQZ7tq164wZM9LS0pp7vGy5vnADpBAwOcnjhLz66qsSiUQul8vl8gkTJrTgz4kQcRuB5mqijgkz+Vhq1MY5EmuOSJLT6XRibUUZUVlZ2auvvkriOkgEBQcHf/755z74daRjREyY4p4FBQVIUpGHybvdX3jGyKf94x//kEqlVMW2YcMGlUp17tw5DDoWmbCIGwS2Qs1utxcWFqJ9jILvNHgpvgEoX0gfw72NkjQvMylaC+RH4QWIfVRUFEYiHz58+Ntvv33zzTe7dOmCqcXk/3fq1CkgIIBaGjmm5RhsGenlsWPH/vHHH+fOnUP+g8S3yKUkDowxHESMwc8h3HUtvJUTGoQxCgsL2U+wMt/XrylNKWKj0VhTU+NhfdpmzLW5wJoEtaclS5a0a9cOQRedTkcrFhUgtSBIeHbt2rUdO3ak+ofg4OCVK1fSx6Kjo3HHI0Uml8vxfn19fVRUFP4klUoDAwOvJ/BBt03DLl86P8KVGmwifMPatWvZ0sF//etf5eXlDedYFBUVQUqa4mggwzzPGwwGH2wFjeyDxUAAVaVSpaamlpaWXvs1bSonDFuEJYqEH5vaGUyYMxgMKpUK47hIpG3x4sWPPvoociAw4hs2bGjuwRYUFGAnbTYbOZ032h5SnzDmPAuCUFNTAzGtG/q7IkTcIoAZadeuHflkmzZt8vgMKnLb5iLidDqpX6a+vh4Sm4J7iq/gDpE7nc7Ro0fTGgH3gOO4559/XvApw+Ghoiq4r1RZWRmGxNAqo3WLCaHdEeWaYMKsn718+XKe51NTUy9fvuxwOEQmLOIGgb2RIGpTVVWVmpoKBSy2uhaOjdY9ZZeKn4k2s13ELP27dZCUlERJCzTEYZySRqMxmUzQuDYYDAqFAsSeY3R8kEijTkZ/f38iw2wamUxKXFxcdnZ2ZGQkfgJS2EiTUOacZlApFAr4nxh5ddUD4eiykemprq5OTU2lkmZcNoph+Ha+2CJ46uUAE6Y7RhAZy7UBKxN46c8//0yDVaGHDIAHtmy5IxosSVktNDSU5gS+8MILKSkpWBStVuvXX3+NOxiFl5SMqq2tnTNnTvfu3RH4obTe9VQvo6yA+pyxKR9kw0Q0ivLy8n379sFCQeHZz88vMjJSaDAR2m63X7x4EYKEGDRHfSY+VPVQZBRqEEqlErINBoOhoKCgWZe1USaMrALV1cCIe1G6UqlUoOLp6enh4eEUvPT39581a9ahQ4cQFYILGBER0dzjvXTpknClYkLLXcP/B7aUERoBzz77LJYZmUz29NNPC249+Rb/aREibk0ggcMxYzOh6uTRKEhSOq24q60COmQ2tk5xARr/Fh4eHhIS0r59e39/f+KfXbp0SUpKEnzyQ1ijzZ727OxsVAaR6dYyc0l4no+Li4uPj4+NjUU3FnWAL1y4EAP/MjMzBbE6WsTNRWlpaW5uLm5dyv1S2xeba1Sr1SqVqmG6+Ko1a60CMGGSsFYqlUh+8Dyv0+mQHEbcKikpKT4+fvPmzbt37966deunn35633334dlkx2oiwUCUmHOPPpVIJH369HnmmWdGjx6Ns4Re5aSkJIxlQh0i/DRKnCC+QFOjvIBjQ27gD+j6wxFS7htM2If+N92VoPcxUphMj5i7ay5Qjfzjjz9SBOWBBx4oLS11OBw3yJdlZ6/hJ6qqqubOnfvWW2/9+OOPdO0cDsf+/fs7d+7MuVsQJ0yYgCisIAhWq/WVV17p0qXLO++80zDue+0g78TLZ0hpXOTD14l+/fqxg4527NiB92muANyI6urqzMxMTJCjqbmsbqEP1oN3+zrJyclms7m4uLjh7e3dQ22UCfM8z5YbXbX0CAlhWHm1Wj1w4ECy1F26dNm0adPIkSNJwHzLli3NPdLc3Fyr1frZZ5/5+fnJZLJp06a1bHU0W99IwvvICcN6jB07FidKZMIi2g6wlkEOkOybWq2GWfNt0s+dBOoHplmJFL+myNrixYu7du1KqR70Rj322GNJSUk0tq25v8v6pfTabrcjWElyjKjrQfgV8VaDwZCUlITKTFSlIXq7dOlSpKr0er3NZhOZsIgbAS+uSF1dHZS0LBYLVJRZl4MoEulIexRIs9V2txRA3eGhoWOfJhDpdDr0LCCrgacP4lvQCk1JSTl16tTWrVt/+umniIiI7du3Dxo0qGPHjqGhoePHjx89ejRN3GRV6Dt16iSXy8eMGbNmzRp868iRI4hzJSYmYqoI6qjVavU1jmjiyEghG0DCsJmZmWazmfr08GkfPFqd7orp0sikJyUl5eXlsaZHZMLNArr+bDYb5YSRm2Xzoi2uf1NXV9ewFFlglL0Fd6jV4XCMGzeOqMJTTz0luMuoXC7X0aNHjx8/npubKzAV1z4AOWp2DcMK55FYEz376wGawT744AOiTEFBQWFhYShMQN2gk5lQX11dfeHCBdL3pzhac+0GaoRgNBMTE7Ozs0tLS6uqqliLQauOD0yYVp2kpCSDwQDtaC8xV6SjFQoF/K1ff/31lVde4ZiK8cjIyOHDh8Nk79ixo7nHm5ube/LkSerH7ty5MxLvLQ6anu1yuUaNGkWx2M8++wz9/HiIbsRPixBxa+LLL7/kOK59+/YymaxDhw6nTp2iP9Hz0mZB2WBa5UtLS/Fmdnb2ypUracwe4bHHHktISLieH2XNFHUml5aWwkqDQhAT1uv1WCZUKhUKpBMSEgwGA3ZGIpG0b99+xowZKpUKZDgrK0tkwiJuBDz0O11ukWr6K/z20tLSS5cunT9/HrW74L0sEybGRFXTycnJt8LcXQ+g8Q31epAd5XkeBwVWjAQ4ibzgOSVllri4uEmTJtFzSpXSEydOnD9//k8//aTRaJYvXz5//vzFixfjT4haopCtQ4cOaLd88sknFy5c+MMPP4Byx8XFIV2MPuFr8T85ltiwl62ysjIvL89sNiMzjE/7zIRZfZqUlBSj0YjIIt03lGy8mXftbQq06+D1uXPnHnnkEalUigIDocEUmRaERxU9QE1EFCoGuTUajbhf/fz8xo8fT9cXsXZ2gy0IxK2xfUoFizfVdaKuro4GY8DpefzxxzMyMvBX6semEveampq8vDyoF1Dw3ge7QXXRRqOxoqLCY6/YJcf7jdRUdTSUCWNjYzUaDVnqpvYHov8qlQr/tVgse/bs+fvf/46Eg1QqHT16tFwuRw/8X//61+Yeb0FBwZkzZ7AeILYVFRXVYpeQOUt0vQoLC//1r39JpVKo5oqTY0S0TVit1j/++IOCUBzHDRo0iA3R0gCVtrmUUGkVltfc3Nx//etfJ06cqKioGDZsGAwgx4yd5zgOQ4PBln1TrCRHlJhwbW3txYsXeZ6nqQRwTcGEUQ+J/+IDYMKU5//b3/62aNEiFCsZjUaRCYu4cWA9E3i8DXNIcOMLCwtBiTGyB4nNW1AZqykYDAaDwYDSP+K3NN7MaDSiQhAkH5XSWq0Wg4sxsWnq1KlsEA0PLP778MMP//TTT+izi42N3blz5+7du9evXw8OTHzYz8/P39+/ffv2Eolk4MCBo0aNeu+9906cOJGRkUESMFc9EK6hcafIX2VlZWZmJvxRfNo3JkzSZ7BfRqMxNTUVDIoSO42yLBENwa7HDofj0qVLTzzxBAVLBPfycyPSoewlY0km/YrHwIOgoCDc0/369bt48SLtv3Bly6KHCvE1gu0NbrQgnFXibfGBNG0NTqdTIpHAPCHmolKp8CciwOwlqK2tvXDhAvUJ+9DfolQq4etoNJr09HSa1OXhrFyL+9IoEwYNPn78+K5du/bv349OEhDdpgDyjLQD5vtNmTIFrBX/pYnZcrm8ucebm5ur0WjgULLjx1oK9IjheiGyUFVVRV4s8WSPxjwRIu5g0K0eFhZGaWGO4xITE/Pz8ykt2WafCBhPVIvY7fYZM2bQUD3076FQCG8GBQUdOXKEvns9loR8DCrycjgcmZmZvFtCAkPvkF+hVj5UYKLAR6VSwf3AHgYEBEycOFGn02GGqsiERdw4eNz5HlH7hjeb3W6vrKwsLS29fPlyaWlpWVlZVVVVeXl5cXHxxYsXMzIyzGYzul6b61fcaCiVSjyJePqQ9eV5Hp4byCMq6ZAlBg1GngP60vh6SkrKb7/9NmDAgOHDhz/zzDOwMP7+/gEBASilJhaJ/oilS5eOGzeuf//+w4YNe+CBByjgBU+sS5cuq1at4nme5i1d9UA4ujyNakLU1dVVVFRcunQpNTUVh822d7M1z5T2oXeQBFepVEqlkud5ms6cmpraMMPTsnehcOVMXVaxiV6jUIEO88btT8sCrir9MyIiAjcBBvy24o55oL6+nsQqOI778ccfsZqKK9DtBSJI3333HQXhOI6bNGlSo5+kRwkCWsnJybBi7FQ3MhfoFWFLTkhKkUTm9Xp9bm7u9cQy6HmhY8nPz09JSdm/f//zzz/PcdwDDzzwyy+/YPeUSiVqkOBUJSYmxsTEJCYmKhQKJLexh5gWEB8fj6ePVKPJL1y7di18MvTG0OAEL7bYbDbjDCOEFB8f31TS2zd7hWgCeZZOp/PQoUP4xc6dO6P3QRBF5kS0JWBGriAIERERkGnx9/eXSqUymUyj0QhXLrh3fESVHR2Mo8Y7OEVxcXFk4tgXOGkzZ848dOiQl43Dw4SRgfSmR/yatXIe7XIul6umpgZeaKOAcA7sM5oDT5w40aFDB7R+wEpPnjxZr9drNBqz2UwH2PBHRYhodXiQZwhQl5WV5ebm5uTkZGdnZ2ZmZmRkpKenWyyWtLQ0s9mMFCvcKvKjyLNiyRoSs7y79Jr1TzzalVlmBzZLhJzUTBvFVZmnBxDbUigUKSkpcXFxaK6EI0Si0PAVjUYjHDC8n5CQcPDgwTVr1syfP3/hwoWLFi1avHjxli1boqOj4aHBDbvqDvx/Jux0gzxadihWaWnphQsXMjIyiAazx4B4AAv6GAaTaJmZb5cuXWpZiwMCD2ZLW6Y+Rsp+4H3WibwdCRh4o91ur66urqmpIRlbgG3pafX+WHADmUw2dOhQk8kkCAImSItM+HbEvn37UIgCJnz33XeXlJTAT2IvH13N+vr6kpISs9lMxhEtEtQ6Qi1eNB4gwQ0SQYGmQkFBwfXkZMimkWUrLCyMjIwcPHgwblE/P79FixbBvJpMpri4OOLkyEij2wTcOCEhITk5Wa1Wx8bGJicnz5o1izzCLl260JMYHBy8bt06LE4IlJLYaaO4cOFCWFgYKzzD87zASKPjWOBK+qC1jpimIAharfatt9566qmnxo0bh/Q+cMd7+SJEeEFOTs4DDzxAjzAU8sns1NXV3YjBhLcaWHVJp9NJh4zzoFar27dvjyUAtdBUBbNw4cKioiIvW/ZY5dlfgUHDGYaHQNEH1uw7HI709PSm7Cfyw/CPMbslNTX1448/9vPzCwoKQp5gypQpCMjqdDoyoexetdnMv4hbDR79xk6n0+FwUCsieQUoh6Qq66ysrNTUVDwFcKVSUlIaih+DQMIZg7gUshGsOhdNMAZQ7Qyfjf1WYhNolBJ78X+0Wq3JZOJ5Pjk5OSUlZfny5T169OA4rlu3bqdOnVIoFJgshY2gLRmiXNAeUygUKpUKTzeUt41Go9FohJp0M3LCwpVkGOfdwy7Y7Xar1YoTjR8g3QL4iKxILOWyETYAmzeZTJcuXboekaSmgHyjw+FYtGgRCXDPmDFDrVbD5sKVJHJYWVnpdDrZMU63CzyCCD/88AMVBnTv3r28vJwina3OhLVa7fjx41977TUsqFSuLDLh2wu45aKiooKDg9ETi/uNKjtIX5Q4MG7Cmpqa7OxsqAWyUTMaIg/yifIYD9Op0+kg/Xfu3DkKY/nmqbDiK9hISUmJwWAApcd/Z8yYgT4W7GF6ejq0/datWxcREe0aGgEAACAASURBVPH7779rtVqLxYLqaJB2lEnr9fply5Z17NiRHYuH1wsXLoRRhvqXh3i+B06fPk0DirGR6OhoOmqWDF+Pu5aVlfXCCy9gP6mvD2cAVxA/JHqEItoIQMDgYr7zzjscM+6yW7dueXl5AqMhdwfnDMm8ICLW0ElLT0+nwfJIm+N1+/btFy5ciCXee62Ky93xSyBdDw/pEFpBaHYx3kR1dFOeNCwtlhu1Wm02m5EnIMs8YsSII0eOYJVhf7Gp0hsRIloLHkzYC9gbGEr4Vqu1oqKivLy8vLy8pKSksLDw4sWL2dnZWVlZ2dnZFy5cuHTpUk5OTlZW1rlz51B3TVSZksM07cmjyBfeGqmNNvU80qSoRguHGwI8VqvVKpVKg8GQlpZ26tSpsLCwrVu3ZmZmIosA9wz7QNvkr5wtYjab8VccAgj8tUzxbJwJN7T4xFiqq6uLiorOnTuH04cIAXImPCMNTVpnGDAFGlxYWEgtHy10wwgeU2Tnz58vl8uhFshxXMeOHbds2ZKamopfpKRxw+b1ltqfmwO73V5fX5+fn//222+jCFkqlc6ePVto0ILbqrsp2O12OvN4R2TCtx0QUomJiaFKM0yKpg94VLKxTRalpaUWi4VnJBBZ3su7dQRYg0uF0xqNxmAwFBUVUXDHB4YG94tlwoIglJeXa7Va8nrlcvnixYstFotarYY2Q0JCwv79+7/88kuE1R566KEvv/zy999/RxxQoVDodDpIgsGCr1ixgh5DWB5/f//ly5djaUE9D835aBRpaWlscUdgYOC0adPYA3E6ndfzONNcgJSUlJ9++mnfvn3r1q0bOHCgn59fcHAwmLBwG1pCESJaCsePH0c1h1QqxUMRFxdHf73j1ynkZpFUYE1NWlrapk2b/v73v8NaUh6Y47gnn3zy+++/h2EpKyvzYp/ZjDoibuz0AfwoC6d7iAnbcpmbm9uU/YT7C20eg8GA+fO7d+/GSCfsbUBAwKpVq2CxWUMnBv5E3NmgHDLC3PgnPIqampqysrKLFy9ithPPpCvAP5OSktB4z9ZLEzH2woRZMnxVJozSa4hvKRQKnucNBgN+DjM7UCCNEkLwYYh1UdMZlKjpR6/xdwmcx/lyubXO6B02UexyN9pVVlZevny5sLAwNzcXqRLqA2TrG2GezGZzbm4uOwjUh+o+L6itrSVqXVZWtmfPnrFjx5Kxlkgkf/7zn998803Ed9mSb2RQW3ZnbgJwB9fW1kZFRd1zzz0w9DKZ7OTJkwIj5iy0al8TyWux9ergJCITvr2Auyg2NhYPlFQqhb4xpYLxsUaZal1dXUFBgdFoJJtAs/KI8bI9LVRLotVqDQZDXl4eHk+feSCbiKDdq6qq0mq1UqkUoi/t2rX76KOP0LsBOQOtVvvVV1+BBiNlKpVKR44cuXv3bovFQglhMGetVhsZGdm9e3fO3ZCGdOuSJUtwdBRb9aIcdvbs2Y4dO3LMTPmOHTvieaGnmB4l30wWxpjhBTZlMpnIerCuqvg8imhrqKmpqays7NmzJ3kOnTp1evXVV1H5cseXRtvtdlZChVy16urqp556ii0ewZkBH05OTsbHUNJ81V8pKysj28KyXxQhklQBuQQeTBja0Y0C7Yso2kxNTUX959mzZ1944YXAwEB/f39Y5oULF+LDrGskMmERtyau3UNmuRtJPl37jV1fX2+z2SoqKnJzczMzM9PS0tBbSxXUVLuHx434sL4JeCSEr8pISVk6NTXVaDRSw7NCoYiKilKr1Ug8gKUrlUpouCApDbYMCS6e55GFpT6I+Ph4UOurMGHwW/ZE45+NjtGj1Aqbu0d9EfLv6enpJpMpJSUFo5LMZvOFCxdQiuxbSueqQGMJXpOrV1FRMX78+IEDB8KzhOJ2YGCgn59feHi4UqlkywmE22rkLHvmly1bRuvTI488kpGRYbVab9AwYd9ABKa0tBTviEz49gI9tlA2lsvl5A+xpWsNQQ97dXV1bm4ueCCKVXiep95gCpmR2An6LMxm88WLFymsQzrhPoD2hJik1Wq1WCxsJWT37t03b96sUCiotWbNmjUQbCAviuO4p556as+ePWC/1PeL3hCFQvHhhx8SsYTXBeaPiKbZbPZikcePH4+fCA4OlslkqJGmQ7ZarU73LBPfToLgVp1hHdbExESksseMGcMqKYiZYRFtB6wF27t3r4ci1NKlS4kGN0xd3pGAKSgrK4uOjh46dCjOBmygv78/CWE+9dRTgps2e3SfNQTJ9QmCwPP8smXL7r//fo6ZQQCQ0KmLmTFBF8gLE0b1Dc/zKL2B252UlLRo0SK6mjKZbM6cOYjDkkUVxMCfiFsVlImsbwDnlWhqCyiD9eB33tf3uro6q9VaXFycm5t77tw5UFOkhWnIE3URN5DK+n/QMbgqC+V5HuTZQ0QGfWrUXIaGXOwGTU1TKpWkVk0eZsP8ytWZcMMzBVx7nbrHea+pqbFarVartbq6GhII7DVocaNDQUSSWID3XFdXp9PpevXqxTa0UEnPhg0bEhISBEG4fPlyy+7PjQaOFDfrX/7yF8p7r1+/XmCcft8uXwuivr5+/fr1+/fv37FjB/umyIRvL9CloRk/eKAkEon3wBZbV2K1WnNycqD8CaEFHTNmHEwYf0KvV1paWlFRETmg1xlEczFl23hRXV0NJszmYDdv3gxzHxcXFxMTk5KSsnTpUmhKSaVSNPFyHPfcc88dPXoUYgzg85BLsFgsSqWSc0+Z4jju5Zdf/vnnn81mc1JSEgYJeDHECNtRLZ9cLm/Xrl14eLhOp8Oew6yxFR/NBaVBaNDac889h0F8+/fv93mzIkTc1iD5aIfDUV5e/t577/n7+8tkMjyJHTp0UCqVvsnU3V6w2Wzl5eV4YbPZZs+ezTH9I6hzkclkODNSqfTs2bOCu6P4qtVnbCp4woQJcMZkMtnIkSNjYmKogQUXgrwXD5fdS3U0AqxJSUlUhoOuwqVLl1KSPyAgYOzYsSdOnNBqtaWlpbTPtG+iHyLi1gSlfJv6ADTnaPL5VbeGF6ASjX6R1Elg+s6fP49EMWV9EXhqKicM+spW/3lnpPCmMLaDtLhoVIdGo1GpVNiawWCAJB7S1JSTQCqYOu/gVSJvjKrvqzBhh8PhMZiHBSn70Qdw1thTyaq5NHrSG6qw3AiLw26fApBGozEmJmbBggUSicSDEstkshdffPHdd9+ldOVtAXY9xjqNg9q9e7dw5bLE1jjdfMyfP5/2TRAEm81GOsMiE7694HK56urqYmJiKNuJ/ADFnhpW7Ta02tCpSktL4915YOiaKBQKODGwd4mJiRkZGYWFhWypXkulKMlMVVdX8zwfGBiI/AbI8Pbt29VqNQ1/R3XQli1bwsLC8IHOnTtzHNexY8e1a9empKQolUooLsbHx5tMplOnTqWkpMycOZNNKA0ZMuTIkSNZWVkoMfKyEqAEkcRdaCOjR4+GgWIVFnyIC4BC22w2KkEUBOGVV15BUCM5OZmtchd1pEW0NZCRuXTpUp8+fWAZYOh69eq1YsUKoW0wpaqqqv/zf/7PM888g4ien58fnQoqjZHJZLNnz3Y4HKxlvmqkAAE4l8s1btw44tUcx+3cubOpvg8PpzEnJ6cp+2k2m8l15nkeLjXP8wsXLgR7x1EEBQVt3LgxISGhuLi4YVSxLVxfEbcFvNyK5DN70XUSmsgfsMTN4ydcV5b6NvyWy+WCHFdVVVVVVVVFRUVZWVlmE0BdMMgqVf958X/ogaURTcgcqFQqNAyjQhuTO0gHG18BGebdlYaIhWE7arUaQtNXZ8JJSUmFhYU4YKhyN+d63VQ4HA72OnnMCm4U4OE1NTVFRUVhYWGdOnWCrxkUFEQmvkOHDlu2bKEDp5PgcSpuckiYrVFEh62Tme8nCMKbb75JIdsXX3zxZu4bC/ZRZMuNxo4dSwqTAjPKtaysrKioCLX0ubm5hYWFVVVV7Klm9ZZukRrvtgy6D8+cOcNyPM6tsXTtY8nq6upKS0uzs7ONRiNpFaJ+GF0iOp0uKytLaNFnranIC3LC8O1QBR0REYEJHLDd2Lfk5OTY2Nj9+/dzTCm1n5+fVqsl66zT6dBdDIO7cOFCls2aTCYIayF+mZSUhJoimGzEQfFF9luUqZbJZGPHjnW6tbhJSEZwh4HZg6XnyGNGSH19Pf7E1ii6XK7XXnsNhxMTE8PWkIuNcyLaOLgr5+XK5fLNmzfjT06nExFnZAgojdkw4t+63hQb8yItFRhzj/FIhPDwcPKLyDxybuEDGs/Lcdy2bdtYK02R7msBAnBSqRTsmqrGPBw82nO86XA48vLyaF4J/FdqVmzKwZ03bx6OArkQiUSyZ88etVp9/vx5yhNcNeEmQoSIRuFsAhCTysvLs1gsqNSAhhYVV5OuFd6kJmR2tggEWWiAE8/0J1+V2TYXnF6vz8jIKC0tJQHYWzMw5nA42LHvHlJMZNnxJ9LyqaiouHDhAkZUqVSqjRs3/s///E+HDh1ojig8zn79+r399ts0EK++vh4dQXY3kCdxMVO8bsIhN7wQiGJiBRo2bBj4fOsyYdYXx8m3Wq1nzpyhGlGpVIqenNzc3IyMDChbgDYkJCTo9Xqj0Yhq2KqqKo/Sg1Y6JhH/HxR/iYmJkclkAQEB4I2dOnUqKChgGZf32hDBnVu22WylpaV5eXkQ8T9//jxmxBcUFCBjKbSognFTTNhgMMjlcqlUirxEcHDwt99+izuTcgtgwhqN5tSpUxMnTqT2ColEEhUVheYZpLJp2F1CQsKiRYso0BYYGDhx4kRsLTk5mZT94b2BAJMwI7ndGzZswIuQkBCUSR8+fNjj3FI9IUo/WK/UeaXkocBYdfbEVlZWPv/88+3atfv888+pXvo2UkwQIeLGAdxPIpHASqC+IzExkR469sMekTsvRXY3DWyJR8O/EpNnB8KPGzfuoYcegmg2Bf5gHv39/WH2g4KCkF89cuSIx1QI7yDLU1dX9/zzz7PiC9u3b/eYPsDuM1s4XVxcrG0wodS7hu2pU6ceeughVt5i27ZtiYmJFovFY1JUq18yESJuOzTFhPFXyMKXl5eXlpZevnz58uXLFosF/WKgAHC38E/20SbGy5ZYN7f3uHlMGP9LS0tji4RvQRJCxrG+vt7D+Nrtdhg1JyMwa7PZcnNzISmmUqmQZE9OTrZYLAqFYvny5RBsgLmHlQ8ICJg1a1ZkZKTTLaPV6LJ3cywmBXSxG6x0kCAI4eHh5Jf7+/u3opIHW2JEshmY44eGIrlcfvDgwdzcXGpz55lKCRq7ZTQaMzMzy8rKaFNiQvhWAD1ra9eupYRAYGDg0aNHhSsr8L0/Fw0fopqamqqqKpoEftUt+IammHBmZiaeejz48JNYHS/YaJLy4nm+f//+HTp0kEgkHTp0ePbZZ6OjoxHNQfkNmltMJtORI0f+85//EGf29/f/6KOPTpw4gWww7C0Kh1AyTe/88ssvEydONJvNtbW1O3fuZKeVoPdBEISqqioS08Y7HtM4a2trPVSgbTYbKC7rX1ZXV+/btw8bj4yMFJgOPUGsxRDR5oEHoW/fvoiYgx/KZLLMzMzq6mpYLTxreKxQ2YSHkR60W6G12Ol0YseQ9qQgvtM9NcNutx87dgwF4cROySniOG7dunVhYWFsxcqzzz6bn5+P7ZBQi+D1eOmcpKWlPfroo2wb9tGjR9nRjx6gEhWXy2W1WlGDw7vTwmDCMNqNIjExccCAAUjvw8h//PHHmL8CVXD2RF3nqRYhoq2hKf+qqc87HI7Kysr8/HwM4uXd8tReaqdpqhObGW4R9suC02q1KpVKq9WeP3+e5ENvWbBun8AUu1PUEOasoqIiKysLk6n0en1KSkp8fLxSqVQoFDExMRDp3rhxY2ho6IwZM0CJZTIZVrvg4OADBw7QsDskstgfvR7RmmYBixb7c2AdOTk5EydO5Diuffv27dq1mzVr1s3Zn6uCZKu3bt3KLpwTJkyIjY3FfaxrAvhTWlpacXFxw7E3IloRGAoNxwWTfjiO0+l0HtEK74USTRlHlrbhVm/ZQrWmLHVxcfGrr74Kb48mAKNKh/pMkCLmeR7u1/fff0/uVP/+/c1mM5QbcAOj59loNKampsbGxkJhi2IHU6dOhRWicj5qaCGZxLy8vPLycgT14uPjV69ejf6Cvn37Qt6PPY2NJm9ZNuthKgV3+BZOvMvl2rlzJ8dxTz/9NP5aVVUlFmKIEAHALmVlZb3//vvID991110cx/31r3/dtGlTdna2wDyDbHaRlF29e4Q3Gh6/zr6+fPkyHvOampoTJ05MnTo1KCgIx4ipciiUCwgImDRp0u7du61W665du8j4IyGMTVEd0FWZMFBbW/v7779j+6jBHjduXElJCf4K/81ms9XU1NAOsxUu9fX1aWlp8BaI/XpXItRqtcOHD8fRwc5369YNY4dLSkrYs3QtUkMiRIhg0ZR/RTFBwENPClGt/Pz89PR0vV4PJkyV0kgqwPVKuBLem42vlwnjN/R6fWZmJg0iugUBcS+8xplFpxysJ95HDsRiscAIYl4zvFtMKKXSxKioKKicrV+//qOPPoJ1hv8qk8leffXVtLQ0D1Vt9Ol5hBJvHKilx2az0WC9mpqawYMHSyQS6Pegx+/m7E9TcLll2R0OB67F4cOH2YzWoEGDEhISMDWbvzLGwyqe4xkwGo3FxcXYsuiXtzrg7VVXVxMJDAwMnD9/PvWsCu6w/bUkQPDYevgcFPW/EalILzHLfv36kUMmkUgWL16MDANuS5BVTHWCAYmKiqJAAMdx33//PYkxQOVfrVbDkOp0uqlTp3bq1AmjLJH6OHz4MGYRk9Y/WSdQbgpEkocdFRWlUChSU1MF9+JBqwudf+R56AQS2JPAXhp6vXXrVqlU+s4775SXl9Ob2P6tkMsSIaJ1YbVaHQ6H0WgcMWIEHnmkFuVy+ahRozIzMwVBcLlcqGPy0K1pdB7HzQT8IuwVuyf0aMfFxb355pukR0BA41jnzp0PHjxYUFAgCILFYnnkkUdgJ9u3by+TychAwfJcC4ckVZft27ezP/f6669T5I4NgLqYSmn2/ezsbMQQiQBDf6EpBzcxMbFfv37E7fGj2EJRURG75yITFiHiRoAMkcczXldXV1VVVVxcnJeXZzQakVSAdwQyzF+pTY3gFzyolmfC+DH4f4mJidnZ2Wy75i0FWmmcDdTSKisrYcUqKysvXrwI5RtSsgH7TUpKMpvN0AFHaSLP89DXxtTmp59+ukePHrCVJBERGhq6b98+CPmwTTU3ATabjRYJ/HpBQcHjjz9Oq0hISMiePXuE1lbmoAgFrSVFRUUDBw4EV5dIJEOGDElKSkJOzENKDqlgusUxMSwtLa2srOzWvAnbIGpra99//32ql5NIJBEREUJjo+qaBXJxqP4Cr4nXtQiaYsIJCQlwj3BQcrl87dq1sAlgwqTjhQJmtVptsVg2bdqED0ul0kmTJimVSnBaBHSQrEDiNyUlZcaMGfgwHOhx48Yh1QxeTc8CwkDp6elo7mA9M/YoWPEbet/DDBIBLi8vd7ghCEJJSQnmowhu81VeXn7w4MFXXnmFEjLCNUwaFCGijYCtuaioqHj55ZcHDRqEZRec8N577502bRp6ythnk32CWrHrnqwHeRGCm7jm5+dv3769Z8+eOByWDL/00ks6nY5MEI4rNDTUz88PYVCpVNqvXz+P3yLlFC/Wg/Zhx44dLCkliRMPIsoyYfb9goICKCygt5B3T05qysE1GAwocWcPE+a3sLCQdc1Ff+P/svfm8VGVZ/v4mSWTjQCCimjVV1utrUtfUPmyiSKyBUJQRFyrtlq1vNgWK1ZBQMSiUkVBMUJC2BdJ2RE0YEIy+74lM9kJCQkJCSGZbDNZzu+P6zf352GywAyTMIFz/cFnmJyZec5zznme+7qX6xYgoCfg44nr1Gisq6urrq4uKSmBwhYFxmCAsU2Geygs/P8zYfw2ZF1OnjzJmkchAjbZj16Ul5fTUN1u97lz5xwOh8ViUSqVpP6KSTSbzUiQBjGmCkCNRpORkaFQKPR6vVKpPHjw4AcffMAWD3McN2TIkDfeeCMpKWnXrl0+0os9CkiW8zx/9uzZ5ubm5OTk119/HQs6GsDs3r2bD9XA6eTJk0l78+abb/7hhx+USiXFgdVe0DskUwQXRmFhYejn6l87GDt2LGyXqKioP/zhD0aj0eeuI4VPv8D6+0+dOkVvBjE43BUTnjFjBhlGYrF40qRJR48eRWiX1einuhSr1ZqRkbFr166ZM2dSzvP69etR8QtHJhw6sNJUKtXGjRvvuOMOzltneOutt27ZskWlUpG8FtYfjUZjtVrBVJHSwnt1tuksfASx8KK+vr7dq4NFM9bS0lJXV7dr164dO3Zs3br14MGDdXV1crl88+bNFouFFi5WRBquWZ+qk2DNvwABfRQ+6htHjhxBcBiqUSBX//znP+EopwRptvPwFfRQ+6zGjY2NFotlz549SUlJL774IrKgw8PDIWyJf1NTU9kOGjzPNzc3t7W1ISoAc2jQoEFHjhzhLySuVJV2UVOkra0NMWHsJiKRaNq0aTxT0IHD2IaLPid17tw5MGEIEIIJdxMjUqlUkKomJhwZGYkcnMrKSoEJCxDQE+iYgtfpX33ed7vdtbW1Z86cOXnyZF5entPpRNKc3hsKhs+rBxWzwAwR0LBYLAUFBb01Y36D8jDLy8u/+uqrVatWgQxXV1fb7XbqOoUwL6LqeiaFxmg0Un02tTOxWq1mszkzM1OpVJrN5t27dy9atAjxHGwSIpFIJBJFRUX98MMPvXOaVB5cV1f3xz/+cfLkyaRmERYW9vbbb5tMJjryCi7iHSlQQ0NDW1vblClTaPsUi8UrVqyQy+UstWBzHiDSy8aK7XY7SXkLuIJob28/fPgwnBroezF+/HhaxTwej48CZ/df1TFDBlCr1W+88YZOp/MREQ3K+DuF0+nkvG1CbrvtttTUVBBaiuticUD+iNlsxloMa/Kee+7BY7hhwwalUkmEFsaZQqEAczYajbt27WJTAe+66679+/fTg4AF3W63Q36G7erBGtY8Y5jSmxS/raio+PTTT6dOnTp58uQZM2Y89dRTM2fOpF+USCSxsbG4fA888MDUqVPj4uImTZo0Y8aM/fv3tzMtBNu9rUoEi1CAADyAoGRUD2UymUALOW/RKZ6shx566JlnnklJSaFCfbZ69koBPJbn+aqqqm+++Wb48OHkQ8cpUJj33XffVSqV+BQl3OHf9957j/PqHchksnnz5kE2gq0DvHQy6Xa7wYRJyTk2Npa/cJUjtF+YF40Vr7a21ocJU35fp7Bard999x3bJoDjONiEZ8+eZbPHr+zFEiDgqgfZG2zGB+VO+zzs0AxubGysqakpLS3NyckhTZYeZMIdUV5e7iNS2t4rLddI8oq/cH3E3FFNDs/zSUlJEMdPSkoqLS1FIjQG3022TFcAeTabzWlpaTk5OVlZWS+//DI5L2NiYrATHDhwgIbqdrthm7Ka1ZcCrOlkevI8j/gnvgR7cFNTU3Nzs0qluv/++zlG1IfjuC+//BKxnVBo/uzTSRgvampq/va3v2HAGPMHH3zQ/e0Llw8lixoMBofDEVi9Itvmqrm5mfZ1Vt6dF3zAF4JmgwrMeJ5vaGgoLy//4IMPWGY1bdo0H/pEvvzurxeldbASpiUlJcOHD6coa6eewssEBUJJBAE/ARocHR0N7tp9lp3ZbLbZbGq1OicnJzU19aGHHrrtttt2796N3BOHw3HixAm0arPZbDt37vz++++3bdu2Zs0ayo7Gv8nJyfDWYb0ym81Q32GDunQVWltbMfjy8nKkrrz33nuwxTFjIpGIzDtqBEoNzMRiMX6Uavzwfnh4OEStOY4bPXr0iRMnlEplZmZmaWkpz/OrVq1C700sbqxin/DICLjG0d7evm/fvscff5wc0/QkYr/7+eefq6qqKKpJusdsTiBb58W+6CamSi5CViqF/soWmEArvr6+/pdffrHZbJ9//jlWDLY9MsYcHh7+wAMPLFu2DKuuz6jq6uqKiooefPBB+qxMJoPOcwA5O0SwIb5FWLZsGYyfjh5VVryAxPxaWlqQwIgaEyzO3ZgWsCgiIyMpJty/f/+kpCS9Xl9UVERSC7wgmC9AQKgCq5Pb7W5sbGxoaHC5XLW1tVVVVadPn0YPzoKCgpMnT5aUlJw6daqwsDDPC4fDYTQakY5KKlwEkGqEMbpkwnl5eZSe2sveMlriKQaChR6GbGtra0pKSmJi4ltvvYWlbc2aNZAgu5z0cfT5pEC80+n8/vvvIReJbSMqKmrmzJlYr7sS/b8oc2N3L2oHRQnera2tVHf0yy+/zJs3j/We3nzzzc8888zOnTspbZJW8CtIiX22cExLRUVFRkYG3Aect9zaarVmZmZ2M/+I4VMZgN1uDyALnS3Nqq6u5r1eBrpeyClAd+jLPvurCj7uFdzqH3/8Mew8SqXbunUr+6mmpqYzZ85kZGRcyk8gX4D3Xo6srKwXX3wRCRdhYWH/+te/gn4nd3WV9+3bR0wSWQk6nc5qtXZ1fyqVSr1en5GRYTAYcnJy9u7du3HjRpvNhkQ7JDXo9XqVSrVjx467776bhLJgQeIpjoqKeuONNyALh3/h8sNZ04N86tSprVu3JiQkbN26dc+ePcnJybNnz0YwB19LHJ6oL5IvyKHAcdwdd9wxb968pKSkTZs2bdy4cfv27WvWrBk7diyRYWRI0rdJpdIXXnjh22+/veGGG/D+oUOH2OZtvVMSIkBAn8CCBQuo+xqeIIlEIpFI+vXr9+yzz65fv573PtdkFRDX6tjV7KIPV0cCDH7Imhxw+zqdzk2bNs2fP586A5NDn1YhjuPuueee9evXl5WVYZ0nnomfgK21ceNGLM5oehQfH9/Q0HA5im/sQwAAIABJREFU+2ZLS8t//vOfmJiYmJgYhDHavT2ocIDb7UZSOjF/n5/zlwkjzYfmAVdqypQpeoEJCxDQdwAyjBXPRyoFvrmOincoMcvPz0fKM/JP8Romn97rKdNqtV0yYZPJRC3jfIJpPQr6IfDDxsbGXbt2Pf3009OnT4ds1b59+8i9B8vvk08+oaWQUqC7Ib1dMTGIxNrt9oyMjKysrPz8/C+//JIEdSQSSf/+/ePi4rKysvgLO8XjYlx0M2tpaaEQJQEXFawYG2djY+OPP/5IqzZw3XXX7d27lwL1PM/X19djriCgHbQL4Ceo1JDeaW1tLS4utlqtZJfHxMS8+uqrOp0uOzu7m/lnmTDCZdRe2C+ADPu0qKUEB5ZrCaXIBHYRoXts+/btUVFRFGPkOG7z5s28N8BONEmn040cOXLz5s3de4LYujKe58vLy8ePHx8WFkaPs0KhwAFBVLCnjBJqHIJBzp49m5iqXC7HitGNp0av19tsNoPBAE2BrKwsFAOr1WqbzYZube++++7IkSPvuusuihFRLiWdY1hY2GOPPTZixIhHH300Li5u4sSJM2bMePrpp2fMmBEbGzt16tTY2Nh77rknIiKCjeGQO4wizCzvhZn761//+vDhwxCZOHbsmEajoWmkeFReXp5cLtdoNEePHv3HP/5x3XXXSSQSUs+OiIjAtY6OjoYZPWfOHCxrvZMQJEBAiKO1tRW7Rnl5udVq3bp1K7owUh0QPelLliwhq8Dj8bAuWjIVKHR80RoTNjWDdePCBIRp8fnnnz/++OMQiOK89cxYgkihavz48f/9739NJlNeXp7PT/i4jHNzc3/zm9/QssNxHDKo29vbfSqoLxHNzc02m23cuHEcA9i1+NFt27ZNmzbtueee27JlC4UHoPjFpsz4xYRVKpXNZpNIJCDemI2HH35YLzBhAQL6LC5d6b25ufn8+fP5+fl2u12v10OcSO8NCKPwTd9NdrROp3M4HFQh02tmEFmueLFo0aLBgwd3avmRRbh48WJEbKB2o79Yi7muzhcFxnpvm5/S0lK3271nzx4MgM1P1mg0Z8+eZbs6XRQsAYZjgy4kdqC2trbS0tK0tDRY51FRUWKx+I477pg5c+asWbPYMh7+wpYDVza22ZEJu93unJwck8mE7QfXaPDgwYmJid1knxITpv/q9fqKigp/x4OJhalRUlJy4MCBEydOaLVaalGIye8qqn/NgjIUSHN41apVoEN47qRS6bBhw44dO8ZfyFQ9Hs+///1vjuPef//97n+isbGRPqjX6+Pi4nBvREVFhYeH/+///q9Go+G9FRBBPzu8wLPmdrtRxw7DCEskVoCu7k9ozkMfCwQY0eCsrCyFQjFmzBg2afnOO+984IEHyNoLCwsD28RfiR7jT+RrI9JLvJcYtVQqRfLzXXfdFRcXN2fOnDlz5thsNp5xW2Bu6Ukk1w+78pCaNF2R1tbWtLS0adOmTZw48fe//z3HJFdjSK+++mpZWRnfWfqiAAHXGkidrq6uDuT29OnTH3/88e233y6TyWAk0LIpk8mioqL27dtntVrlcjnVUhH17Rhj6ErXgOd5VOfSkeXl5cePH7darXv37h06dChLd2NiYvr37w9bJTo6WiKRPPzww9OmTYuPj6cVmNgsGjRSfnWbtyfljz/+SFknHMeNGTOG9/r9A5u6lpaWtLQ01sEnFot5rzugoaHh7bffHjRoEFae1atXnz9/3ifoDUrsFxNWKpUKhYK7EBMmTNALTFiAgD4LLEQ+NjwV6zU3NyPmQQd4PJ6ampri4mKn02m327GGoC3IRbKjETUuLCy8IgsEVtuSkpKbb74ZxhlsQYpgwJqUSqUikejDDz9UKpXUkoS68vgLtHiWy+XQYFCr1VgiMzMz16xZc88990RGRiJBUSQS/fWvf7VYLBhtU1MT9pVuwsLsNLKbH4Ul169f/8ILL2ATxTnef//9ZrMZsuPUjs/nazs2lLoiYM+uubnZbrdrtVqOadbKcdzatWu72bEgU8QyYa1WCxPcL9Ctb7PZXn755Ztuugmh9b///e8HDhzwuUChMHUhBbKTtm3bRtmz4G/33Xef3W6n6SUtmdTUVHC5Tz755FLWCnxw/fr1HMcNHDgwLCwMF2jr1q2wFIOehcs+I3iCEhIS7r//fjIcDQZDdnZ29+r8NptNoVAoFAqz2UwuM6vVqtVq9+7di+AJymsjIiLWrVu3atWqQYMGyWSyG264YdKkSWhELBaLMatIMGG5Lsdx6DqGw7DicRy3ZMmStWvXbtmyJTExcevWrTabDblAPmElAlVi+xQs+GRjulwuWMA8E+/NyMgAgQ8PDxeLxRgGNAIFM1GAAN7rD6JHiSK91dXVq1atgpYe607iOO6mm27iOO7666//+uuvf/jhh7Vr1+7cuXPv3r0kF89fQmJXc3PzoUOHvv3226SkpMTExK+++uqll16iFYOlweHh4RQzuP7661euXLlr167c3NyGhgZKQOMZys0uIKy3a+7cufgSMOqff/654zGXDpwmSCnr6aMDTpw4QTGP8PDw999/n7JR2Hn2lwnDB0HfDIwePVovMGEBAvoaWM/gJR7G2kKUPlNTU3Pq1Cmn03nxmDB6EZnNZhRbAr3AHNxud0tLC/SiPv30U44JBUdFRX322WfgipRUKZFIlixZAllXxIQDCAjrvTFJ0iFEdAid5bH06/V6NuzDcdyoUaOWLVsGmZlLFM2CFetzIZubm999991+/fpR/IfjuG+//dZisWADYNN9AfxcV0q8vQm62+gdt9ttt9vZ4hycUWJiYjcxN1Suw4WB66jVak+fPh3AkBobG8+fPz9r1iz8emRkZFhYWP/+/aOiombPnq3VaoN28lcR2GyTNWvWwAPF1qiTVjkFE3B8cXEx6NyyZcu6eQTI1ENqn49uyiOPPFJQUEDB/OCG6/GM0NgaGxsHDRokEolIONpoNObm5mZmZiLzuVMgAgwHmd7b8N1oNJrN5o8++ghnMWTIEI7j+vXrl5iYiPgqrLo1a9YcPXpUo9HI5fIjR47ceuutoLvw7mE1GzRo0IYNG/Ly8pRK5bFjxzIyMtCZibIEfVYYtlyQ1ON9Lg3vTa6hh9SHD5PEDv67Y8eOgQMHwvYViUTHjh0zGo1QJfAJJgsQcM2COvRSrVN9fT1iqlar9ZtvvqFlDS5CypeG4x6PfHh4+KRJk5566qnY2NinnnoqPj5++vTpcXFx07rAE088Ad8ZggFs0QqZDZS8A2Np7ty5SOHxWZYp0ZrkCYiN0zElJSUg8AjhXn/99VarlYqzAiCNjY2N7e3tSqXShwlTO7fU1FT8Fuanf//++/btI28dwV8mDBn/V199NTIyErnrUql01KhReoEJCxDQd8CqTLNefnoHFmynWdMojuuYfdPU1FRZWVlWVlZWVtZdnTAWmqKiInLI9U4MDQt0U1NTbGwsx2iiwoN49uzZN998E//FrrBkyRJwV+iDkby+X0AbW6vVCu0ck8mUk5NTVVXF5gv9/PPPFMmhJfuWW25BX9/uGamPKUl7J3aFsLAwBIugTrFp0ybacmDdsmVCIQX2tqP0Yyi2sRsex3Hr1q3r5rrgfsPk08YWQEyYyMB///vfwYMH485hK65lMtnMmTPRvZb18gjA1B05cgQ2llQqRXn8xo0bUSXR0tLCBgTw5rlz5xCaeO+99y76E9D943k+KSmJ47iIiAixWDxkyBA2PEIVGcFCx5WR84ZQbr311h07dvA8n5+fr1KpCgoKulkf9Hq9zWZDU6WSkpK6ujroMZw4ceKJJ56gG+zjjz9OS0vjOC46OhrZkqtXr8bvYonAyfIXLqe0OFDchtRr2CPZhB+2jXBHfos30fKEZ1qq8BfWGbLYtGmTRCJBdYZWq3W73XhASMZGKBUWIAAg3khbM71Yu3YtKj44JjhMNRGUHkzvoDsd5U91CtBpmUwGdo0j2UxjLDUzZswg0U2e2ZHdbndTUxN5z6FBzZ4CalLgKTt69Ohtt93G7t1r1qxhvWYB6zgolUrS7gJvpz8pFAofg2Hjxo1sexWyiPxiwmlpaQaDISEhgQ1jjB07Vi8wYQEC+hR8qkUuenAbA/addm/fE4oQtLW1dcmE9Xq92Ww2Go3Z2dlkuvWCJUSr8+HDh8VeYGXs168fBqDX62UyGaUDLVmyBKXPSqUSzZAC6KKkVquzs7MzMzM1Go3Vak1LS9Pr9WfPnmXnvbm5+fjx46NGjaKdDGv3iBEjJk+eHBcX53A4LnqC9fX1e/fuffXVV5944gl0/qTuJjDQf/rpp1OnTnWMtYKQszfBFQ8I8x1GyPN8a2trTk6OWq0mXU1kwG7durX7LjVgwvgX2xti8v6Cur98+OGHnNclDwOC9tq//OUvxcXFwZqEqwYrVqx44IEHIJ6EiZozZ87Zs2f5C+XBKbRYW1v75ZdfEgPsPibMtgwpLi7WarUnTpzIzMz88ccfee/NA9oWXI8bfhoPC5g8CTu/9dZbOMblclVWVqJupFPYbDbEae12u8PhIHPz3LlzdXV1P/744549e77//vs//OEP6enpeXl5dOOFh4eDbIPhs7FcnunEhhNHRgyNnOXD7MNOi2Q70/uEZcud6hewOUJkAsK0hZLcpk2byFLvKAYOSzrQiyBAwNUAtuE5ogo8s7hB9rK8vPzo0aOrV6/GwgiXIuvQx7ZIavCsBp64C7AUkWgkUWuZTIaewDk5OTyTqNXxgfVpdOzTBBGgwloSOPjvf//b2Nh4mVkhHo/n+PHjxIRx1ry3NVR6ejrND9K4kpOT2Y8Tq/eLCdtsNpVKtW3bNrKvOI575JFH9AITFiCgz4LltASfsFxXnLn9wrbGeNElE8YqgzBpSUkJW6dB397G9CUPLtLS0sj3ybLEGTNmYMFCS0yO41AnTKshSoUDSJCGEqxOp0PGI3pPEQdgV0mXy1VeXg69n8jISBKNBMsChYiKilqwYIFarVYqlRBrpbOg5Z6SphBS69+///bt2/nQ4LeXDrqZeO9e4vF4kHxPuzX2vPXr11+0IzbNvF6v1+l0iNz6C1als6Ki4vXXX58wYQLrWUf4XSqV/utf/8rMzPTJtWDPq+OZsqVWMDVCdgclTxhbEcp7B490ZTLgGhsb582bh0tGFO7ee+/96aefqGuXz5mi2y2y0EeNGrV7926aNGqKyx5PWbgwH9lppyPZa0eKdD4mXXtnOsashYrWcz5vOhyOjIyM9PR0fNW0adNmzZqFIVGtfm1trd1uN5lMBoPB6XTiViwoKFCr1Vqt1mq1FhUVVVdXs4Ns7QIUV+e8gtsh+1BTreDGjRtpmSKJvlZvO+4rOUQBAvom6uvrn3/++alTp06ZMoWlrwRSBGDNg5iYGLZfGhRS6OMikSg2NhbZ1F999RV6fHRMJA4Y9CtSqTQyMnLs2LF432fd9gtYhDMzMzkmRUskErGdpRITE2keJBJJYmKij1uQ958JQ9t/3bp1nDc+L5VK77rrrt27d8OsxU+wO4UAAQKuNXTJhEl3SqfT2Wy206dP+yTodpQ9DCJAHSMjI6llH7B7927Q7z//+c+cN3E6KEwYclk4a8rURXIgW2vH87zH43G5XE1NTT/++OO33347e/ZsFNcR5YuIiIiIiKB9i9p1ct7IJMd0BB07duynn366efPmQ4cOIQWxb2m0dsWEUZwDJzemYuPGjReN1QeFCYPjUSIDLuKxY8f+8pe/kKuC2iTKZLJvvvmmsLCQVIVdLpfPjtjRN8HWW/rE8UIHnTJGnknEpWE3NDQsWbIEuQloJxsVFbVy5Uqn00k0mCYBX4vpbWtrmzp1akxMTEJCAlsGzP4cazmxwjAsAeYZQ4f39nxmv6TT8g/+QtvFx0TLz8/ftGnTpk2b1q1bt3r16pEjR+IJfeutt7Zt23bPPff87ne/S0hISE5O3rVrl8PhoOy79vb2wsJCi8VSUFCQn5+vVCrPnDlTVlZWWVlZV1fXcWCd4t133yVX1/r160NWq5xdbdatW0e90xUKBWsjssETAQIEXDrQAaGpqWn37t1r165NSkrauHHj1q1bN23alJiYmJycvHr16oULFy5cuHDx4sWvvvpqQkICNLGSkpKefPLJO++88+uvv05ISFi3bl1SUtL27dtTUlJIuZpaXbK5IQGQVdrRKioq+vfvz+rbz507l3x/bYEqdHbFhNnldMuWLWy4e8uWLfhFqnhCTMIvJqzVarOysiDQSJakRCJZtWpVTk6Oj6ygAAECrk10lx1NS4larTabzadPn2aDIRRQ4oMaMYDBbTQafeT+kE6DY+rq6vbu3QvDPVhM2Gg0QrEJZBhLLZsW3nGtxOmfOXMmIyNj8eLFbF9B1r/LkmQSe4yOjt6/f79Go9HpdOx3kmhQX0FXTFin023evBmZXZiHDRs2XPS6BIUJAxTJhwcHeaTz58+//vrr6aJgSx40aNDQoUP/9Kc/nTx5Ep9taGhga+PRvgIvyB9UV1cXssXbAEKp7H0LmspeMp7nq6urP/vsM/ZZGzBgwNdff80+1B2pKe9l1Dab7fjx4z557O3t7fX19fQR6PWxPwpJPPLE+3TJbmPaPtOffFRb+Qt7ere0tLz00ktjxoyZM2fOpEmTJk6c+OCDDxIXvemmm+hhZL1UuBkkEsldd901ffp0NPUlTbXm5mY4Ajrt2857l4VOkZ6eTno5yPUIWWAas7Oz//CHP3AcBykE1AmTM8WnXFmAAAGXArYPEK1p5FKkEomKiorKysqampqioiL6IM/zOTk5R44cYb+wvb0dNb2sW4r11V7OQ9ra2rpq1SqyWNAHEekhlEnk8XgC2Pi6YsLsyJGTgr8OGDBg5cqV7DdQ52S/mDAaUqxZs4a7EAsXLszOzqYvF3x8AgRcy+iSCaPJksFgMJlMEE212WwlJSUwVfkLI05BjInhO+vq6tauXfs///M/sFPhzJPJZDjG5XJpNJqRI0dCAzYoTNhHdxrNRVnxno4p6XiHdoX6+vr29naXy7Vq1aq4uLgpU6bEx8fHxsZOnjz5mWeemTlzZmpqak1NTVRU1MKFC9PT0/kL5aBJALar8FdooismrFKpkpOTiX5IJJK1a9f2AhPGNLIlkSjFpDRgl8s1ceJEdG3F8Pr16wdqdNNNNy1YsCAtLU2n05WUlICS0fVt9Xbc9Xg8FElrbm4OYlpacEEt11g+TJFbnuc9Ho9arV68eDHZBzExMdOnT9+3bx9bvIoT73hPsi4bcF1092HtJDaICi8Pe8+zZa4s48KvY2Lxu42NjQqFIiMjQ6vVpqamKhSK9PT0efPmoe4rJiYGmW+sNCudVFRUVGxsLPIJZ86cCZ48c+bM2NhYUnjmvF1Asc6g4J/N3Os4vV1VoQAKhQJ3l0wmS0pK4kPV2KJIeGZmJqZOIpHcd999ubm5PiWRvMCEBQjwHxBWoC2Dinh9qCwtJgjPouSY/YhPcS82NTRZZBUEAq7m9Xg8zc3NTz75JMsYx40bRw0sLmcF64oJ0wHNzc3IYSbcd999R48eJdE+DCMAJqzT6RISEhCEQBaYVCpdvHhxQUEBzVhoZnUJECCgd9BddjQWEYvFgkVHp9NZrdbi4mJSDqQASBCNPDb09N1330VERFBgJywsDArM+fn569evRzwnWExYr9fjg6BhkOCqrq5mjV06X97bFYDGzEbIGxoa3G43Oydk8R86dIjzxoeTk5PLy8vRBAUswoeu9Al0xYRNJtPatWvZ0qbk5ORuFImAYMWEO2VuxNCOHTtGo6K7iyXtHMf97W9/+/777xMTE1NSUtDJhm0ggdeNjY0+oc7QBJqM+5DMgoKCFStWwD6gBP758+fD+8PqAvjcyWR+8TwPT4HL5eooOkLFt7yXBJJfCQsIe7fTB+mJy8vLS0lJ2bx585YtWxISEt54442hQ4eSXGqnFw6UGPGE+fPnJyUlbdmyJTk5+ejRo3i4yMSkczGZTCkpKTt27Fi3bl1CQsLixYvxbV9//fXGjRt37dr13XfflZSU8N5nn5SrLnrFT5w4QWN78cUXi4qKOlWxChE0NTWZzWa6/xMSEhB3IrB15gIECLhE+JhGDQ0NRIl9mDCreEfvtzP9fmnZwWqJJbqrL/EXaA2Vl5d39913UxZxTEzMgQMH+AtdYIHlrF2UCXs8nj179pAHc/DgwZMnT8baCwQWE9ZqtWaz+dChQ5MmTeKYBOnly5fDumhqavLxxgoQIOBaQ5dMGP2EQEtooTEYDBaLpbi4mFbDy1l8OwVsVgq30qKJJZLneY/HU1RUlJycjLTboDNhVAgbjUaj0VhWVuazOLIiSURf2dhRXV0dZRKyZMDj8dTX18+ePRvnAhNZpVLxjH1JBKMPoRsmvGHDBgrTicXizZs3X7S71eUzYZ/rhQ0e0VGe5yGBdvToUXAqEjmj4mEKDMIOEIlE4eHhjz76aHx8/OOPPz5r1qyjR4/W1dXhTMmmoWLa0AElJNMdRY6Affv2TZky5de//jXy+ck1s3TpUuKonWbDskGJrhpL0mcpiuhyufLy8saPH//WW2+xDaIpDOJyufBDRUVFb7/99sSJE2NjY5Gpy3kbjOHxZ8VFkXssEomoHiEyMnLFihUGg+H48eP4IR/yj99lUwYaGxsbGhronqmurs7MzExPTz9w4ACCzDKZbPjw4VSoxl9yb/eMjAzOW5Q+ePBg5ICEJnBjHDx4UCaTyWSyiIiITZs2+Rwj2IgCBAQGH2ci30VuRael+DAbOj3A50tY4yFgj9U333wDUeuIiIjw8PC3334bPJxd0gPz6HXFhNlkk9zc3Pvvv5+857/5zW+cTqfPKQcQE4ZRMX/+fFacbPHixYWFhT6nI6xyAgRcm+iunzA0VJEmDZJJK0tJSQmWSDa/MYhAFivP85xXlhkhIJ7na2pqHA7Hli1bOK/KfxCzo3G+kI/W6XRYK31Ap0xeANK29UlnApBAi8PGjx9/4403Yi0eMGDAkSNHOm6TfQtdMWGtVouyHxLNevXVV61Wa08zYZ8UMpaq0TwrFArq5YBrceedd8bGxs6YMePOO+8kAkOqIcinIiYWGRn5yCOP7NmzR6PR8EwH49AENYr85ZdfVCqVTCbDFaHTue666+6+++6PPvoIxJ6iwVQkT1PqE3/gvXzbJx8Pd7vdbl+xYgWq/alNSP/+/SmWyzGaqDKZLCYmhtwQFBlgG2ZKJJKHH344Li5uxowZU6ZMGTdu3GuvvaZQKGgwxKgJKFjwmRC8g3Q7WsTwJ2opNGTIEM6rNRoVFRXAtMPmQ8NzjuOOHz/Oh2RMFTS4trb25ptvpjnft2+fz2GU0nkFhihAQF8GtfalvZJ9mlBIjNQwshPgXidPK+KWPt5J1v9Oavk8zyNvzt9BNjU1/fTTT7/5zW9ovY2MjGQFDi6zaKsrJswmE7W0tEyePJnWfLFYDN0+nCAmKgAmjBdLly5F5TMW5A8++CA/P5+dzxBcnAUIENA76JIJKxQKk8mEyDBWE3BFdAay2+2UIx1c84iYIRYmjgEUs06dOmU0GhMTE4PbRQlnp/dKLFgsFq1WC5ck39k2gDofVggXL1BOw4bKaX7q6+tRhCOTyRDIWrRoEVtrTZr+fQhdMWGDwQDBRrZZ4kWvQlCyo6k1K/6La8eGAU+fPp2QkMDKY7755psnT55sb28vKChISkp6//33OW8bCbSCZPkYXsA7s3bt2l27duXl5QVlMoOLlpaWwsLCnTt37ty5c8GCBawGO12UYcOGUQIw742XIuTb8QamN5uamjp21GB9Onq9fuzYscR+fTgt55VjIXuI/RP1IXvxxRehlbpjx47169dv2bIFkmb0jCDgz19Yb88z6db02Hbappg+xRY24zWxcUwaJaq0X9iJjr+w2zsLjUaDE8T3gLGHIJNE0jjP83RLT5s2jf56KbEsAQIEdAO2Brjd24KYZ2K87B7a2trKijV27GEGbx1bksb+lc2m9neQK1aswMKLhKnf/va3WVlZ/IWra21tbWCMsfuYMAVmp02bxu4F8DWz8JcJ4086nW7ZsmXsNy9atIiNCVOWkwABAq5BXFw72gc6L/Ly8nzW9KDAx2/qYyXzPI8+nySuEB4eHhMTk5KSgvURC99Fu/VcOiDYwF/oOwxgM0DkUK/Xs+LSEolk0aJFPM9DnRhH9q0VuaPsR2NjI6Lra9euJZ4DVmCxWPyd/46RST7QKYKFAQ9OQ0PDTTfdxDGB3xEjRlAHoPr6er1ef/DgQdSih4WFsVnTAN6Jjo6WSqW///3vJ06cOHv2bArA+swPpdN3pBakycl7rSL865PNy34n/clHK6WtrQ1hBEzaZ599du+99xIBxgv678033/zJJ5/k5+cH937DeJAYT8Fn9obHC7FYDO13jmmsPXjw4B9//FGhUCgUCq1We/LkSTLCWnumb3lXYMcsFot5pl2nj+XaFbRaLcvqERMOTRATxtWJj4/vc/44AQIEXAo6plhT/jP1O4yOjhaJRHFxcUH33EE9gZYaiUTCX+hGnzJlCrtbyeVyjI3VrfCLCSM0otfrSRgSBsmSJUsKCgpoWxFWPAECrmX4zYT1ej1Cdk6nk1RVgmikds+E3W632Ww2Go1oPYd4XXh4+Pbt2ym9mUYYFJw+fZpSoGmEgZ0vFINGjhyJulmc0fDhw0+dOkVf3jHDM8TBTgX1hDAYDFardePGjch9JX0jSlW6dKAZY6c/dJmj3bBhA5Jgad/lGRILSkmZzyUlJcuXL589e/bdd99N5DkiIoKIJcU88c6IESO0Wm1mZmZaWlpGRsYvv/zC9tKQy+VyufzQoUOZmZk8z1dVVeFR8jkvHwLM8zxpUzU2NrJV6Djs3Llzer3+4MGDaHBN9xh0pDA2kUj03HPPHThwACXTGE9w20G5XK79+/cPHDiQlJwjIyPnzJkzZcoKd0/wAAAgAElEQVQU1AC/9tprKSkp7Ph5nvd4PFTci67OrLQVwry9QIbRJoRqyAH2ADaJoxv7KTU1lT6OsttQ7hMO3i6RSCIjI9mYsAABAq5KsOLVHo9n1qxZ7P7FcdyKFSuCyw/b2tqgnsC6R3086bGxsWFhYVDo4Dhu6dKl9Ce8CBYTfu+996AdTV/LCzkvAgRcqwicCaOpUsCS/V2hKyaMF+fPn5fL5Xq9HjWohI0bN1I9c/cro7/Iycmpqam5/JAURQUzMjJQfxgdHQ3P6Ndff+2TqNnnPJSs7kVra6vValWr1UlJSXTtQIqUSqW/819YWMjOxqWE47oB5hmcxOPxzJw5k0isRCJJSUnhmarv1tZWqEODZ0It3GKxbN68+e9//ztoA/gwvkEmkyFQTO1z6P4cMmTI8uXLd+7cuWHDhnnz5olEIlz666+//qOPPvrzn/+8ZMmSxMTE5OTk0tJSUCxwY8qmYyO3JMJ89uxZvH/u3LnVq1c//vjj4MDchX2tOY7r16/fc889t3Xr1tTUVEpzwEkFNyZMechxcXH46fDw8AkTJrR62zvzTDYy6r7Ycjj+Qm3S9gt16XsnLFxdXU3F/P369ZNKpXV1dXSHX6K1RHXCEolkzZo1IftENzU1tbS0vPbaa3SrPP7441d6UAIECOgpYDuDUxULmk6nu/fee2UyGXYuZOsEphHdDVpbW7EqgmwjBI0/YSOoqal5+eWX2W3rtttug8O0oaEBCczBYsLLly8/c+YM7+01GHQ7VoAAAX0IfjNhg8GAJGSj0ehwOCh5NVjoJiYsFovPnTunVCpNJlNiYiK7Ym7YsEGj0VzKyugvjEbjyZMnKRZ3OeeFXFaPx/PXv/5VJBKBD3Mc9/DDD5eXl/NeJkmVe30IPilGDodDq9WiTpjd+QKI1dtstoaGhk5FmwID9Q9sa2vbuXMnsdaIiIhJkyaBf/pUGoOhEX9DrZTBYDhw4MCtt96Kc6S4K+ctDQU9joqKAukleWrUzdIBQ4cOZe/kYcOGTZw4ccKECXPnzi0uLu44cpqE0tLSZ5555umnn46Njf31r38dExODH4KFQX73IUOGLF26VKFQFBUVUSkv8qgpMTuIPI0mDV0rgOnTp3d6DGnJ8IxyDP5EEim9z4R5nl+8eDGp9HEc9+WXX9IAWCbczd2oUqno9MeNG4cGxSFb+PD4449TUsP8+fP73PojQIAAv8AqLOzZs4f6sWMRGDBgQHAXW9T7gAkPGDCAfohtt8Hz/IkTJ7CTojMIx3GIXQc9Jvz++++fPHmS1ToV+LAAAdcsAmfCWIwoeThY6J4Ju1wui8Vit9vBhCMjI2Hxb9iwAaOi4fl7Xl1BrVbb7faKioqgsAWc1JYtW0BaKBq5e/du3qs51BdTdHzayebk5DidzqSkJJwgNbyB/Li/91ttbW1XrSMuHRSTJCu/ra2tsbExPj6eCE94ePiOHTsQcUWOLo5samqi4CR5ykGMyROEb7jhhhvY2xUuAIlEQnFjABPCkuewsLDo6GgcQySWqmoxe0R08Q5UoDmOozgwvU8feeONN+D5BtqZjl/stQsuQ2toaNi0aRMGAAPrhRde4BnpMlZinS4oy77g/mfrEXD5eiGyih+Vy+UymSwqKkosFoeFhT3xxBPoKc1778CLemS0Wi2uclRU1Keffsp3kPUKESAmTEI1AwYMKC0tvdKDEiBAQI/AJ8MIBslXX30lkUiwWw0YMOCVV15BoUpwq2Z4nk9LS+O8OWIikSgiIoLGgI3V7XbDZSyVSrHT8RemyAWLCS9btgzhB3y5IBwtQMC1jECYMF4gvpebm0u5mkFBN0xYJBI1NDRYrVatVvvNN9+Q3S8SiTZs2GAwGND2iaqFgwKNRqPT6YqKioK1KzQ3N586dWrEiBGsC/aJJ54AEwj63tM78IkJO51Ok8m0du1akD1idIFdl/Pnz7OhwsBGSPntPnvejBkzMDbU0K5du5bneXip2YJwH+ZD5dwejwc6WKgKXrFiBfgPtYxmd1+ZTIaAMEtxQYNZNk6VWmx+NQufjwOwG8LCwsLDw4cNG5aWlqbRaPLz8+mi9E5AEv6Fbdu2oT4cJeIGg6Grgwmk4Yk/+ZSF91p2cVtbm8vl0uv1FLoPDw+XyWRpaWk4wGecXQEVcQCaEoUmE+Z5vqWl5dlnn6XR8iE8VAECBAQLSDx2OBywRqRS6XXXXcdxnFqt5ntmEVCpVNStDb9IpTrUbJJjapWRPk1VV0jmCgoTnj9/fllZGe9dzz0ej0CGBQi4ZhE4E0YA1mKxYEEJFrpiwjD06+vrjUZjZmZmUlIS250lMTFRr9f3BBM2GAwqlcrpdF5+gnRNTQ0R3XPnzt1yyy2c1z/Kecty2A5SfQg+TDg7O1uhUGzZsuXBBx9keWYA2dEmk6m2tpa+2Uf68tLBRq2hisTzfGNjo9vtpvzksLCwyMhIqFjx3hgmTq2pqQn/JZ2n+vp6CmPW19dDW4vYZnNzc2Nj44cffhgbGzt9+vQnn3xyxowZcXFx8fHxU6ZMiY+PnzVr1sSJE+Pi4qZNmzZx4sRJkyZR+wrarUmaKzIyEu+T3jLIsEwmCw8PR/D5ueeemzRp0lNPPWU2mzGG2tpaCGUjM40Up1paWqh3JRBEnkmqaU888QSGGhERwTYRYdkvxYQ7apmyj0DAGnWXgy+//JIVDP/666/xhLIy4N3ch2q1mq7gokWLSPgtBOHxeOLj4ykodKWHI0CAgN7DBx98EB4ezq51vHcdDqLzlAyb5cuXDx48mDSx3nzzzcrKSnYDYu29qKgon5UzWEw4IiIiJSWFSoSAkK1eESBAQI8iEMUsvV6v0+mMRqPRaNTpdGjLFix0r5jV0NCATjypqakPP/xw//79QQm+//57LI5BZ8IWi0WhUNjt9tra2q7iipcO1s/66aefDh8+nE6Q5/nm5uaA+wFeWbCKWW1tbXa73WazaTSauXPnwmGB0lm1Wu3v/FutVpfLRSzOJw3b3xGyhamEefPmQYEcF+Jf//oX3mcvBOszZns8sjm9VF1MBA83DDQ5eG8/JL5D5BOSUZs3b96wYcN9993HmgJcB+0rmszIyMhNmzZ99913u3btSklJwUjcbje9wC/2RKuz7oEfio+Pl0qlGPyhQ4favfA5mK4I2/uXzCaWQrvdbpLy7gUUFxffdtttGL9UKn3zzTfZGAI13OoKqIgDXnnllZKSkhBsJsx7T4ct6vbR9BYgQMBVA1qFUNfT2to6aNAgPPggw4sXL+6hBBzselu3bmX3ssmTJ/PeVQi7vE8R0C+//AJVC3LjBoUJcxx38OBB3rvLUP/5njhxAQIEhDgC6Ses1+vVarVWq8Uqk52dDW1Vts1JwJ3Ku8mOlkgk9fX1Wq3WarXqdLqFCxdy3gzSHTt2ZGRkGI1Gk8nk7xldFKhudTqdVEHasSsswowX3UJYLVyXy1VSUsJxXHR0tFgsJsbS55gwyU5QwNbpdBqNRoPBsGTJEs6b7BRYnbDNZkMsjm6noDtu5XI555X5Ja8EnRpOqtda4EACXa1WK5VKhUKRmZmZkZGRkZGhVCrVarVcLke73fT0dKvVGnR5z6AA7R9xbyPZm23MQ7Jwvdwi+BJBT19dXd3zzz9Pi09YWNjRo0f5LgTGfOrueJ5XKBQICMtksq1bt/IXOk1CB+S2wGkOHDiwN90NAgQI6E1gfaP1qqWlBa0oyceqUqmwMiMNKli/S7+IjhIikQhWAbs1UHY0xoN+E1OnTsXmCw9dW1ub1WrV6/VmsxmVa1qttptcM2ymRqPxn//8J76Zao4OHjyINflaDgW3+4krPV4BAnoEgWRHU9zVbDZrtVqz2YxoiU9dZWCWbjdMWCqV1tbWqlQqLIVLly6VSqWQI9q6davFYtFqtWq1Gv5Cf8+rKyD0rdVqLRYLJep0nxjZKSgXlI0Hulyu8ePHYwcaP3680+nsi2tNp0w4PT1dpVItW7aMdQAHwIStVis2wh6qd21ubs7Ly3vooYew++J2MhqNdEDPMfBLAR4EyHe1tLSQ6jXyunt/PBcF3d5NTU3UN3vy5MkQ54QctE90PdRAF7q6ujo8PJySBX71q19RVRsuBH0Edz5x3ZaWlhUrVsDDxXHcunXr+FA9WdxgTz/9NMdxAwYMQOvjvrgKCRAg4FJATQR5nqc2wogJr1y5sqfjosnJycRyxWJxfHw8pUp5PJ76+nrqYMdxXERExNSpU+mzMJ+QFUgx4e5LrqxWq9FoNJvNX3zxxeDBg8mS5DguNTWVZ5ZlFLz06Ln3IQhMWMA1Bb+ZsMlkAp8xmUwWiwW9ixwOBxsVuZws4m6YMMdxZ8+eValUNpvNYDAsX74cQbyoqKgPP/wwOztbpVLBTejvSXV/vgaDAZ2KCwoKug/sdHO+RGl8DOK0tDQytRMTE/Fm30pQ7JQJY96WLl3KeWuhpVJpAPNvsVhQ7Mr2UQj6KXz++ee4l3C/zZ49m+W97d5S4aD/7uXA7XaHIBlm89hJ+GTGjBl0AOtFCs2dle1yDO1riUSCCm2e5ylkiqWAkl8QCcef2tvboT2D6u7k5GS+BzS6gwJcDsSEw8LCCgsLe1OfTIAAAb0M1mE3depUxEjDw8OHDh166tQpvseczvhatBXAbiuVSidPntx+YdvIv//97xyjCjlz5kzeK8QIRyqbHY286G6yo1UqlVKptFgsKpXqpZdeYkuNkONDeVXCosdCYMICrin4zYQtFgu1UMJihOST8vJyogqXk/fYDROWyWTnz58HA5fL5ci8BUaNGqXT6dRqNVyACoUiANLVKUwmk84Li8Xi05MGTkrEey+xAZLPgtLc3PzOO++IxeLo6OitW7e63e7ganH3AjplwlqtVqvVIiZMF/H48eP+zr/ZbEZFE9Gn4DpuGxoa3G734cOHQXVIgTkzM7O5uTnU2C9/YWgxNDdvjLClpQXXXSQSsUyY97KvUN5WqfHy4cOHhw8fTusMz1SM0ws2EYb3Zn/geDDhzZs3h/LJ8jw/depUmJ7p6em9VgggQICAXgacp5WVlTzPHz16FJ4+sVgcERExadIkqGT5LGjB/WnEhH2cpOwPpaamYlQUv/35559p13O73TA7iQmjaUhX9oNKpdLr9eis+ac//YksyaioKBStYFSw4oJ4sn0dAhMWcE3BbyaMjGjESPV6PYo0DAaD0WgkltjOVMP6i66YMAo8XC5Xdna2yWRSqVRr166F3C6yaFQqFXr/GgwGpVLp73l1BQSEUYGs1WqzsrKImFGPU39PlqXQPM+npKTAYg4PD4fwb2gynK7QKROGptrnn39OW1pUVJTNZvN3/k0mE6WkAj2xHFdWVs6aNQv9ckCJ586dyx5A+2XQf9oHdGP4cEW6JZAjjdchvnnD3BGLxVOmTIEYKbrX8t4AaQgmDGNKSQGb5/mPPvqI86pA//zzzzjsogorpMEWFRV1/PjxxsbG0Ez0aGxsPHXq1L333stxXP/+/ZExKECAgKsStHC53e533nmHY3r1ffPNN3QYqTkE63fJJkxMTOQYQaz4+Pimpib6OZfLlZ+fP2rUKDjm0IVx+/btqEbxeDz+MmFUt8nlcrvd/sUXX9x9991isRg9Gt544w0aXmiKOFxBCExYwDWFQLKjkRGt9/baRb50RkaG0+lE69cAymgJ3WdHu1yugoICo9Fos9nS09NHjhxJWTRGo1GlUqGGObi6WfhCpIJrNJrCwsKOSkUX9SmCNrOBTdKl4Hk+JSUF0bMjR44ENm9XEJ0yYXSfIsFGMMyMjAx/J99oNMKBzXcIvgUF9J3bt29H6hR2SolEYrVaeZ6vqqq6HM+Ov2j1ou3Chsasc4RupBDMtuWZKcWz2a9fv7i4OLyDBk70+sqMr1v4NJfCE4okf4lE8uKLL3aUH0detMfjoZukrKwMx4vF4gkTJnSUwg4dtLa2bt68GaT92WefPXnyJB+qJc0CBAi4fNTV1bW1tUHcHg6+sLCwwYMHl5aW8jzf2tra1NRErQeC+9Pt7e27d++mkhOpVHrfffdlZ2f7GFRffPEFFk+RSBQVFfX8889Topy/2dHIWNRqtXa7PSkp6bHHHiOL8fbbb/fZjEJwfe5pdMV4BSYs4JpCIF2U0AvHaDSCCZvNZr03CyUnJ6eqqqqjkuqlo5uYsEQiaW9vr6ysxI8ajcYJEybgT2Kx2Gq1IhSs0WiCyIThdCRVao1GYzabi4qKampqWD8ivJXdG/cIINNp0uScO3eOznTcuHH+ztgVR6dM2Gq1qlSqjz76CBcOF3Hx4sUBzP+ZM2famRZKfM9Y6nV1dddffz3GKZFIYmJivv/+e/YAlur0PtjqTRSyonTqSo2nK7QzLYIpX2PMmDGs1hRehCzdQukvZhujPX78OLI2xo0bB5uspaWFnXx4tYgkf/311+S8YzPDQ9OSSEhIEIlE0dHRCQkJfKgOUoAAAZcPMloyMjIQceU4buDAgf/5z3/w/iUWeQUMm8324IMPkkX34IMPFhQU0F9bWlqam5t/+OEHNv4hFov37NmDwfurmKXT6Ww2m8ViOXLkyP/93/8NGTKE8/aL4jiOCDDOOjQ9yz2Kti4gMGEB1xQC6aKkVqvNZrPVaiUmDGllNHopLCyEp63d26XNL3QfE+Z5vqGhAVW7er1+7Nix9Cej0ahWq6EgTcnblw8ID+IXzWazwWBQq9VIyCkqKqKMx0vkSKxwNPsRkOSjR486nc4+18WkUyaMJgekHS2VSqOjo9PS0vydf4PBUF5e3nNMGBcCrOb2228nvV+O42655RbwN1Zss6fR1c6EAXTajjg00e7tDIkkt5SUFEwmW/F1RQfYOegeIzLMCr2MGDHC5XJR4rpPZQROrb6+furUqZy3PH7mzJlNTU1YEkMwDN7Q0EB2JzSu+ZAcpwABAoKFhoYG0unkOO6uu+5yOBwUICVmGMR1gPQCPR7P888/T3XCHMdt2rQJopi8d/l1u91Lliyh7YPjuMGDBwfWRclqtWZmZup0OqfTqVAoFixYAJ8m8r94Zg0P8VKjHkJrFxCYsIBrCoHEhLsCSjJUKlVeXl7A2ZtsnR7P81gHw8PDwU/wKJaVlUG1a8SIEVhSr7vuuk8//dRms6WmpsJlGCygd7FGowH7xcqLQLFGo7HZbE6ns7i4+OzZs+fOnfNZLNqYVlLdrCaU+UMcmMgPdghMY1NTUwiuRDhHYmg4wby8POxPixYt4rzyGAMGDAhAMQvtoymi6HN7XD7YitAzZ86gnYxUKo2IiBCJRD/88APv9aOHoHpWCIKtjEBWPGyOjRs38gzFCsE7uXsYDIZ77723X79+RBc7tteirIEZM2aQsTVlyhTee+IhWI3m8Xh27dqFZXbLli3CTS5AwFUAdoH1WWxbWloOHDgAJiyTycLCwrA49yhYnvnoo4+SVSCRSKhzG8tIFyxYwHkVB/EvDZ7NjoaR0E12tFarRXa0Uqk0mUwffPABG2rGgnzRbL6+BcxkW2ealOzujLSms2fPlpWVFRYWZmdn22w2m82WnZ3tdDpzc3OdTmd2dnZ2dnZubu6pU6fOnj1bW1sLA8+ndEuAgL6OoDFh0s1SqVROp5NajPg7oHZvEyZ8Ay1baECHY2pqavLy8iwWy2OPPUYHPProo2lpaYhGBtC3tpvzUqvVFAdmmTDWX/wVoWOr1VpYWFheXo7AEXtS3Zwvf6GJTIsyOUp5nne73SHrs6R8Kly4tra23NxcvV5vMpmgNkRR1n/84x8BXAKTyURhYfbfIKK1tbWhoaGpqSklJWXgwIF0U914440TJkzgvXXgoRnGDEHU1tY2NjZSZ0iRSNTXmTDP8yqV6tixY2fOnCF7os0rGo/U6HavpvTEiRP79++Pc6fs6Jqamis5+q5hMBjGjx8/efJkrVaLd0Iw616AAAGXDvJQk0BJa2trc3NzQ0PD/v37UakLLjpkyBC2I0aPor6+vr6+/u2338baCIqbkJDgdruJWeHF4sWLKYcZTex4b/aZX0yYGn+YTCar1bpw4UKxWBwZGYlz9zFQQ9bEunR0DLfAovbRdm1ubq6oqCgsLCRrGamUZMZTt1RML2YvKyurrKysqqqqoaHBJ+TT8ae7SbPvi7u/gKsbQWPC4IdgwlarlbxH/g6IXIMwmlkexXEcqEh7e/uZM2eUSuXw4cMlEgkJHa1cuVKv18vl8iAyYY1Go1ar4VmEHBe1LNZoNKhM1ul0KpUKy4dSqTSbzcXFxT5SsS0tLT7NpTA/CChRV3dKM37ssceGDh2amJgY+k1N2EuG5c/pdKJu/OOPP2b3vFGjRvk7/0ajUafTXbST8+UDq7bL5Ro5ciTbdTAiIqK+vv4arCAKDKwxsW/fPolEguBDX2fCNODW1lZ6tH2UAnBMY2PjX/7yF47j+vXrJ5VKZ8yY4XK5QjbmgFOorKxk16s+d3UECBDgg04NMASEsa9hU37llVd6wcPLkqKCgoIBAwaA4oaHh2/evLnjyFtaWr777rvo6GjKo+Z5Hi2F/WLCyN2DvItOp3vvvfc4Bu3t7ax9FbLSFX6BTUUEfG4Dj8dTWVmZnZ2tUqkUCgWqGrtJMkf4B5awwWCw2Wz5+fnl5eV1dXU+dhFb9EdFcx0PuAo8DgKuMgSTCYO34GmpqKgIzJyiZwnPGBsQDgsLg2TC+fPnc3Jyjh079uSTT9KiFh4evmjRInQSpiXy8kGKWcjHJmIMPqxSqbB8mM3mrKwsuVyOd+x2e3FxcU1NDWK5HdcmnunDRO9gUW5vb9+2bRvULIYPH15QUED0OGRXECqbxBk5HA7M0vLly4lPchz30EMP+Tv/ZrNZrVbbbLaeC6m1e4uQ0enn9ddf5ziO9C05jvvkk08oA1zARdHW1oYk27S0NLSkkslkfZ0Jw8sDE43OAs2o6Rja++VyOXWQ4jjuhRdeyMnJ4Zk6iNCBj7ESgvnbAgQIuBwgw4687f/+979RbiaRSGQymUKh6LWRkAGD5RH/Jicn896FiDbZlpYWVG2g969UKq2oqOD9z44msw2U+IsvvmCbFfNeO7OjedZ30dahQyGZZw0NDefOnSsrK8vNzTUYDHK5nFWEpTgwCfHQ+/gTuRUwn9nZ2cXFxVVVVS6XC4afj43k81+iwYIpJSDUEEwmjMwKrVar1WpLSkoCZsKwNUELoTqDlndSqbS6urq0tBShV4fD8fPPP8tkMvxVJpMtXrxYq9VmZ2dD3ToowCqA9RSrA7WwM5vNNpvNbDYrFAoIVqMWBeuyxWLJyck5depUeXl5RUXFmTNnUGhB3fMIrF+tqanp888/v+mmm+CvlUgkJ06c4EM+b6cjE7bb7Tqdbvny5UQJxGLx6NGj/Z1/i8WCq3n69OmemASfaDzP83l5eRCRppaww4YNKy8vv5o2yx4F2FRbW9vq1aulUilMrr7OhH2A5pY8zzc3N1PshRWUVigUiHtg4frss8+u5HC7hdvt9iHAoZ+HIkCAgEsEq4q8cuVKKlrhOG7cuHG9ma5Cdh3nFRSkdCGMkHX3b9iwQSaToZcSx3GvvfZaVVVVAHXCMN4QzExNTR0+fHhYWFh0dHS/fv2oAC2Uq88CBlIO6+rqqqqq8vPznU4n7FWitXq9nl6wgV+1Wk2MF/Y8zTOyqckeJku4qKiotLS0urq6K6UJKjAO5YiOgGsWwawTxgMDMnzy5MmAS+rbvY1YeJ5HuZ1EIkF0zul0mkwmuVyemZmZlZXldDo5pjX8Bx98gJbCQdSOxgNPetQWi8VisRgMBovFsnTp0vfee2/nzp1Yl9VqdXZ2NtYILB9UdAFPm8lkysrKysvLKy4uPn369JkzZyoqKmpra8+ePVtZWVlZWdnQ0LBp06brrrsOIW6O4+bOnetwOEKcg3WaHW21WuVy+cKFC+nqcBw3ZswYf+cfG55Go8nLy+tROR+UAYPJzJ8/H0Fs+I9lMtm3337LCxGzS0ZtbW1LSwuZXFKptK8zYfKYdOrSxlqHnAKcWlVV1X/+85/hw4cjLLxs2bK2trbQlIWna4FS+Ss7GAECBAQFHflGRUUFFmQwzJiYmIMHD/JXQsaf8woK9u/f38dLSMNet24dRgvbb9KkSXxAilkk72KxWMxm8/jx44mH7969G791VVY/NTU1nTlzJjc3Fx1VYEdRFjQp3ZB9S3V/bBYk/QkfRGSI6LTeW2Cs1+uNRqPNZsvNzT19+nRtbS01UyS0M7jScyNAwAUIpnY0nge0Fy4qKuIvu+7C6XSyFZscx6lUKlTkImlWqVRSrotIJFq4cCEe+G5WRn9BKwiyvi0Wi06nS09PX7ZsGWI+w4cP/+qrrxwOh06nQ3AYSwZyclRekHID+4U4FyxJdrv90KFD6JAM/j98+PC8vDw+5AVsOlXM0mq1mZmZ//rXvxDclkqlIpFo7Nix/s4/JgcJ0j2RXEqKR3gNj3V1dTVUr0UiETWSValUQf/1qw+sUfXee++hqIHr+3XCBHbkjY2NuPNZMRIqGOZ53uFwfPXVV5999lllZWXIGludJrYJECCgT8Ptdns8HrfbjUdbLpej8Ie6E7311lu9PCS4m5ubm9kAxogRI1A8gpxe8qpv27YNIQFEBeLi4viAsqMRGiGt09GjR5M9+fLLL1PZCx/ymXeXjtbW1rq6ulOnTiE1j1RszGazxWKhJEdW/JVNk4b4KxwHFDTudG7pO1mzVq/XO53OiooK1HVjc+lUy1qAgBBB0JgwLTdWq9VgMIAJB5B4Q/HPxsbG9evXk/cOOZboaYQnUKFQ6HS6b775hnrAvvLKK2lpacFlwlgg2FUjPT193759GBXKIG+99dbU1NT8/PzMzEyql6ZP6fV6LD0dVxyTyWS32zMzMzUaTXZ29ocffkjCxXfffXdWVpbD4SgrK6usrESQLQS1i7vqooRzXLp0KYgQLlAAMWG9t3OgyWTy6R8q/ZkAACAASURBVKUUFGBKicPzPH/+/Hme5zdu3IgxI7+X47iwsLBg/ehVj4aGhpaWluzsbCoGuwqYMDVJ4pk2jB1vRYRVKdmP5/mzZ8/iTyEYE2abanTUsRcgQEAfBdYrcvKuXr2au1B/NDU1FZoOvbAaw0Kgwhm2WJfjuJ9++onneSLtGE9ycjKxZZFINH36dN5/JowWSlqt1m63w/QaO3Ys5dyNHz/eZ8Z6eh56AVDSKSwsNBgMUMPCJOg7xIEpZoO5YhOk6U2aW/yVrSXWeoGDwYrpt+x2e35+PtwxHfViBQgIKQSzThhrU2ZmptlsrqqqCrgyHp+CQcldCHaBw4t169bBxwnG9frrr4M1IVUDmcxUFxFAq2EEuhUKhVardTqdmZmZBQUFX375JYKcYMLh4eErVqwIrI+x3W5XKpUGg+HIkSNTp07lmNYCmZmZVqsV/gWj0ZiVlVVZWQnmxlJiRIxh0SKk2dzcDMrRC0sPfoI2sPb2drfbjX7Cer1+yZIlMpkMmcYikSiAOmGodgP5+fm9lr2p0+mGDx9ON15ERIRMJtu5cyfl/PAMZwhZZeDeB1t0nZaWFhERAdsrMTGR5YEhnuYgQIAAAX0XbEFmQ0PD3r17KRSMBfnZZ5+FtdBr7nXaLj0eD4WmxWKxTCZ75513eO/eQePZvHkz0WCO45566il8FtnOsDYprtCV/YCABDpQ6PV6nU4HJgyg2Tvv7ZLYO/PQ03C5XDk5OeCoMH2DWC3oL0wmk9PpLC8vZ3f8S7FL2Zxq9oPdJFcjmOEjQytAwKUgyExYr9erVCqHw4GeHJfjY6MuSuCcXTFhWi6Rb/Pqq6+mpqY6HA5wV6Qo44HsJs2jG6AwGJ+12WxyuVwul48ePZotf+U4Lj4+njJD/AL6MBUXFy9dupRtoLd3715Qd7QjwsgdDkdxcXF1dfX58+chg4H1RaVSxcfHT5069aWXXjp27Bgm0KeNUw+hKyYMFfGFCxfSFIlEosBiwrTVZWVlQUG6Fxh+W1ubxWLxcV2/8MILOEGfI3t6MH0ItHU1NTU99NBDmDepVHr48GHWZSNAgAABAnoI0IvmvXbU9OnTyWIJCwvr169fRkYGe3BPj4f1kLrd7qFDh3LeUmGO4wYPHoyexkjI4nm+tbUVdcIRERESiUQkEj3xxBOQgAoKE46IiKA481WGs2fPZmVlkfgzZiAAuysoQGGgxWLJzc0tLS09d+4cUqYRKwZavLho5KxjpTF9nFK0hDRsAQEgaEwY6b545AoLC6nxr78DIlkafJZ1CnbKhHfu3Hn//feTpzMyMvKzzz6Ty+V6r+wzaeizvcIvHYhtEhk2Go0nTpzgmGIbBDxvu+22AwcOwBfgF3Q6XV5eXlpa2i233MJxXHR0tEwm+/DDD+Vyuc1mMxqNULo3Go1KpVKlUimVyvLycmwJmKKampoBAwYgBzUsLGzo0KFyuZwEfnoaXTFhk8mk0WhWrFhBG7BYLA6sThj58Pi3tLSUrcnsOcCM+OGHHxD2Hzx4MMdxv/vd73Bvt7e3NzU14SYXHJAscGlAesPCwpDgMHPmTMoQpkR6XogMCxAgQECPoa6urqmpCe2IWKPlsccewwHI0+mddZiEmnme37NnD6tJyXHc008/zXuJDSJ7W7duFYvF2H85jps9ezb6AwWFCWNjio2NxXiwiV8FW7nL5SoqKiJjVe9Vz/bX7goWMP/Qo9br9ehFXFxcjLZeqAzvNOrLak37dISiwO/Vkc0uIBQQNCYMoSzUY5w5c+Yy9VeojYdIJKLlu1MmrNFoEHhE/qpEIlmwYAFqlSGshboFigz7e14KhUKlUoEJq9Vqu91uNpvZOCcKmMPCwj777LMAvt9ms2GZmDNnDsWEly1bptFooEMAJoxaWRypUCjsdjuKZtva2g4fPoxPUdeWOXPm8L3VJr4rJozZ3rZt2x133BEZGRmwYhaVnWA9zc/P751tG2fkdrtXrVqF6yKVSiMiIv70pz9hHWdTuYQVmcDedTB0oqOj4+Pj8Q411vZJLxcgQIAAAcECNeA4d+7cH//4R+J+Mpnshhtu2L9/Pw67Itzv/PnzRUVFr732GgU5oqKiRo8enZCQcPLkSTps27ZtGDM235SUlCDGhAFiwqy4Q18EkcbTp0/bbDaNRgPrF6ZvAHZpsADlLVZlGjAajRaLxel0njx5srKysq6uDo2suorodsqZhfwyAcFCkLWjLRZLWVnZ5Ri4LLOCxiAL+i1a+xwOx759+26//XY65vbbb9+9ezdIo0qlQqEpRYb9PSn8EFTjSYKPVmd2bO+//z4ymf1Cenq6TqcrLi4+ePDg7NmzY2JiHnjggf379+O3oPuHcCgGQyrWhYWFHo+ntrb2xRdfpDEg3SguLg6+3l5YKbpiwhqNxmazZWRkjBgxIjIyEhH7cePGBTD/xIQ1Go3D4egJBelO4fF46uvr29ra2KscERGRnp7OHsP3ltOhTwAmRXt7u8vluvnmm2F7TZgwgdSYBOUMAQIECOhREKnbu3cvx3FozQi8++67PGMb9NrmhVRY+q/JZBo3bhyGBP2qAQMGjBkzBlVdbrc7MTFx0KBBnDftjr4kWEw4LCxs6tSpfXQH99lD4fhoaWnJzc3V6/UqlcpkMlksFtBOhKmuCFCiCFqOuJTeG6ZmrXFqrVJUVHTq1KkzZ87U1NQ0NDRARK2bwmDKrxbkqQVcDoJZJ2w2m0tKSsjLiPR9fwfEige2tLTAmO4+JqzX68eMGUO6WREREf/4xz9sNhuKJVQqFXgsyhX8PS98hBZTrVarVqsxGJJ8wL+ff/55AN+PcaalpRkMhoKCgszMzLS0tOzsbLjN4MyjVm/Ikbbb7UajUaFQICw8depU9FuGAzUmJmbmzJn8lY4JazQaROZHjRpFl++xxx7zd35I6hCvrVZrWVlZL5wXCWLzPH/vvfdSY2GO4z799FMcgMyFEBQEvuKAebF//36E06dPn85WPbS1tV0FeWgCBAgQELKALjRZUKQarVarkcqEdOXeyTKlKlD8HMwGl8v14IMPomck6C4MGKlUSlnTpLjJe/tCBYsJSySSYcOG5efn832fCWNLdbvd6K6CODCmCJa5v3ZXsKBWq6mxKK4UzFof3WlqqoIcTJ1OZzabs7KycnNz8/PzCwsL6+rqXC5XY2PjRbmx0K9YQAAIGhPOyso6ffo0Gw0O2N6lWBzP87Nnz77xxhsp+ko/R2sfHp5JkyZh0QQbFIlER48ezc7OzsrKgog8nj2bzebveRH7ZYUHWHIeFRUlEokiIiLmz59Psv7+fj/EsdBOKS8vT6FQ6L2l1xTQpoplRLmVSqVcLt++ffvvfvc7qqPGRB08eBAzeQW1oykdfeTIkTRXjz76qL/zgy8hIUS9Xu90Oil5vucA4wAs98iRIxzHUbOu3/72t06nk47shcH0IcBBgIdXqVTC2R8bG0ti5iDD1NvjCg9XgAABAq46YP/64YcfWK89x3GzZ89ubGxE3LX3k0tJEOvcuXN4UVVVNWvWLGwTYrGYzbMTiUSRkZGwbfr164eqqOBmR8fExBw8eBDtpvpWT3Wfa4cK6ubmZlQIY07IZA1AHydYoN7FCOewzZzYfk5U+geLlz0LmMEWi8VutzudzqKiorKysurqapfL1dTUxMpusaJZV+q6COijCBoTPn36NGnqQlIosAG1trbie9CEfcyYMd3HhE0mk1Kp3LVrF5WUAO++++7Ro0dRhYtHTqFQBLYiUHtxJD9bLBb6FYrEchz3wAMP7Ny5098vVyqVZrPZYDCgZ1J2djZoMLuKURoJOLler9doNO+8886vfvUrClRiw5BIJGKxGLPXO1nE3TBhrGtjxoyBp4DjuEceecTf+aEaaST54GpWVVX1wqmR6ltLS8uCBQtYk2L16tU8z5N2l7Dy+gB2mE6n4zguPDw8KyuLmDDrHRPmTYAAAQKCDiyzM2fOxLYFqWSO47KysnAAlmjQy97xSJLAB+Ilzc3NELguLS0dNmyYTCYjh75MJiNKLBaL+/fvv2LFCt7L94KomMVxXFJSEmu99MI8BAU+mcAwm5uamvTevr5kNAbWMyVYYBmv3tsHBFeQbVlMpNdisYA8670p0zgAsRAKLyPd2mq1OhyOvLy8kydPnjlz5vz5801NTYJRISAA+M2E0VUIlAy3aXZ2dmVlZbAGREoPWC6xWoWFhWGVNBqNubm5aWlpdrv9xIkTWVlZeIpsNtu3334rkUiwhkokkrFjxyoUCofDceLECbVardVqs7KyAlAOIMEtkGqz2Tx69GjI+mNs/fr1I4fr999/7+/3BzaeEydOzJo1i7YK4sAcx/3qV79CJBNtloJ1XboBOeFaWloQ9HM4HNildDrdyJEjydc7cuRI5OpgsTMYDKC43azU+B7KEtdqtRaLxeFwwI/L3jbB3cZgSVD74uTkZITcMckRERHbtm0TBJ+6AvLuqI7gSg9HgAABAq5O+AQeKLD53XffYavC5ot/r9AYL45ffvlFKpVCKVosFlOy9ODBg9euXYtjELk1m83EhGEkdGM/UPtMq9Wq95atkneA47gtW7bQGPpQL4OumDBYIuwlyj2+ikEhZRiKNpstNze3sLDw/Pnz9fX1PgYwomv0gJDMGBz0NJ/s+z7TDnrSd5XVBHQFv5kwHi1wS4fDAeW3IN4ZbIJKa2srSCZo58CBAxUKhVKptFqtP//8s9VqhTBAZmamTqdLTk6GXhQOFovFX3zxhclkUqvVWVlZVqv1l19+yczM9Pd8seyCjGF9GTt2LGSEIVWNDUYmk0VGRm7YsMHf7/cXGo0mOzu7oKDg3//+N5ryUU44x3E333zz3LlzMXW9xtNIxI9kgSHbAE/e6NGjIa/NcRy0o7EzUR0L6YF1CixwcPpivTObzdnZ2T3NhHnvrYhfKSoqGjVqFJt3kJCQgMP60PbZCyDfAc/zhw8fjoiIGDJkSEVFxRUckgABAgRclXC73WwuHitvsXv3btqtwsPD77//foVCceVG2jlok21vb09PT9+9e/ddd92FMd90003Lly8/evRocXExDna73f4yYb236wQSdPV6vdlslslkYrEYhmJCQgI4ZB8KCPNdZ0dTLiHm5KL2VV8Hq8KF+wGxYtQb5uTknDp1qqKiorq6uqam5vz58z49OFn2Sy+QYt1rl1JAKMBvJgzpJiS+lpWVNTY2BvemYZmw2+2mBevGG2/86KOP8vLy1Go1ZOKzs7MxDMQJTSbTvHnz0FlXJBKFhYU999xzJ06cAGFGbnN2dnYADxs+rlQqjUZjeno6apIJCBJikL0QE1YoFBkZGSaTyWq1KpXK/Px8aAYeOXIkJyeHPF7YWlha0nOgMD6VgBYWFhJ3HTt2LF3ERx99FNFgEFqLxYJlunsmrPcmw4MJm0wmu93eC0zYp0PSl19+iSseExODlK2ffvqJfj24P92nQdZYQ0NDenp6CJpfAgQIEHAVgLYen1CVx+N54403OEbeYtmyZVdojN2ByovI8KO2w1RUXFdXh9MMICYMAwNhQ5VKpVar5XI5GW8ymSw5OZn3MsneP/2A0ZViFvSiUUSGViPQXg2yGRoyQMxf723RBIEuvCDT0eSF0Wh0OBxoaFxeXl5VVYXuTR2FuCkgjPLjjgf0wiUW0JvwmwnjAYP6VE1NTdAHhJuM7k6Wc7755pvIhVCpVHa7HcJR8PMplUqLxfLjjz8OHz6c87Zr79ev38qVKwsKCtCDF2uEv+eLPHBoNUMIftWqVVKpFAFhjpFkFIvFmzdv9vf7/UVubq5Wq01PT9fr9egqBBLIehBoTe81BQi20qa9vb20tBSMV61WP/LIIxSlf+SRR5AaDRcGXnS/THd0cKKYpBeYMG3PSJUpKiq64YYbcK1xRgsWLOAFxawOIHVouiJCGrkAAQIE9BDYUDDP821tbceOHUOmMeftrRiaTI92T2SuejweqHnxHayXpqYmOP39ZcKwNJCGZrPZjEYjBLrgJvjkk0/o5/oQw+mqi5LT6dTpdAjbwL5C4mQwbdBQAqIjJENNgJ3pQ5JVKpVSqUSCAO4Hu92ek5NTWFhYXV1dV1eHLo9sajQMy7YOuEKXXUBPwW8mjNsLqdFUj0r5OUEBzGgUarJMOCYmBuFQuVxOhcoo/8DtrlKpXnnllYEDBxJX+X//7//t27fP6XQaDAboSPt7vnio0LhIr9dbrda0tDRSqEb5DWp0RSJRQkKCv9/vL+DrUqvVdrsdfaFIgsjtdkMlC89wb+58NAasIGfPnsV9otFoHnnkEfIUDB8+XKVSsS6Ji8qYsYUuWOOwhPU0E2aVwOjFypUrcd3h/hg8eDAmXCDDBPYqwLi5goMRIECAgKsbIJB4De+tx+MZNmwYx3FoUMRx3A033BCy7kiPx+OzTTQ2Nvp489va2mBt+suEYfLBGgEhPHHiBO3gHMeNGjUqLy+PBB17/eyDA2JrpaWlVqsVMWGT6f9j77vD46jO9VcrWXIvtJvkCdybB8INoYTQjek1YHogkATIDWkkhHsTUigJoYT4oYQQSkyxwY1O6N02yJa2STvbZntRL6uVtNL2vju/P95nv9/xrFa2xKqtzvuHn93xaHbmzJk53/uV9zMhEl7FMWEEgVk5LgBRK1KihjcEqdSozgNf0Gq1+HOIb7W3t/f19Q0NDZXGivFkcQ5crZhMnTAmX1tbG6WPVrA7KKsuG4/H4b0jeaqnn376xRdffPrppx0OB96DKADGM2C329Vq9d/+9rdFixaR4sIVV1yBcK5Go5lcvQTyeCHvDGfbUUcdtXTpUkSea2pq6CQ3b948ieNPCKRijUtub2+HL5AlY6hcnc6WrexKXCgUwuEwNJ9bW1sh1Yg7+J//+Z/vvPMOK+egVqvHz44uZcL4PA0xYYAdxng8vmHDBvhBsJSefPLJXq93Kn53ToP7TTk4ODimAeSuZXOMEQdG2LOuru7jjz+euRMcD8SBZV0YYFGg+TC7BE8iJoywIQiPRqPZvXv3AQccQCqnCxYs+Pzzz1FHVgVrVjgcbm9vx4BQWnhFLM/ZCUMJsJ2U0oSi3QiwbZxoT9QV085Go9HhcHR1dQUCAfRqKq3Knqn7yzFFmDATbm1t1Wg0er2+v78fh6hs7JGdZK+88gpaBFEeMiX8/OlPf3rllVccDkdLS4soiuilhErgxsbGCy+8kLjK17/+9fXr14uiOIlmv3TJcK0JgmA2m3t6el566aW//vWvt956KzSrgIULFz711FOT+4l9Bz3A8Ed0d3eztf6QlMAYptPpaXtiWSYsSVIikWhtbUWTd/TBwh1csmTJ448/jsIVvHGQHb1XxQsiwPQ6m57saEmSUqkURhL+Bbfbfeihh8LXDmvjlVdemU6nwywHDUUqlaJZwSPDHBwcHBUHmxdNH/x+P1vFo1AoNBoNYqqzE9lsljSr2LIagGXLE2XCFotFp9NpNJqWlhb0pO3s7Lz44ovZwVGr1Vjr525MmFAoFAYHB1E8SI2jqpgMU+dhoYTxylKm8RU5lfgTtksTlIb0er1Wq1WpVBqNRhAEi8WCDsaDg4OxWIwUYedQ32mOfcSEmTBSXs1mM/VGr6yZi5dRMpnMZrM/+MEPSNiAfXOBVh1++OEnnnjiT37yE7VajcwHs9mMz6+88gp2XrFihUKhOPLII1966SVM9ElcL1SajEaj1+tFSNztdre0tNjt9p/97GfLli1TFNvTHXfccRM9/iRA/cedTieJSRQKBTYsXCgUpjM7WubZTaVS6DslCMLq1asVxRYOCoXirrvuUqlUZrNZEARQZSrnKAd6l+ErHBNTzYSR2SvLM8er8Hvf+x5y9XFFX/va1zweTwV/ek6DVZvg4ODg4JgGkOaT3+//5z//iQUX2Wp33nkn3Liz0IJnnchs/jZJZEl7nvZEmbDRaEQMw2KxiKKoVqubm5uPOeYY2JMYJa1WW02+7Egk4nK5SCsLci2VMj5nG4jxUqthgQkUU7I0S5WpcQmMeQBziUrKyeAkPWqXy9XT0xMOh3lAuCqhwGsFNbd4WQiCoFarWfl1NqkAOlXt7e3kYqy41UvEw+/3//SnPz3ssMMUjDAV5bTQZ5Deb3/72x999JHFYlGr1Xq9/umnn8afYM+GhobXX38dJ6/Van0+H+qNvV4vEp7pcQJkD5XVau3t7Y3H49lsNhKJ+P1+t9ut1+ufeeaZK6+88uyzzwYz37ZtG/uUsjkbbLaGwHQYZ38IO2C07XY7qvxpIz2WuEc6na6trU2mDg1GymaYzxScTqdGozGbzaeccgp74+69917yycmua0IYHR1lF0tpGlNWCoUCGkrDQbNkyZJHHnlEkqRkMompm8lksHjzWCgHBwcHx9RBJhnt8/lWr15NrmeFQvHZZ59NZ4LYlGJyXZTgcxcEwWKxGI3GLVu2wGjEv83NzTN9WZVEPp8Ph8MdHR0Gg0GtVqOSju0tzNqliIWyvJGsMg5BEDQaDaYZxsTlcgWDwXEoDwWNUVTMJmyOiemaFBx7gQLznmWAAFKOwcrYcBy0mgKBwBSFHEm6ALMkEAjYbLatW7fedNNNeLkvXry4rq5u1apVFB8mJcCzzz77mWeecbvdBoPhvffeu+GGG7AdWawnnnji1q1b9Xq9x+P58MMPkS3z2Wef6XQ6i8UiFNNIqEm3xWKxWq39/f2BQGB0dJR1WOZyuVAo5Pf7vV7v559/3tjY+Mgjjzz//POoXqaUDPaJQjIzORSMDOgWwDuF3XQ6HcqSsTOb44GvJpPJ7/dD5D2ZTIISY9wSiQRSjGbwSXO73VqttvqYMH701ltvRaoCyPCqVavef/99sF9qAjHjzggODg4OjioGVpl8Po/s4nw+/+qrr1K51qJFi84++2z0+KiO9WiiTJgKZanXZktLy3PPPVfFTFiSpHw+H4lEuru7rVYr1TMKTEshirjQEFH4p9R2nc8wmUwWiwVTDvJaVqvV5/ONjo5Go1E21IHUfdmNICUzzoRnORR4TeBVAjKGAk6ESZE2gNlAfKyzs5N419TRDzBPzJVEImG3288//3w2R5r1eioUiuXLly9fvnzZsmVr1qw577zz7rvvvrfeegs0bMGCBchlPfzww3ft2hUIBEKh0MjIyMDAQCAQGBoaGhgYGB4eHhwc9Pv9fr9/YGAAourxeBysks6KnbvRaDQUCrW3t3d0dCCKDsm+csBrCFncJO+O501W2CAIgiiK0L6jBryCIJjNZrBlQRA6OzvxHML/FIlEwMRSqRSR9hmMSaJ5lclkqj4mnMvlDAYDSW6ADF911VWxWAznEAgEqORpGk6Jg4ODg2MeojTt+cEHH9x///0pPHDTTTdJxcWxCnKUJpEdTREdiCrrdLoNGzZUNxMGEonEwMCA2+2GdilrXpI5SvEVisSwoS8OGihBEKglNfJnkS8dCoXYoCDbdYklC5wJz3IoKD+eGBooikydnNKk4Q7BH09FQaDsgMFgkOjEhx9+CMWsZcuWKZXKCy644Nprr1UoFAcccADLtYghH3TQQbQRf1hbW7tixQq/3y8Vc4oSiQTJ9KP9ALQK6TRYMoMdZPKG8Xh8dHS0q6urvb0drduoizcLCvayQwrngiAIkH0n0gsOSULweAhxO0ChnU4n+vfIWlhRQHJwcLCy92Wi6O7uhg+FZcI1NTVznQnjV7LZLFzvxIcVCsXKlStxUyRJSqfTs1mhhIODg4NjrgPWC0yRaDTa3NxMnZPq6uqUSqXf7ycX+QyfayUwUSZsMBiQGo0cQI1GY7fbX3zxxfnAhCGhGg6Hh4aGvF6vy+VCYR0osVCUmwLTo9gM/S+HUGxxwo4SJhslbLpcrr6+PtLrkZjeziReK3EmPOuhQKdckDTwMdAztqxco9Hgrtvt9mg0CnLIihZWMFMa/dNLnZeRSOT6669HdrRCofjOd76DjVu2bHn88cePP/54pVJZX1+PVxubMk2K+VRa/OGHH+IdITFi/ezUZP065c5Tdsn4k2QymUql4vE43j69vb3t7e0ej8fpdFqtVrRiAtFls6BBcelhA9AHHASY7YkniqLX6x0ZGaGMC/YEpD2bCc/gkzYwMCAIgtFoPOWUUyiMr1Qq5zoTjsfjNDmvvvpqXFdDQ8PSpUsVCsXu3bvJTyRJkqyKm4ODg4ODo4JgnfVqtRrlYBBJqaurw3aYarNQMWuimCgThgoMQnloIOLxeB588MEqZsKFQgFFc7QFibuJRCIYDPb09LhcLrPZ3NLSAklttmSPIl6TYY3VCLYpMVvJSOnliA+73e6uri6/318aHUT8jDPhWQ5Ff3+/2+1ubW1VqVSU3MvGLUHGrFZrX18fhbng8yDp+Ypn3cB/Sa9vHP/yyy+n+Nvll1/OttFrb29vamq6+eabIRZNndORuQqAQisUigMPPFDW+WZMxgLXjjSWLjFN93w+j2zkMX0BhWL1PPr9hkKhgYGBzs5OcGOHw+FwOHw+n9vtttlsiP0ChmJXdJQrgwCbTKbGxsb29vZQKITjR6NRfECKVCqVAhuXZoEDOBgM4t26evVqVvR7rjNhqehfiMViarX6wAMPZMXb9ttvvxdffJF1EnFwcHBwcEwRYMlg3aeynQULFtTU1KxYsSKXyyFBLB6PV4HlPQnFLMoNBv1raWlZs2ZNdTNhGR9jrZFCoRCLxaBxY7PZIJcLT4FQjBJP1BirYmA02FJqgOLDTOcmvSAIPT09Q0NDMkLB64RnPxTJZDIYDLa3t1utVrY3F2Aymex2e1dX1+joKD1O8DkRDR4/djo54OUOzxb97oUXXkic6sorr8Rsw55sJuqTTz65ZMkSSltVKpWgxyDDFCu+55572OmYL4KlrwAJwbEod+aZIugP8bf431wul0qlEolEPB5HABndesLhsN/v9/l8FoulpaVFpVKJoqhSqVjZw127dm3atIlNvMn9rgAAIABJREFUx/3Sl7706KOPYhzQQgnZ0R988MEhhxzyxhtvVPamTAjhcBjJ3qtXrybd7ypgwhhnmpPbtm1bunQpeV4QH1ar1TKnLAcHBwcHR2UhM6ZffPFFau+3ePFisgEikUgVFAlLE2fCJpPJarWazWYK4jU1NREHrkomLAMCwjLrKJfLITbT3d3tcrlQDoniOwPXjmZA+ZvEhIViK1m2oJpqrQVBsFqt7e3tQ0ND6DVTjgNzJjyroJAkCYHEoaGhtrY28GFBEBCx9Hq9AwMDFGCkXGK2mXtlLX5MDvwiS7ZTqRT6uCLn5+KLL5adEv2t3+/ftWsXqoWVSiWob01NDXFgBIeXL19+xRVXXHrppXfffTdL8mUTlP0s66mdTqexutD4lBuKfZzxiUQiEAh4vV5RFG+88cZzzjnntNNOO+2000488cRzzz33vPPOO+ywwxDlpjjkscce+/3vf//000+/9NJLL7vssrVr11522WUnnXSSQqE466yz7rzzzn0a9ClANBotZcJ1dXVznQkDsVgMvtX29nZyTNTW1iqVypqamt27d2M3/qbj4ODg4Jg6kMUyMjLyne98BysRPOZWqzUUChWKyqZVoOA4USasVqsFQaDmsShSq3omXMq1Svv60J7BYBD9VsDxQP8mao9VK6hKFEWjxH5JaUwmQkYti5Ey3dPTEwwGo9EoZ8KzHIrxPRaz584VCoW1a9fSy4uYcDmk0+kPP/zwqquuUigUqOHECkH50gsWLGhoaKAg89KlS1taWqQS9sKS21LaL1PPApLJJL1xKIFZKqZS47PT6dy+fTuS0jUajU6ne/jhh+HNJZa7YMECUv9SKpXgkzVlQP+LsCTFJ++5554dO3bQOSBoPA33MZFI4NWwZs0aBYNKMWFUSrO3YDonJ93uXC63detWRQlcLpfETJ5UKkVWCI8Vc3BwcHB8cbDk1uVysWvQpk2bqL6Mmn3M2IlWCJlMBrQWTJiUR8vZCagTFgRBFEW1Wm21WpuamhYvXgx7Cf+CCZOJi6S/fewHWyn7+YsfDVsymcwkDIxsNhuLxQYHB9va2pCEaGC6q7JdVNmKWSoqxp6yGCnvxsTCZrN5vd7+/v5IJIKy4XFmAlVlsvmktJ1jKlC1TBgIh8NvvfXWQw89dNJJJxEfViqVbO40KmoUCsWRRx75zDPP9PT0INJL5bgSQ7dYPkPpRmzFsiRJ1GcsEom8+eabmzdvfvbZZzdt2vTiiy9u27Zt27ZtjzzyyHnnnQfGy2Y7I16N7VTVXFdXR8x24cKFpaSLUF9fT3y4oaGBGPWyZcuy2SxFsFFUPNWoVibMOtcLhUI2m929e/fZZ59NQ40Pl1xyCbweVDGC9RU3gr/RODg4ODi+OLLZbDgczufzaKVBeP3112mfwp75U3MXE2XCKA/G/lqtFqKw11xzTTkmPNPXN90o7FlOnEql0BzU5/M5HA6kAaO1klAMkFKeOdt3prQdMXqvTp47VikMBoPZbLbb7W632+v1hsPhcDgcjUYTiUQ6nWaf0EJJvfc8nJ/ThqplwuR3AWkRRfGVV15Zt26dohhWpQwiwoIFC5RK5Te/+c1//OMfUACGj01i6pYTiQSbIx2JREB1iJXF4/GHHnro4osvvuaaay688EJis/QrNTU1aOlE2+krcdfly5fjMg877LC77767sbERxcOQ+xsTO3fubG1t3bFjh0ql2rVr11/+8hccfMGCBYsWLRoZGZEkKR6Ps06mKUW1MmHcelmamUajYeuE4ZX49NNPZY2UqiA5jYODg4NjloDWlDfffHPRokUKhWLlypW1tbUnnHCC0WiU9vTdV7DHx0xhokwY5E2r1eJrS0uLzWZ7+umnyzFhUophxWIQaK0IytnVkz4OqduwX3OMzA1QbjxLraZCsRoxFAr19vZ6PB6r1Urp5TTgpK1FGcJ0I/AVOq+T5ItVB7vdDr8ANYUBJSaHgtlsdrlcXV1dg4ODUGWiWyOryuSYClQtE5b27CcEZLPZ7373u2AsFHRFoJVYMULHS5YsefTRR61WK8X0ZALRmJq7du1yu93vvffef/zHf+DcsBrhM5gtjo/gsyyKq1Qqly5dunbt2ssvv/ycc845//zzr7322ocffjgYDOIXoc/E/uL4oLPdvn07+0M33XTTNHf3qVYmTJMK0V369RNOOIGmEFwbt912myRJ8Xgcmt7TcG4cHBwcHPMNqVRq8+bNCoUC5sfixYsfe+wxrPjjp2LOOUyCCaMPKPoJI3S5bdu2CcWEJ2okT8J+ntxxxtwyuYEF3cpkMpQ8iI3JZHJ0dLS3txe9l9jsaGFPpSjE29FuhsLIHIBMjZgi59iCEaNmMTabLRAIsHEUrsA61ahaJiyr8SAS++abb375y18mgvpf//VfTz755AsvvPD888+vXLmSjo9o6lFHHeV2u9k06Ww2++qrr65fv37Dhg3PPfccaDORZ+K3LLXGD61fv37z5s1bt27dsmXLyy+//PLLL2/atGnjxo1vv/12OBxmTxulxRNVeiwUqwjwbyaTufDCCw888ECsjuecc06hWLc8PU1uq5UJyxCLxTKZTD6f7+npeeKJJyCatd9++ykUimXLln388cfYLVcMxVOC9PSfKgcHBwdHNSGZTOZyub6+vp///OcKhWLVqlUwYAKBAO1DK848zI4WmEJWNKpUqVTPPPNMOSacK3YJKYxVhfvFUe66Jn2c0q8VGWfZcXK5XCQSGRoaam9vd7vdCPbCrQACDOlpMupIbHninLE6gT5VFDknP4LNZhNFES4Gdn+LxdLW1jYyMlJlOR2zFlXLhCVJSqfTyAemLQix/uEPf9h///3BVdatW4flIZ1ONzY23n777ZDUIlp7xBFH/PCHP3zzzTdjsVgqlXrttdcOPvjgMaPKimITv5qamhNOOOHVV19FJ6SdO3ey4oSpVIolQiSplUwmsb3A9GeWpbWM36GbfU4ymcwPfvADIuRKpXLXrl3TKZtRrUw4VxQzoK80wdLpNE0b+ObPOOMMv9/P/mEV2CIcHBwcHLMHr732Wm1tLZLOlErlsmXLJElKp9OyrhYzaL9VCpNgwoizQfnJaDS2trY+99xz4yhmFYp9NEv58CzE+Gb5pO32wlhFqkgUj8VigUCgvb3dbrfDuYDEaVZeaxw17/kJ6j9MMxb11Wq1WqPRIF+aeDI0qA0Gg9Vq7ejoGBkZIct/krOEY2+oZiZMSCaTSGeVmBxjNhEfYT1JklKp1EMPPXTUUUdRpBery8qVKx9++GGHw7Fz584bb7zxhBNOwGt00aJFixcvPvLIIy+//PLLLrvssssuw3HwK5AfYEO1sitC52HaQvuw44wEFbQm2+uVEoWORqP/+Mc/wMoaGhpqa2t/97vfDQ0N0TH3ffQmh2plwngloSk0FgZMHoz8iy+++J//+Z8sGb711lv7+vpoB57iwsHBwcFREcA8WLp0qVKphB92//33/+STTyRJymazLBMuFHspzWlMIjsapcLENARB2LRp0zjZ0fl8PpPJJBKJeDyeSCQQuohVCPEymOhxYIHEYrFIJBKJRGKxGE6Vtkej0Vgslk6n99EuwvQgkwYbUW9camIVCoVkMjkyMtLb2+vz+Vwul91uhzIZZUobeF/iPYHBoQbFVFzNgk0+x/56vd5qtXZ3d0ciEW49Th2qlgmzSlcsO5WKbzp8ZvPvkQU9PDw8ODj43HPPfeMb34D6EWK/WGYWLlx411139ff3b9iw4cUXX/zXv/71yiuvdHZ20nEwRKA9VOWLgtLSdYi20IpFZ57bU48aGOdJwF8VGJGwYDCIBZL4cEtLi+zVNnWoViZMkP1cPp8Ph8PBYPDqq68mgbS6urpDDjnEZrPRbrjRPDuag4ODg+MLAssfrfKLFi268cYb4XuVxur7ONcxCSaMQlYSkdZqtRs3bizHhPv7+3t6etra2sDu7Ha70+l0uVz6CmEcmjQhUIdbisQizGixWLBdEASLxeLz+fr7+yGYOibGseopMD7O/viaz+f7+/u9Xi88DjDnWltbSaiMgxwxCAVDgltgYsXCnsXDOp3OZDJZrVaj0ajVavV6PZKlK/QYccihmOkTmADAhPHyAhOm55BV1ZtcTousMzBeuM8//zzRSPrpJUuW3HbbbcRy0ZSIpbIzApYD42RGR0cXLVqEmDZSvvHGn5464UgkghfimjVrqPS6gkx4dHSUPLj4xRl3eGMmbNq0CU4T6n318ssv0+mhnzMHBwcHB4cMSF4rtWHgvidai9idJEkWiwV2EUl1UhvhqkQ2m6WuSGQ27DUXF0QR0setra2bN2+GLQfrqLm52efzdXd32+32idohcwW9vb1QJMYwymZXoShezaZJkkK17L/KIZ/PRyKR/v5+j8cDnWTUZlOcE6nUOp1OpVLhrPbqIOCQIRQKsVyDXBWyNNJ9vGUchLnNhCsIyj1mZ08oFEokEm+99db3vve9hoaGhoYGxIf322+/lStX3nnnndht9qic4+SpOvrNN9+kEVu8ePG9996L3abhbGOxmCAIBoNhimLCs5AJA4FA4JJLLqHm1UuXLr355pulPau4OTg4ODg4ykEWfEulUmx3HFrstFotBYTRzf7VV1+dJUvhVGCiTBgGBsuEdTrdCy+8wNokr732mtVqNZvNxNCqD3q93m63d3d3Dw8PRyIRtLTIZrPJZFLWw3Zy94U1KSGv5ff7Ozs7cbM0Go1KpUKI2Gw2WywWQ7EDE2ULcz68L7Db7T09PbL2nDLMbPbuHMVcZcKXXHJJZQ9OkdJcLifrcC1J0tDQ0LvvvvvMM8/ceOON9AI9+OCDk8nkmBR6RpDL5egqQqFQPp8PBoPf//73FyxYgJjw/vvvjwKPaTiZVCoFd+A8YcKkOSlJ0uuvv47abFzyihUr3n//fUhNFAqFfS/d4eDg4OCYtygUO8SOubplMpk777wTAeG6urq6urojjjjCZrNVsdf1izBhlLBqNJoNGzZQntqSJUvuv/9+h8NhMpl0Ot0kCcqsB0SerVar0+n0eDwej8ftdrtcru7u7sHBwXg8zk6wSZhSpc26QLPBhzG8OBMEgVuL4DHhCUGr1ZrN5vb29oGBAQTqZI6MOSHzNgsx95gwCAYxYVb1vsA0Fp/owWUPPw5SKBRisRhbifrss88iLIx/kRArSVI2mx3fTzMNKBQKrLc4lUolk8m33nqLUqdqa2vRsWkaHpVsNmuxWEwm0zxhwhLjikulUhhz8tafccYZUrE8eF+Uzzg4ODg45iFY9itbqUFxWaETWliR6Lt27doZOONpxESZMO2DElZBEDQazXPPPadg+mWuXr0aDYeruwUu+CfRzpaWFo1Gg9Jil8vV399PFX9s1eGEzCrKy5Wp2yQSiZGRkb6+PlRcNzc3C4JAEsoomqW+xBzjgO6g0WgURdHr9fr9/lAoBMk01h9RKPZV5dgXzD0mDHZBb/xpUPbK5XLxeBw0hvT38RqlfUqT9acZ9OpBAhVtRyIQUrsVCsV1110nTUtV8zxkwnCLoBIYiWo1NTULFiyAjUINHrnHjoODg4OjHArFxra0JZlMolsBvqL5YqFQUBRFQLC+X3/99exu1YcvmB0tCAIUszBisOJqamoaGxsRopwcP5kTaGlpQbce6DbB+oKulVartVgs3d3d0Wi0NCZUqTBjLpcLhUJdXV0IEdMJgN2hL/FMD9LcAMYNKeVms9lms7lcrs7OzmAwSGqsCIx98bs2TzCXmPAll1xCFPSiiy6SpoBUkCcMWtCFQkGWN7Jx48a6urra2tqFCxcqlUqJqVmfivPZdyCpG5/j8XihUEilUrlcrru7+5hjjgEL3X///U866aTpeTzmW3a0tGew95577lEqlSQirVAoHnjgAanouOHa0RwcHBwc4yOfz6dSKeqhSNVYyWRyx44dV155JcwhWmiamppm+pSnFpNWzEKFMPoJb9myBcO1ePFiBDag0zsJTjJXAE1pfIZ8Mb4SIxUEQRRFdK8tjZSUy88fHyBjrHRTPp9PJBKhUKi3t7e9vd1qtba2tmo0GjgpOBPeK0xFUKcluBIgTgY+HAgEIpHIjNvDcwtzlQlfeOGFuVyOWgdls9l0Op1Op7PZ7OTo6PjzBt4sSZKef/55VgkZ6Qf5fD4ajc54rI/SwtkzSSaTDz744MKFC3HCK1eufPnll6ehVHgeKmbRCSSTyba2ttNPP51NXTv33HMpl56Dg4ODg0MGyovOZDLRaDQQCHR0dLjdbo/Ho9FobDZbOBzevHkzda2nvGiFQrFq1SocBLZKVWKiTBhmBvZEZxqj0fjyyy8jaUtRrLYzm80Gg0Gj0UySoMx6UJ8eQRCQkwwqJWvqYzab3W432BRr0+41LExliWP2cGEDy2SmZjKZ0dHRnp4ep9OJzlg8O3qvIC1uWSNi1oQ2mUxer5f6jHLsC+YeEwbOP//8TCaTSqUymUwymYxGo6FQKBQKRaPRZDL5RRQjoM2Iz0S2pWKJzqZNm2pqampqahDxk8kMzODMY8OMso7E2WxWqVSisFmhUDz77LPTcD7zsIsSBpxuxJNPPon8K+StnXTSSQ6HQ+KNlDg4ODg4yiCXy42OjnZ1ddntdvSGbW1tVavVdru9paVl/fr1xx13HIUESJexrq7u1ltvnelzn3JMlAmDMxAThnDx66+/fuGFF9bV1ZFlggTdvcaW5y5aS9BSBMlWUc4tMqjb2toQWkSm5CRuFluzWtoVDB9Qezg4ONjR0eFyuWZ6nGY72HxyoejoEQQBtwwpD9Do9ng8fr//Cz5u8weTYcKyB6NQKLDME1+p990XrOOleO/g4OBVV12lUCjQn+bMM89EQgWbJCAIArJcHA7H8PAwG/lMp9NsOz5prFKccicgMY/0pk2baO2pra2Vio/0rM13xQBi0PDe37p1K50touj4nMlkKkgmU6kUHtFTTz11PjBhPAIYWPzr8/m+9a1vwW+CqqQNGzagvouDg4ODY96CjZix5lA2mx0dHUW/H7AUg8GA8k5RFF999dWvfe1rKAxesGABkqJra2uxvms0GkmSSPdoTqPUVEOSbT6fR6KvKIqsepDRaNRqtSqVqrW11Ww2I+cWSiUtLS0WiwV7WiwWjUZjNBrvv//+2tpajOHChQtBHkRRrBxnmdtAeNzhcHR3dweDQbbZEjtdSVm2UvcdlFgURTBzYnq4lbAY2cj2DA/TrMfIyAjLg2Tkq5SOyTgRlYuWu1/ToNM0PZgwE5aNI6U9pNPpMcer3EjlywB/lclkIpFIIBDo7u72+Xxut9tut7/99tvLly9XKBT19fVnn302nhBiwvR4WCwWURShqzY4OCjrQ12aQT3+nRuHCSsUCqr5xJnPWq22999/f+XKlSDDtbW1arUa2/P5fDabRUVxZX9xvjFhgIq4JElKpVJ///vfyWGvUCgWLVqk1+tn7STh4ODg4JgGkANaZvZ0dXU1Nja63W5Y+U1NTf/85z/B1mgdUSqV1JWAzY7+7LPPZu6CKoxSc5yWe1EUDQaD2WymZFo4C0RRtNvtQrFPDwgwbAyqRIUyk8FguPvuu9miLVQR83Y+BBQSY0CsVmtHR8fw8HAsFmPFUApT07MnnU6Hw+GhoaG+vj6fz2cymdRqNbxCbPiaItilG6tb+WxCsFgsHR0doVBocmbnXpnt/GXC7Bsqm83K2ojBewdyFY/HUWkwJnJlEA6Hh4eHe3p6PB6PKIoo69fr9Vqt9plnnoE3VKlUnnTSSTabrfTGs3nzer3earX29fVRyJrVVWOvaHyfh1SGCS9YsIDdZzYwsTGRyWQ8Hg+GDgtqc3OzJEmsM4+lcBXB/GTCOCVyoAYCAYw50qRramow8nPxTcHBwcHBURGwtUuFYu89v9/PNvu544471q5dC+8/+iDW1dWtWrVKoVAsWbJEUVSNXrJkiVKpvPHGG3t7ewuFwjSIgEwDysUqMpkMAoaImZeaEGq1urW1FaYjFJgcDofBYLBarUajUa1WQxnrT3/6E8uEHQ5HS0tLFfcTnijgRNDpdGq1WqvVGgwGu93u8XhGR0fJnGZ7dk7RHIjFYv39/T6fjxLXWdIrjNWdWNgHBbX5A5VKZTAY3G53T0/P0NBQNBrFm4e6z7IF3uTmoFAl3QsSEs5kMqwK2vxlwixk15zJZEZGRiAK5/F4nE6n3W53lIGrDGw2Gx5C8vegrF+n00GCCFzu5JNPFoqPgcCky5OjCPoHarVaFMVAIDA+1x3neR4/JowIMw6OWfJFxnMqgEsbGRn51a9+RSoRxx13HP4XkfzCFKgZzzcmzE4wdiagSBjZawqF4sQTTwwGgzN0jhwcHBwcswhYf3O5XCAQsFqt6IzyyiuvnH/++RTsBWgRWbly5caNG3/4wx/W1dVRfPjRRx+NxWKSJKVSqSrunhKLxSwWCzgPzDwYD2azWa1WEy8SBEGr1ba2tqpUKmyEJlNra6vVatXpdPfccw8GE+acw+HgwsUsZIJMZFe3tbUNDw9P3QQr5WCSJOVyuaGhof7+/vb2dnRgEpjIv6xolrgAh1DsPwzPkSiKPp8PWmh79WJQwH98WjuvmXChUGDHETwK0xQaD7gHrKumFOXunIzQtjKtwE8++WS8vGpqai688MJdu3YJRTU8NhSs0+m0Wq3VakXOTGtrq8Ph6OnpCQaD4XB4ZGQkHA7H43FZNHuci5XGYsI1NTVLly4lETz6dxYilUrl8/nXXnsNp61UKpcsWfLpp5/if+kC93FA9v1H5xUTLl0b8EJXq9WKYoV2fX39woULzWbzjJwhBwcHB8dsAC21hUIhkUgMDAwgLKlWq91u9y9+8QviaQsXLqypqTnssMNOP/30m2++WaVSGY3GZ555BuVOSJGrra3dtGlTT08Pjlk1BTilBsng4CC0sgCj0Qg+DGPPZrMZDIbm5maDwWCxWMBvdTodEqrVajWsU51Od9999yFLa8GCBTU1NTt27MA+E7VDqhWkTlz6X263e2RkZJx79MWB8GOpRZdKpYLBYFdXl9PphOdCp9PBeSQIAjF2HtsnEIEiPmyxWGw2m9Pp9Hq93d3dCBST8V/KY8eJFJajwfOICafTaRqdSCTS398v0zTDPaCXVCn0ZUDNsvAoCkVWbDabL774Ynr1n3nmmbivpTFhZLmIokilDtjHbDZbrVb0ocYk2Je+W+PEhOvr6zs7OyUmwWkWIpfLoVLa5/N99atfpXZKy5Yt++CDDyDcRztX0NU335gwgR3DZDKpUqlw4aTdfd1115X26+Pg4ODgmCegZSKVSvX29kL/qaWlxW63b9++/aCDDkLsF0lwd9111xtvvAFHv9Vq1ev1N9xwA1sqfMopp3z++eculwth4eqAzKRGI4+2tjbWxAcTJm5ssVhAd9va2nbv3v3GG2/ccccdf/vb35qamtxuN9J9VSqV2WymmDCMk3Xr1lFZLAegZ6SkYWybTCYoabW1tZH251SUCo8zDSRGRainp8fr9TocDqPRiERujUbDi4RZ6HQ6DAiscShLI+MdVRgmk0kURZvN5nA4nE5nb2/vwMDAyMgI9TAHkPpaamPPayYsFWd/NpsNhUKQesPTQgyWniJjGZS7cyxbZvc3mUzIjoZoxPHHH8/68Fj3FbmFWFpOhBlRYmxE363h4eFxwrnjZ0e/9NJLbLLrrG2Qg2bL11xzDUtKP/zwQ6no15Cxyi+OecuE2RcBHA233347qrwUCsUBBxxw7rnnzuwZcnBwcHDMILBapVKpvr4+osGtra0mk+naa69FXnR9fX1dXd1dd90FVWTy8jc1NaFOuKamBubQDTfc0NjY2NLSMjQ0VE0BYTZynk6nY7EYTE0y9kCBoPkMqtba2ur1ej/77LObbroJWYSLFy/+6U9/2tjYaLPZdDqdTqezWCwyxawrr7ySQiYchNIxwUQ1mUwdHR0URppq0wt5E2SmEnK5XCKRGBkZ6e7uRtY05oDFYpmpEZttYPNw2YijjDHR/gaDwWw22+12n8/X09MTCASQRRsqIhKJJBIJtqJ4njJhdtLHYrGenh6z2axSqdChGw3K4UYSBGEclfNyDJkNBbPxXp1Od+qppyKkWVtbe/rpp6MWfJzjyxg17Yywc2trKyTpnE4npRWVohwTViqVCxcubGxsxPZEIjHRkZw20Kz93e9+t2DBgtra2vr6+pqamk2bNiE4mc/n4Qvg2dFfBORPkbWhfv311zFhYLXAxJm50+Tg4ODgmGEUCoWhoSHUBsNK0el0P/zhD1EPDIGJo48++oUXXrDZbFarFcJFBoPB4XDQDgqFYsWKFW+++abP51Or1YODg5C0memL+6KQmdT5fD6RSIRCIYingvPQoEEECzYejM8777wT3gT4oFetWvXwww/DmMSA33vvvWSWKJXKb3/72/qq7ic8UYiiiMZFMkMaJBO3oK+vDzNtKpwvhWL/Hlm/MWg7yYy9bDYbjUYHBgba2tp4KywZ4EFjA/vIlqWApUxpDPtri6D+0kLRUEe9cV9f39DQ0PxlwgWmb1BXVxeN8lTfToPBcOqppyIjSKlUrlmzBiHoSh3f5/MRm0WVAmmssde+ceNGMBmlUllTU7N27VppdkgB0xSUlbkTJcMWWhsAac9OyPF4vNzMLs2BKeyt3zoyMU4++WS260OlmPDIyIjMHzkb7kIpCoVCR0fHwQcfTDQYeQ2s6wH+iFmbUMDBwcHBMQmUW5clSUqn0+iCazAYEEtYv349lgmQtNra2gcffLCpqQkNckFC9Hr9Qw89RC2FsZqbTCabzaZWq7u6ush0qRpg0NLpNKVGlwImvlardTgcr7766qWXXkpEd/ny5Y888oggCBqNBlRZFMW7776bVuSampo1a9aQNcIxDthYlyiKvb29s6d/NbhJPB4Ph8N2ux2UGFkAKCm3WCwtDMAAwfCFYjIpaAWiZdxSSPh7AAAgAElEQVQzsldYrVaXy9XV1TU0NMQmVJezxkmneq+1x1M1S8pgMtnRuIxoNOp2u9kM5CnFVDNhURQHBgboRuJuSUUmjGcslUq9++671NNvtjFh2VeaT+C6hUIhHA6jAKmhoaGurq6hoQE7ZzIZELNyTZ7HFJErx5mBaDRqNptFUVy9ejUylODDnodMOBgM/u///i+mLqXWr1u3Lp/PRyIRVnSNg4ODg6NqMM66PDQ0ZLPZkPsGjZ/nnnuOXMb19fVf//rX33rrLRAPGPHIv7vqqquwiIPsHX744Tt27MARurq6Sn+0OhCLxVwuVzl7AFm7oiiq1epjjz2WEvcOPPDAX/7yl42NjU6nUxRFCKk2NzdzJjw5UKomOKTT6ZzZhHzWLi0UCrlcLp1OJ5PJWCwWDAZ7enpcLpfZbKaIndlsRqBb2LMhE7ZQXTTKELjy1l6B8DI6lrnd7v7+fghT0x1hWzTJmlGTi1DWPHzOMGFJkiAWjRxjNvF46jDVTBhiFaSJh5vH3hLcreHh4XPOOaehoWGWM2Gir1KxSzACj6+99trSpUtra2uVSuWKFSv6+vroTypLxlKpFFojnnrqqRQLra2tnW9MGPD7/fX19Q0NDRSQv+CCC9gdEBCuMl8+BwcHx3xGuXU5n897PB673Y5ILyrLNm/ezFYSnXjiiSqVCk2DEMJyuVwqleqUU05RKpWQYDzzzDM//fRTr9eL49hstpm60oqDHbp8Pj80NDRO/SdilR6PZ+fOnShEQiXdb3/7W4vF4vF4VCpVc3Nzc3MzeBFnwpMDdTZFXjr6KiGXcEYmSbk4DZDL5aLRqN/v93g8MEdJa1qmQ0TFtBQuFnhf4n0AibFDgMlsNrtcLrTaCofDpc1Zx7xNrC9jRmiwNGkmHI/HvV4vptQ4xcAVxFQzYWRQ9PT0FIrVp6X1Cfh87bXXgknOKiYsc6uwX2k6FgqF3bt3s0IRDz30UDAYRAfCaDSaTCazZYBjolMuKpEwPrkyCIVCgiBotdq1a9eyfRHnGxOms4IjgFz+y5cv37JlC7vDbC415+Dg4OCYKMqty5lMxmw2w3xEI1yLxfLUU08h5xkhzdWrV9NaqdPpzGZzY2Pjo48+CrksVNmcddZZaB1kNptbWlocDoc0W5fCiYK1iVOpFGrxxjEJ9Hr99u3bf/vb37IlYPfff79arVar1Tqdzm63Q5OMM+EvAtRCYr41NzeLohgIBBA3Yu/dNM+TcSSss9lsOBweGBjo7u6mgDDVxyKvvpQeo552pgd7tgOPDCuEDLliNOjp7+8HH6aw8Pg3cS4xYZwlEvGRPACHylSP+FQzYSw2Ho8HEVT2uWKbmyUSiUsvvXQ2Z0fLXgpE7EOhkN1u/+ijjw455JBFixZhJI866qj33nvP5XJZrVa73Q5F9TFht9uh24GvVqvVZrPZ7XZrGTgcDp1Ot3v37jPOOAOLTX19/fyMCScSiUwms2bNGpBhUjo55JBDPvnkE6kYCuatlTg4ODiqCeXW5UQiYbfbm5qabDabKIqgxHfccQfWCJQBn3XWWQgIC4Kg0Wggfbxu3Tpyp9bV1f3sZz/T6XSNjY1ms1mtVvf29hYKhSpQzJL2dByEw2GXyzVOtqpWq/V4PJ999hk6jACnnHIKZUSTnhZIDmfCk4PVagWHRFqsVqs1Go0+nw9sh+7dVLdWGn+2SOWrEiKRyNDQUGdnp81mE4pVxJhXmCQkEoay4Zke79kONn5O9dUoscZXURQdDofH42lra+vs7AyHw8lkUhZiJEz/tCFMUjs6GAyirx1mTBUoZqEOx2q1BoNBWboF+zmTyVx11VV1dXWzkAlTzj17PpFIJJVKtbW1oWrX7XbfdtttOHksA4888ojBYFCr1RiBMm2e/7+sIiusP072CGaFRqO58sorab1ZsGDBPGTCWCE+//xzOKqRu4Xctp///OfsntVhwXBwcHBwSOXX5VAo5HA4Pv/8c7PZvHPnzgceeOAXv/jFokWL2B6NJ510EqJVWCgtFovD4bj//vup1EihUKjVapfLpdfrRVHU6XTw41cH2ES8oaEh9E8qZw80NTVZrda33nrr4IMPJjmxhx56yGQyNTY2wsbYvXs3LBmtVsuZ8OQAAolGShaLBVacKIqyzjozxYT38UfT6XQ4HO7v7/d6vRDWQq0+22V3eqo+qwMsUxAEwcC00UU6Oix8lBN7PB6/3x8Oh9EZCwY8m2c6xTNlbEwmO7pQKAQCAarZmB7RrKlmwkajEUtOT08PyUcRBya6lUqlIEs425iwNFZSdCwWCwQCgiCoVCq48Xbs2PHggw9iDLEM3HHHHYIgQG2C+oyVg6zZlWyLrO7CZDK5XK677rrrK1/5Ci3w840J0/KQyWR+/etfI7FNqVRitT7ooIPC4TB1seLg4ODgqCaMuS77/f5NmzZ997vfPfnkkw8++GCFQoGlAevCwoUL6+vr16xZIwiCRqMxGo0ajQZdbW655ZYlS5YsXLiQVKM1Gg1Cc6IoptPpbDZbHXyYHbf+/v7xmYnVatXpdGyX4MWLFyMIrFarwXbUajVFMjkTnhzI5EbEj4zAWCzGtimRJUtPz2xhc2tLf52km9gtsVhsaGiot7fX5/OhvZZWq9Xr9WazGY/bzI727AdcBhRF1+l0Go1GrVazutwsZSBHg8VisdvtnZ2doVAIOmeZTGb6pw1hkky4v78fEgWCILCNzqcO06CYBYdQW1sbtYmiJ4fck/l8/rLLLpuF2dHSnrFrSZJisdjg4KDValWpVC6Xq7m5GSMmiuIJJ5xAC8ZNN93U2NjIdgwrB7a9s1AUnS83niDezc3NFBOen0wYZ0U1EhdddBFlR8Po8Xg82LNUXYCDg4ODY05jzHX5xBNPhHxGbW0tFbViRaitrT3xxBPPOOOMG264weFwqFQqMh/Xr1+/YsUK4m+1tbUQLkKwpaOjY/y+hnMOdDk9PT2CIIxft9nY2PjjH/8Y0WCwXIhjgbDRGKIulDPhyUGr1QpFxWChWCYqCEI0Gp0RJkzxqtL60nHqhwuMpjEl5QaDQYiTk1Gq0WhmbqTnNqDRLRRpAhsupVAZufDsdnsqlSplwtNp0k+YCYMQBoNBoeitRDR1qkfWaDSuW7cOL6+6urqjjz7aZrNVcKbCxSUIgsvlkrlUQVGi0agkSZlM5t133yVed8wxx9jtdhklqxSgUDXOjSB1a/pp9BLMZrORSKSzs1MURcRmhWLQ226379ix48orr6Qev4sWLXrqqaecTmdzc3MFPQtg3UajEfWxSMauqam544474L41mUxOp3P37t0ulwtF2ki5UalUgiBYLJbxl6XR0VFZuH7WGgG0QqTT6ebmZlg8ZP1ceeWV7F2mXBGWGJMjk92Tatc5ODg4OGYnYDlks1loIvb29v7P//wPFkToG1NAuK6ubu3atQ8++OCuXbuQxKvT6SjS0tbW9vDDD69cuRIUmsge/tfhcIRCIfxiFcSEiavgK2LCQpEMg+IiY5z8+08//TRoMFbYmpoakF6VSgW7HPtv376d9xOeNMhEZNspabXacDhMN4v4zOwMToyDXC6XSCSCwWB3d7fT6USVPisoTXFONiBEZI803mkisTnDHOMAfLirqysYDCaTSbgn2CjXOInTbAXKpG/9JLWjg8EgXsFQ/5+Gvlutra2//OUvUV2pVCrPPPPMyvb7wuRGo4JSFV/QEnrU2Uqerq6uKWp+w9bJ0G0G15XtCc4cjUYHBga6urra2tpcLhdSqlD6C+bZ2tpqsVhEUdywYQMik+BjL7zwglqtNhqNFXxiyzHhgw8++N///rfT6VSpVKIoGgwGMHCDwYB8exT22O12rHbljj9XmDDaI0nFVaG3t/ewww6jBVihUCxduvSTTz4pFArRaBT7jI6O4k/YjtaRSAQK3tjCA8gcHBwcsxzwXYIMS5KUSqV27typYKQT6+rqjj/++CeffPK1117buHHj22+/rdPpoGEpFNMIBUEQRbGpqenoo4/G2gG+t2TJEo1G09raarPZ+vr6iADPOQZSCplp29/fTxmIJpPJ4XDo9XqNRgObDYFfYsKwEmtqamD5wM9OebwQTOFMeHIwlnTiBQ+MRqOlTHgOQUa0crlcKpVKJBJut9vhcLAdiTFJRFFEhIntzCQUFaRYAkyPMMc4IDUiURS9Xq/f749EIuVSpqdidk2SCUPvgermpyEmbLFYjj/+ePKennPOORC4qtTxwQNbW1s9Hg/LhPF4g3hQcI9C01dddRV2wIJXWTLG5nvIKhywTmQymWg0Ojg42NvbS2sn2/DNaDRaLBZQYtBOrVaLB3vp0qW0pm7ZsgXPagW18sox4YaGhqefftpsNiOeDy+aKIofffTR+vXrn3/++e7ubsqdGCfmP1eYsMTE9nGG7733HjLc6urqli9fXl9ff8stt1AoWJKkpqamTz755OyzzyaLR6FQ/OMf/8A+sViMZsWsvWQODg4ODuLA2Ww2FotJkrRy5UqSqzz66KO3bt0KNzQ8wihQxEqNTFTK7N25cyeYMMyPFStWPPHEE1qt1m63BwKBKms9wCa7FQqF3t5eMGHYaWCt5D2H5fbKK68ceeSRGFjUUR922GHvvvsuctBgS6hUKpvNZjabOROeHKiojQLCqKqNx+OsJTbnmHC5E47H4+FwOBAIdHR02O12PJgoWCgtGMSAwPYWigpKSFiYwVs2JyCKItI9EFo3GAxms9lqtXZ2dg4MDESjUdbWpWTYCk6zSTLhZDLZ2dkJGoO0k6keKYPBcN555ykUCnhSTzrpJKHY2axSx8fROjo6WN9qOp3GV0pM3bhxI9h4Q0PDRRddhJQkqiKuwD0pQaFEID4UCvX09Hg8HqvVirWB8jcoKR/ADIM0tNVqRbWw1Wr94x//+I1vfAPL6pNPPmkwGFQqVQUVAsox4bVr17733nvQrhAEAYXZW7ZsOeecc5YvX/6tb33r6aef1ul06FM3ji9tDjFhit9CLq+pqWnhwoVYhlEY9qUvfenjjz92OBzbtm3buHHj8uXLaYUmJrxq1aqtW7dKVZH5xsHBwTFPEAgE8CEWiz3xxBN4sSuVyqVLl/75z382mUzoc9vc3IzOwAJTXMfmZHq93nffffcvf/nLb3/72wMOOODMM89sampqa2sbHBykJWZGZHunAqylm8/nu7u7se5bLBatVgtai2CvTqezWCxqtdpms/3pT38iNUr4ka+//voNGzaA/TocDqEYKuBMeHIgNwQ+IHbidDpJBFgqKYyfW6BkBFnwKZvNwup2OBwozpe1ICY+DH8WCIVOp+OtmPYRxmIPZzAaeBygN+TxePr7+5EXSbdJhi943yfZRUmSpOHhYaPRiKbw06CxZjQaN2/evGzZMry80CkOTtOKABNXFMWBgQF2XaF/E4lEPp8fGRn5v//7P8qOPuCAAz7++OMveA/GR6neRiAQcLvdgiDAbUyeJ7iT8RCivTUKjQwGg1qtNhgMdrsdS6xer1er1RdccAFSzbds2YI/mYaY8N13343+foIgwFX2zjvvnHbaaaQjdfjhh7/55ptqtRpiIeWOP4eYsCRJhUKBEg0ymcyOHTsw8lQtvHr16mOOOaaurg7jsHjxYuLA9OHAAw/84IMPJElKpVKQapyitHwODg4Oji8OVkPk9ddfP/DAA7EUQutEp9Op1erdu3ej7a1Wq4UhCCC5FzE3GFpWq9VsNtvt9ieffPLll1/2er1sJxL6xdm8FO4jWNMrm812dnaCpqIgjhXdwfj4fL7PPvvsnnvuIduM2lUce+yxMEiam5uRN+dwODgTnhxaW1spfdJY7LfS0dGBwk729s1dMsyCStLoazQaHRkZ6e7ubmtrczgcqDqkxGk8sBQ5bylipu/bbAc8C0LRj0CANwEsxul09vX1RaNR3JTSlOlprROmDOFEIuHz+UCfpoEJm83mDRs21NfX19XV1dXVnXDCCah6rdTxMXG9Xi8C8bJRZilHX18fClGA5557TjYylQXdXVTze71eJGlgfhAHllXwC8X6BHaU4LjCEmIwGH72s5+Bj916663IdZ+GOuG//vWvcPyoVCqr1bp169azzjoLlkFdXR1227x58161u+YKEyaXFbxZmUwG8+SMM85gie7ixYtJPWX//fc/9NBDL7zwwtWrV2PLkiVLkIZwyy23RCIRmpzVsdhwcHBwVCXoFW02m+kNj9f+0Ucf7XA4PB4P+lbAQy2T56GF22azmUymzz//3GazoQtxV1cXlpJCoYBunDN6oRUGu7Sl0+n29nYYLYgR0ZjY7XadTvf2228/+eSTS5cubWhoqKmpqaurYyPDSqVSFEWn07ljxw7YQi0tLZwJTw5QnMFENZlMoCh+v1/ak/1WR2KCVNTlKbUtZdpa6PuNyBNbTjwNXXWqA2x6OW2honRKmRZFEe/MWCyWTCYr+NKbfEy4UCiMjo4iODkN91ur1Z5//vm0kFxxxRWNjY0VjGGCtvX19ZEoEUu0ENAjTSN4HOvr6xcsWLBp0yYMSGXTVmXNgQqFQjgc7u7uRt0vzplU7PTFVgGUTyUUkw2QHU29vOBAbWlp6ezs/Oijj7785S/jWlpbW5FfVKnxLMeE7733XuQ8tLS0fPzxx2hJJcOPfvQjZECN0zVhDjHhcDiMz9lslh5dtVqNRlxLliypr6+HjndtbW1dXd369evtdnsmk7HZbDfffDM7Ml/5yle2b9+OmVYoFHimNAcHB8esBemMfOc73wE3o1SgVatW/etf/+ru7rZarVi+BUGAm9hkMsGRjf9C8BMfXC7Xzp073W53MBgk24BdWaoPqVTK5/Mh/AixaNgGGo1m06ZNt99++3XXXYexpTZUWC7ri/jss88wwlarFfnVnAlPDlqtlpgwtHKNRuPw8LC0Z1Bu7iYm4Cqy2Szbv4NSpmUMH06oSCQyMDDQ0dHh8XhI6pUinHxe7QtYxx8LbASXAfFpaWnRaDQej6erq2toaAi5ul/8vk+yTpjmQX9/P17QUz1SBoPhpJNOgs5TfX39li1bRFGsYNYBIqtDQ0O4tFK9MhJtjsfj4DB4jW7YsAFPSGWXotKsDL/fj3RiynBmczCMxb7zVLcgFFNZmpubkR2Nr1arVa/Xq1Qqn8/34x//GPFt6DFWUIt7nOxobBdF8fHHH1+5ciXFRaGnhQ9NTU3Qly53/LnChAFSOJOK7lKtVktrNjWW/POf/6xSqSRJon4Y69evR8SYlu2Wlhap6HapDrcrBwcHR7UCbvSLLrqIGBpe6QqF4vjjj/d6ve3t7aBnlK4lFNMFKQ3YYrGgIFaj0fT19Q0ODkp7NtUDWKGpqkEymSQmDPlPQRAcDsezzz77rW99i4aUlkiKuh922GHbtm177LHH2tradDqdw+Fobm7GYHImPDmACSNGZzabMWlhrsxpJlzOlCqng126HRSgv7/f6/UiRAxa1NraWsEqzmoFqzomFFkM+QdJ/0goMrWmpia9Xu/xeAKBQDweJw2tSU+AyceEgUwm09fXhzAjyA/cmZSpa9gTQokCuwzjjNTq1avBlGpra3fv3o1mcRM9DjlpZOJSLS0t/f39bHWKtGcfI/baFcWGdTU1NZs3b5amgJPISkDD4bDD4aigxwGjt2vXrieeeGLDhg0ajQbuvUodnySskeJLqUq33347LsRut2O5oogoC/I1yO4mTSTocEpzhAmXIpfLbdiwQbZ4P/300/l8PplMUjZ1oVC46667yJWgVCqbmppKj0Z+E8rBlopzchxNUezMA8scHBwcUwSyDd5+++2vfe1rimIb4a985SuPPfYYlq329nYKJck0L2GrCEVu7HK5RkZG8FdVrBMBfzHZY9Bnhb2nUqlgQmAYa2tra2pq4GU44IADnnrqKXQzMZlMarUaI2mxWKDBKYoihvHOO+8kZcqGhoaTTz65UpZPdQMcDyEKjLPNZovH4zM9X2YRkslkIBDweDzU9Voo8g6BqV4sldoSivZtBe3wagXiecgN6evrIyuXXIGljEymsAVRtP/P6SZ6m0sdIaFQqKurCy8prVarVqtR9ALuXio1Tm/2CcFisZxwwgmgBPX19b///e/xspvocUqj8GDvXq+XsljZzGQkSNCWbDbb19e3atUqYi9gwiQxXSnINDACgYAoihX0WYIJC4LwzjvvfPLJJ3ipVTDLHdpder0eTBhcV6lU3nfffagtUalUrI8cFT61tbUkEIVFrhwTLr1Zc4sJFwqFbdu2wUdAmQ6vvvqqVIwhAOl0et26dRgN9F46++yzyQsA6SzaE3w4nU6zDyl1+cKTD+0uNjo9bZfMwcHBMd+QzWZhqGUymQ0bNhxxxBEKheLZZ5998803e3p6pGIFDXK+kL6LpZm1mAVBEEWxvb09GAxOkSLJrAL1T8LX/v5+Khq0Wq0ajebGG29UKBQkOalQKM4777yHH364ubkZWbuwlxCOgxqZWq1Wq9Umk+mDDz449NBDFYwaZUNDw1NPPTVODhoHgDmJIAfUapxOJ3emE4hlpdPp0dHRnp4eVBHLGC+BkjdlfYk5xgeirfpib+eOjo5QKFTqGSyUQLbD5Jlw6SEQxQoEAl1dXVAYJ0cmJJ2EPf0fuBJjGRjK4IMPPvj6179O774TTjiBcocmdByhWNWM00OqjNPpDIfDrDYVjSO7kSJvH374IaW2bty4kca3gj5a9pjRaNTn8wkVrcfGoaxWK4YRqdGVZcIGg6G5ufmcc85ZsGABRX0fe+yxpqYmo9H42GOPLVu2DGO4ePFiChqTiPTy5csPPfTQckw4GAyyspzSXGPCmUxm586dlDSOS/7jH/8Yj8czmQzu/sjIiCRJqVRq69atbPaXVOIokYqPoSRJiUQC5SsSw3XJoePz+aSSQHEV15hxcHBwzCwymQzFzUqrDen1G41Gu7u729vbXS4XKLEoina73el0dnd3Dw8PV1+3pHKQXVo4HHY6nRAlamlpueGGG8iNrlQqDz/88Msuu+ydd95xOp0oJG5paaHIMGxRg8FAps6vf/1rLKZgwt/+9rd/8pOf7Nixw+l0Vsr+qVZgDOGpQUCro6NjPrhm9hGlVY2RSGRoaMjr9TqdTlEUib+ZzWYUeMrSQGb4Bs8RIG5HGgrIlB4YGGBltJCvLsvqhaQCqwOFdlmTjAmP+SJOp9OhUGhwcLCvr6+trc1qteJR0RcVESF33DIudGXwwAMPEFlSKBQXXHBBaRIRi3LHYVk62iZ1dXWBctAF0thhvFjWAf+uyWRCHE+hUGzZsoX+t+JZIgjx+f1+Eieo1EwyGo2QARQEwWAwQH+igsfH8Fqt1scff/zOO++855577rnnnnXr1tlsNqPR+K9//QtiyLW1tUql8uCDD77llluOPvpoWt7++7//+6677vrkk0/KMeGhoSHM+FL/xZwA2tP94he/wHqMC1+6dKnBYEilUuxESiQSW7duhYMADgVsJzabz+ej0Wi5X2G/vvvuu5deeimqemBUyZrmcXBwcHBUCqxZJklSLpejABqUI8Z8/SKmlEwmU6kU9mHJBuy5ueX5nShktmUmk+nu7tbr9Q6H45FHHoHlgFrrurq6P/zhD9u3b3e73ahcFQQBsTWYy2hMij4aRqNRrVaTiDckKp944gmHw+FyuZqamipl/1Qr9Ho9CRcJguByuUi5jUOSJCTclg4IfGFDQ0OdnZ1OpxNasLJMaUNR9IfXFe8V1K1KKEbUBUEwmUwDAwMjIyPRaDQWi+HfUjcNag9levuTYcJs/YbslmMe5PP5VCo1MjLS39/vcrnQAAD3GGc/TlZzOWb79ttvH3LIIXj3LVmyZOvWrXggy8WEyx0Hb0ObzeZyudrb2wcHB2Ujxc5jCqzlcjlyx2YymVQq9Zvf/AbM/Nlnn5UkKZlMTpFjLBaLQS4C4gSVmklYIeAo1Wq18B1UNubc2trqdDrR9Bg/hGkgiuJzzz3H5iadd955ZrP5jTfeeOGFF7Zt2/bCCy+89tprTU1NbKEFHbY6mDCg0WgobxxD8f777+O/YAAh57mtre2II45QKpVoOBwKhUihrbe3l46GzGeqMZb2HBO/33/11Vd/73vfgymG+Vz1FhUHBwfHzCKVSpXmLqXTadaoSCaTbFkWq1XL1rbNOS2iSmFkZMRut2u12mOPPVaWF/2Xv/wFpoJarUYbUoSJBIZjiKLY3NyMzwpGX7quru6FF15AdK6C9k+1AiYcsikdDsfg4CBPKBsTVImKZFLajhzP/v5+t9stiiJlRyN0hOQFXie8VxgYISokn0OZDE8xXgLQ5YXKdDAYRCNi2W3C3clms5PJjmYJsCymVEqMo9Ho6OgoAsW9vb19fX0DAwODg4P9ZdBXBi+99BJV55522ml+v9/n8+FoY6LccTo7O/1+/+joaDweT6fTspNnLw0pprJVh3JQN2zYsHDhwpqamttuu20qODCdRigUstlsKL2u7GRqaWnBdMHsqewyADFM8twYjUbwbbVabbVa33777TVr1px77rnHHXfcFVdcgQWsqakJ0o7QxoBOZrVmR0uSlM1mE4nEaaedhlldX19fW1u7//77ezwe2icajWKK3nfffcSWv/rVr1Ky9AEHHPDee+8VCgUKC7OOKmyBvZVOp//2t7+Njo5KTGbH9F4xBwcHxzwC6ThIxTjBmLvRq5jN3GP/lwxr+i9qRjBPkEql+vr6jEbjmWeeecghh2Ap/OY3v/nXv/4VMk6wFsBpdTod0ujMZjNsZSRSIhynYNDQ0LBx40YeiNtHIOcciqd9fX3kyuEoh0Kxbwj7UOfz+UQiEQ6He3t7KX9Wo9FgEk5C/2i+QRTFUjEF8GFQBmrvDC+Y1Wp1Op1tbW1dXV39/f0jIyMUCsIdmSQTZunHPsbiZOUx+QlCkqTXX3/9gQce+P3vf49OM+P/brnjyPL4pWKukTRWiJt138pGwGSs7SkAACAASURBVGKxHH744ShnbW5uHmeRmxzo6oLBIF70uM2VmkkgwKhEwmGpYVdFgIkIrXN9saMS6DF+q6mpyev1Go1G1OewTY/pxCibnQ5bNYpZUtH6+fe//73//vuza7NOp0OIgN05kUjcddddv/vd7zZv3vyb3/yGZDMVCsVvfvMbSZLi8XgqlWItKnrIafZSt4NCUWh6zg0aBwcHx9yCzBQuTXWmr/vonczlcqlUitVWrD6UZnslEomRkZHt27e/+OKL69at+/vf/75+/XqPx4N0M1jGOp1OrVYLgoDIsE6na2pqIoEYk8nU2Ni4YsUKFGcpFIply5Zt3LgRClucDO8VqKqz2WwDAwOl/Ts4yikzjQMUyvX09LhcLrYXMcc4QNN15JMTGYa3i5J/2YJcKstlq2KHh4fJzJ6kYharKUWVx+Vu85ip8+WYaqnYFzuxIpGI2WyWJKlcYSRh/ONIY/HevQLV2PRXF110EQiJVquV9pT8/eKg1XF4eBj3G964Ss0k9CfE7IEvCmHYSh1fr9dbrVb6IZqg+AmsW9TYQKPRqNVqUGXMYMgJlKoIEBOe612UJElCIFfmolYoFK2trdKeCm2wnOLxuNPpxMT41a9+RY2mli9fjh2i0SgGAdQXGQ04AlufRsBfceFHDg4OjimCLMZLnn1ZkTCqWpBkR7YQ68FnjzAfUlLpGtnUvFQq1dnZaTAYyGhBnRfy2hCuRHEcdV3S6XRut1uv16MRscfjufnmm7HUrlq16tJLL1Wr1WjHwrOj9wqYZ+3t7ej1SDdoZqbIrAceagpF5Iv50qXGaqFQSCQSKCR2u90zfZ9nO0ANDEzbYWRHg+gKgmAymRBdI70As9lstVrha9DpdEJRtKyzs7Ozs3Py2tHzHMlk8kc/+hFeptu3b5emjFFEIhFRFNEZbwbrB6iHgVCko6zvSs/0Z8YcLdc9i/TD8Uol0B/KDkiRcFEUBUFQq9WiKA4MDEzFUM8IPv/8c0r7r6mpWbJkCcLdMnlnGEZUr/6rX/1q2bJllN9lNBrpT/iyxMHBwcFRlRgZGaHYgFqtrqySaLWCDSeQZCz4QOmeer2eAm5kngmCYDAYfD4fq60z58IPcwXowGSz2WAGC0VDWhRFqG3Bfka6JQJIsJ/xlTqxcewjOBOeJAqFwqZNmw4++ODvf//7bW1t2LjXSPUkkEgk2traBEa1b6ZAb09SPmMlyhDmRak6sqDhoaGAMPbHB+yGty0OTh/YIDDr5aV4tc/no9ToOQ2EtQcHB6+77jpU/N5www1PPfWUxAiYJxIJWQ5zLpdTqVRQazvooINqa2tra2u/+93vslGCSCQy7VfDwcHBwcExtQgGg7BGYGZwpasJAYQKphoxqNLkO8TThKLZabfbvV5vZ2fn6OgohXwQ8ORkeIpAHZj6+vpQSKhWqzHhhaJUsCAIyPil0gAKinJMCJwJfyF89tlnaNAKIaKpQC6XCwaDDocDsnIzNVFI2o7Nyx+HmcN3xe4AtqzRaECk4W4ETyZSLTBMmDTA8e7G+9putw8NDVXByxd6bMgvstvt119//csvv9ze3g4CTLnf6XSaLf2NxWLZbLapqWm//fZTMI2Ir7322nA4DGl4nu3MwcHBwVF9KBQKwWAQTnlSb5p682fOg5r0IJY4ZvdaMskQw2htbTWbzS6Xq7u7OxgMwikvuxelZY8cFQfK6Pr6+jweD+VjsnmXgiAgt58satphJubanARnwpUBFf9MBdLpdGdnJ3XNmhFAvNpoNLKl6qRUAbUt9lXLtoZm859RGIwAL965SMWhH5K9oEn1EYXEvb29srThOQrMFlpdOjs76b9k3cDHxAsvvHDNNdcoFIorrrji6quvHhwcpP9i1Uo5ODg4ODiqA/l8PhgM6vV6rVZrNpu5rb+PkBWpkYWGykmhKHFK6X4Gg8Fut3d1dY2OjvJ6q+kHZGJYOzCfz6fT6WAw6Pf7ITdNlJgVjkL6JBHjGZ52cwecCU8SuVwuHo9LTCdhVlK7UqADDgwMGI1GSD7MCMiPiK9UQCLbLjBVKIIgiKLodrvb29u7urp6enp6enpGRkaCweDQ0FBvb6/X66WOaqXHZ52XyIDq6uqqMtX+RCLBXlEmk6F+3/miKjsypakrHWU+h0Khjz76CK2YpKKMikwanoODg4ODozqQz+dDoRAUjCF+w1Oj9wWsvi7iFghdIAgBQ85oNDqdzq6uLr/fHwwGI5GIzNwig4THgacBZPiVjnY6nR4dHe3t7XW5XAgUkbUsFLMvkUc5w9Nu7oAz4QpAJgJZQdAzEI1GvV6vLJtlOgHlKqgsQqzCbrc7HA6LxYJWXV6vt729vaOI/v7+wcHBcDicSqXA5/ECJSHxTCYzOjra3t5uMBiamprKKWap1Wq9Xm+z2Xp6eigaXB1Mj24urkumhg0/i1S+lRd7BLRHoh2qu7sGBwcHB8c8RKFQiMViUBICB6BoJ8c40DNAoEKr1Wo0GpVKhaYybW1tAwMDMNgmZF9NRQSIY0zIKDEKiQOBQE9Pj9vttlqtEEinCsSZnnRzCZwJTxJsexupSEIqWKIpm/Qoj3E4HDM1UdCQADIV7e3tgUAgGAzCcYhOtuS7wpsxnU6zagrgwHAZ0MZsNhsMBiEGgKRrQRBIKw+iDjabra2tbWhoiB3bKnjzUpMMqTiLaC7BEVjKZhOJBI1wOp3GgIAwg0vjT6rDTcDBwcHBwSFDOp1GwaTRaESyGNeO3itkRcJQLRVF0Waz+Xy+QCBA1oXEGJ/jd8fldcLTD5ldTYhEIgMDA16vF4kSY9aBc4wDzoQnD1mLv8oevPSA2Wy2o6NjpiYK1hu73d7X18cGJ0uTN8B4x7809uoSiUQwGHQ6nah8QKKOwWBAqHloaCgWi2H/fD4/deH3GQF1hiRKTK85LDMYSdZNi5UJrYbZGzEyMiJVhY+Ag4ODg4NjTORyuba2NuR/6nQ6SvHlGB/gRWaz2e129/X1IfybTqcpPkF+9lKKS62tZVtm4PbPJ2CQx0yQLnVS5HK5kZGR7u5ul8tFQjwzPenmDDgTnj6AtxC9ofcIUbvSD6Vob2+32WxQO5C1F5MlGCNriPr3siX1CPCOCexJ3Y9MJpPNZnO5XKFQKBaLySju5NyBxPRwpfTOzefzsVhsZGQkGo1iBGb2VQvFArBT3DucLSvZVWV1yxwcHBwcHLMTMBVisZjH40GDH5PJxIqMULL0+AqjpjIwlAEdmUUFY9FQOSJrjTXeyuV+szFeoVgDDKkk5D8joiCKot1u9/v9g4ODoVAoHo/DjT7Td5JjSoAwSTQaHRgY6OjoYBuykO40HhYZZWAfJdo4fzSoOROeARB9YjmhJEn0hhonwTWbzQ4PD7tcLsgngrJqtVqr1Wq1WtFQW6bhTGX0FovFZrM5nU632+0sA4fDgR3a2tr6+vqCwWA8Hs9kMtB2Yik69byd3Aiwg5BMJmWXnMlkZqdGtCw1RXYHOTg4ODg4OKYCMDlSqVRXVxe0S8AYqXsF7FraWM7jrysDbRmQxJTAUFCdTmcsg3KMutz5QIGF2hfpS/obsRYddJ6pAyVEW9xut8fjcbvd+NDe3t7b2zs8PByNRpPJJMV+ua0yH4CEwVgsBm1aj8cjiiI1fEEHMuoCw840NHbB0yQw5eXTxEdnDpwJTxOQiILXEHL9sZHNOUEEcq+vKsgn9vT0eDweZBSzpFfPNPvFG9lisbjd7u7u7uHhYcR1C+WRTCaTyWQqlUqlUplMhs5tzGyZSTPh0kZBGBD6xVwuN7PhVsoUwolR+99kMlnKfqspYZuDg4ODg2MWgjzmkUjE5/MJgoDAryzARUy4nOE7Tux3TLBsuYVBOWbbUgb7wpwFhvrK6DHZdYhqeL3enp6eoaGhaDSKEqpMJpMuYq/Ul7PiqgcM11gsFgwG+/r6UEgsi5AhlYByIoRiPgWbblBZ2jkLwZnwtGLMYK+s+mL8I7C5xKlUKhQKDQwM9PT0tLW1dXR0dHd39/X1Qc4qFAqFw+FIJBKLxfCWlFHZMbGPFzLR/Ql4NbPUEa9v9rASQ0QnevzKQiZbxXLgWXKGHBwcHBwc8wGssRSJRCCdJRSLYMmmpwzh1jKYqKEM/gm2YDabzWazxWKxWCzlGHU5xlvufEoDdJR9bTQarVar2+3u7Oz0+/1DQ0MjIyNk1+2LF35MK2Vy9hvHbMZezfJEIoF2xDTfKHEasrWyaTkfosEAZ8LTBFZlGmyQna8yNYJxMKZw3Pi/O+af5MsA0dopfUUmEgmMBsszEX2Fp4B6Nc9gnTAWGJwP5XLjK5UNY7i4bgQHBwcHB8c0gF1wR0dHu7q62trayjHPidYD70tWM0sVyu1vLoNyhriMz9vtdq/X29HRQcGMZDLJ5uiNOSww3sbUc550zINjzqFQlDcbc7YgShyNRoeHh7u6uhwOh6GoU4ucBXpGkKrA64Q5KglW/pdYMTtTWXHgvTbCobk+5isvl8sh0Fqq4VxgxOjGAbt/Zd+hbM4zmDB7khBApt1m8H3NqppFo9ExL5xu3+wsaebg4ODg4KgmQLWEFl80FPT5fE6n02Qy6XQ61NyCppaLwZbLai4HhJcFQTCZTFar1eFwuFwut9s9UgahMoiXQSwWi0ajkUgEbSnH774xpiU2jv3GnfVVj3FuMYoux3SjZDKZSCTi9/t9Ph8KLZGKT4WW5PeZaaI65eBMePrw0Ucf7dy5U61Wf/rpp1qttrGx8fPPP/f7/YWiivL/a+/Mg6Mu7z/+d6cqognJ3rvfvXezm4QYrqocUrXUjna4ckASDEfxGs9R22Kr1hlEqiDkJAkIAxQ71CkIUiAh2WxukhAlQY5AIRCQJOTOJtnj+f3xnnzmYXNw9FdB+rz+YDa73+/zfa7VfT+fC5fhzOaGrdF/46Bs6RDov3Tg9/91lIhh/vDDD+g27KuBQAAa+G7+r/bBgwfLysoKCgqKi4uLi4sPHjx44MCB9vZ2JpSwQCAQCAT/fZBDJMgr2OPxdHZ24jd9fX09Ev8gS9CIfDcKx0ehubkZnsnt7e09PT3k2XernR/b9jD8Hb7Q0R00DAjucsZWwnC3pOA+6AW6IBAI9Pb2tra2Njc3I+1u9fW5h+60Sv0xEEr4R8Ln80VHRz/88MNOp1OtVptMJkmS7HZ7dXV1T08PG6rQc/MNDj8RHPviIBvyDa3BN3zcbWfMunLlyuTJk5VKpcViMRgMZrNZkqSVK1e2tLQwxlDhHV/dO/uffiyHx+NhjHV3d0dGRqrVarVabbPZzGazUqmcMmXKvn377mAPBQKBQCD4H2H47xCYvIa/OTAw0N/f7xmFgVEYHIWg9m/bMDDa765bDbMiEwi4mZ7QbzYhqu9t4BA62ioHrvc5JYsaXgwMDHR1dTU3N588efLYsWPCJswoaBPw3qoBLqQz6BZ6EeT3S5KJXgdVEqLG8ScWEn/iSIOWKsglGNERQa/5R8BeF+CqEyG9Hhsl5S//Jv+sMdzuqef0dLqLnyWFQiGTyWw2m0qlMplMWq1Wp9O5XC5++GykErXDn8tPaX9/f2AoJfWI4w1qn08Hjd4GDZld77GMdtDs4OAglCG7uerHI+L3+/V6vcFg0Gq1BoNBp9NJkpSQkID2+cUdzUucdgUeHbQraAIprJdmYLhLOT8KSu6NxvE+jXfChAkWi0Wj0UiSJEkShlBRUUFNUfAw/h+MN/HC7/cj8pkY/h8pUZpYIBAIBAKBQHAH8fl8XV1dTU1N9fX1R4dys1dxJbv5tOdVXGnrn2jVpRvYhCGTSDri57vH46Hf8d3d3TBpsiEBHCRN8S/yNlGzeIcNKa5AIMD7l9JrOu0bO6EUfyg4XGAEqVNek1PGpoGBgSDRixpC1D4bUko0FaTV6Rr0kISo3++nierv7+/s7LTb7Wq12mAwKJVKvV6v0+mMRqPb7UYLiH6B1MTxJNrkvRrQT3roiNopaLw0dXSaQHHCvN5j13tl4y5KbcVG977g38ddQTMz4i3DlfDixYvZ0CELjnJpLOjq2AeZ/OHL8BPcEftAszfaBfyfAwMDDodDpVJZLBar1Yrls9ls+fn5pMaDfKR9Ph82GJ8cG/keqZ/03SH/9tEGKBAIBAKBQCAQ/DcI+jHs8/k8Hk93d/fp06dPnDhRV1d39OhRvgITyeOgkmB3WNfeOqMqYTLJjvg+CLIuEnwUx9iyJEjedHR0kGyj7MGkV3l3FLLvIY88L2JH00t8NmC+V2T0Y8NclPFoj8cTJHpHazwIEqV4XFZWVl5eXk5OTkZGRlZWVnp6enp6+qVLl9jQicNoPeff58Uwac4Rb6Tx0qf8KQC1FnT7iD7PNGk0FXSEwYc3B24uyndEJRwfH3/DsdNTeNmJmsx4TVuFsk/zw+Q7gH3Cd57/lD6CsEeygezs7M8//zw9PR3Ll5OTk5mZefbs2eGGa34CaaPyFwQVZyJL+83EhwsEAoFAIBAIBD8C/f39XV1dP/zww9mzZ48fP45002VlZSSDKd300aEU6D8tbmAT5u2cpBjhlUoZ20lm9Pf3d3d381ZE3DIwMNDZ2Yn3qSANrz/J0MquTz40PC8C3zFy1aZG8CIQCPT19eFGPGXEkjwDAwO8xuY7QO/zIgeClk9SH2SLJrs3yTD8SSNtbW0dPgqoLBpmb28vb6qlMaJxcgMm+Udut2OPF+/zxnw8gteTNGls6CiIMUYxzGTD5xeIHtHV1UXS8YYhKCMq4ZSUFIzO6/WSpZQNOysh4BM+fNvQxV1dXWyUXFYkkskZO2hcwztMd1EJJXa9wMbtZMRmQwHP+JR2FJnZhflXIBAIBAKBQHD3QB6jgFdhg4OD7e3tTU1NSNUO829Qeq17yiYcFGPJGDt8+HBRUVF+fn5xcXF5efmhQ4e+/fZb/1CZmZ07d77//vtLlixJTU39/e9/n5ube/z4ccapDsZYQ0NDXl7eW2+9lZqaunz58rfffnvXrl2NjY34tLu7G4/r6+vr7u6mu1pbWxsaGjIzMz/44IOVK1cuWrQoMTFxxYoVf/rTnzZu3FhdXY1MSwCuxWxIjWAJ9+/fX1JSUlRU5Ha7y8vL//Wvf3377be4vrm5+euvv16zZk1qaio6/9577+3Zs6epqYl8knElX8QcycePHj2anZ395ptvJiUlLVy4cNGiRcuWLVu1atVnn3329ddfX7hwoaOjg5/M+vp6pIx2u91ut9vlcrndbj5Muq+vj9djjY2Nu3fvXr169YsvvhgXF7dw4cIlS5asXLkyPT29pKTkypUruMzP5YsePl63233kyJGqqirGxdOiPz09Pfv37y8rKysuLi4sLCwqKiotLT179iwv0g4fPoyEyQcPHjxx4gQ8H+gCj8dz8eLFmpqaw4cPX758mQ25BI8d8jqad3RQeHldXV15eXleXt5nn3327rvvLl26NC4ubsGCBYmJiSkpKa+88srnn3/+5ZdfHj16lHRmT08PbxZmjO3bt8/lcrlcrvLy8oMHD+7fv//UqVO44Pvvv9+zZ88777yzbNmyefPmrVixIjMz0+Vy0cQGRfaWl5cXFBRUVla63e7CwsLCwsKCgoKgoR04cODIkSOHDx8uLy8/cuQISi/go/Pnzx85cuSjjz5KSkpavHhxSkrKn//852+++ebcuXP0JRpj0gQCgUAgEAgEgh8TyqEDEEXc2tp66tSp+vp6lF8qKSmBlbi2tvZOC9tb5gY2YbJ5trW1TZo0SalUSpJkMpl0Op1Go3njjTcqKio+/vjj8PBwpIBSq9U6nU6lUimVytmzZ69atYox5vf76+rq3nvvvSlTpqjVao1Go9PptFpteHi4RqOZOXNmdnY2CRjeQbSlpSUtLW3q1KkajcZisaB9vV6v1+vRjslkUigUM2fO/Oijj2pqaoYbkH0+37Vr12JjY3E7uq3T6d56662qqqp169bFxMSEhoZarVaMC8LMYDDMnDkzJyeHXe8ryxgLBAJlZWVr1qyhi7VarVarRRYlnU6nVCrVarUkSVarddasWRUVFbi3ra1txYoVWq1Wo9HY7XaTyaRWq81mM3mDk+m4paVl165dkyZNstvter1ekiSNRqNQKLRarc1ms1gsKpUqPDw8MjLynXfeOXHiBOPk+vDxqtVqh8OxYsUK3tCKWwoKCqKjo5G62WAwGAwGvV6fm5uLykB+v7+5ufmRRx4xmUzh4eF4bmho6EsvvdTd3X3p0qX09PS5c+daLBakU05LS+vu7r6Z7FkjKuHU1FS6oKurKz8/f9KkSeHh4VarFVNtNBpNJhNNu1KpjIiI0Ol0YWFhs2fP3rBhw5kzZ3A7WeY7Ojqio6OxT/Ash8Px+uuv5+fnY+nDw8MVCoXBYLBarWazWSaThYWFJSQk5OfnU8oxOjVYvnx5REQE2lGr1cgdTQWQsXAxMTHY/1hfSZJeffXV0tLS9PT0mJgY7F6dTieXyyVJUiqVKpVq5syZubm5OAER1ZgEAoFAIBAIBD8yo3l0InFS0Kdw++3o6GhqampoaKiuri4vL0dF4jstbG+ZGyhh3j/ZaDSqVCr8gjcajUql0mQyTZs2zWw2431JkqCE9Xq9QqFQqVROp3P9+vVvvPHGzJkzZTLZhAkTrFarw+GAIkUWZZlMNmnSpLy8vKD12Lt379NPPw3xAAWo0WjUarXRaDQajRqNRqvVorWwsLCQkJDZs2fn5eWRGZYHylmr1UKAQUTNmjULclGv15tMJogTqDK1Wh0SEvLYY4+tXbuWMUZuz83NzevWrZs+ffp9992n1WohzDBeCDYkxIKWlsvler2+pKQExl7GWHJycmhoKNJlYTINBgO2F9lCDx8+vHz5cnQGyl+SJIvFYrPZJEmSyWQajQbaNTw8XJKkBQsW7N+/f4zxyuVyg8GQlJREJm5KBH348GEcKEiSZDabMasbN26kdgYHB/Ep9JtOpzOZTPHx8WvWrHnqqackScK6KxQKs9mMg4ObYYyMWbTZSktLIyIicDyh1WrpfAF3yeVyk8mE8xGoU5lMtmjRooaGBna9noS+1ev1Go3GaDRiNnAi88ADDzidTrPZjEeYTCaHw6FQKEJDQ51O59dff01bES8WLVoUFhYG2Uxj58fl9XrVajWktdlsxiZXqVTTp09HNyChATYhltjpdK5Zs+YmZ08gEAgEAoFAIPhvgOw2SGBE2oF/hw+EHBwc7OjoaG5ubmxsPHHixHfffXenhe0tcwPvaMaJE4VCYbfbbTabUqmEDQ3mSthUkUoXytBisUBkQn7AOEm6UavV4k2LxaLT6ZxO58MPPzxv3jzeGfXAgQOPPvroz372M+hACGaDwTB9+vTExMRFixbNnDkTNV1hNpQk6ec//3lkZGRWVhZMmrSWjDHoHKPRiKdD10mSFBYWBkmGNM4YGgQ8xHxsbCwf2Llt27aIiIhx48bZ7Xa0A3EeExMzd+7clJSUxMTEqKgoDBajRpWdQCDg8Xji4uKsVqvValUoFOiMTqdjnNZyu91PPvlkaGgo+qPX681m88yZM19//fWMjIx169a99dZbUML412q13n///XPmzDl58uRo44VKh84MwuVyQeWqVCqVSoUOZ2RkMC6uVaFQYK6wlLgsNjY2LCwM90KmGgyGzMxM8tMeO1R4RCWcmJjI77qioiJITbgbzJgxIyEhYfny5fHx8Y8++ihM5TgWQTcUCoVer09OTqanYOEMBgP0M445cCMs9larFfvK4XDo9fqQkBDMGw5ZJk+eTG7S+AosWbKEHB8kSbLZbOHh4Ywxj8dDIfE4CTIajXhhNpuhimUymdFoxI61Wq3Y/9iBEydOfOihh2bMmAH3coFAIBAIBAKB4I4w3Pw7Yg6goFxOSHXc2dl5p4XtLXPjKkpsyEMYogVCl6TIggULPvnkk9LSUpfL9emnnxoMBoVCERUVpVQqw8LCoBbMZvPLL7+8Y8eOY8eO7d69e9WqVWFhYbBGwuRrMpnMZnNNTQ0eeunSJYfDYbFYSC7CtrZz5064+CLLVGlpaXR0NBQpLKhyudzpdB44cIBd7zDMCyHI1JCQkLlz565evXrfvn3FxcWHDh169913rVYr3IDVajWsxBqNZs+ePWwohnPy5Mlms1mhUMBHV6VSGY3G/Px8fh/4/f6Ghobdu3fPmzdPq9W6XC6y9yYlJVEpWgghvV7POBvmU089BY1kMBjg0wv3cjYkEf1+f0VFxWOPPRYeHg5nZo1GExER8cYbb9C+ZIxBreHoAecOJBH9Q/WrGGPl5eUQflhT9C0rK4ukbCAQwO1wBDAYDHa7HfZYGFch161Wq81mW79+/U2mPh5RCc+bN48x1tXVhUfX1dW98soraWlpxcXFQfH6UOlfffVVTEzMuHHjdDqdw+FQq9Uwkp8+fZpfC/RQo9Ggt6GhoRaLZcuWLW63G709efLk9u3b6WiG/P+tVus777zDhlJbBQKBpKQkbEjyHcBBBm22Ecclk8nmzZv36aef7t+/v7Cw8J///OeqVausVivOiSCb4fi9bdu2m5k9gUAgEAgEAoHgLsTr9ba3t//73/+ur6+vq6s7duxYdXV1UFFivvASvQ9+/KLEt6yEybPXaDQ+//zzFy5coIvb29tXr17tdDqhKxAtbDKZNmzYMDAwwMfBpqSkQOJCxxqNRoPBgNxCgUBg586dUF+85Pjwww+bm5v5vvX19f39738PCwuDioNRWqFQvPTSS2x0JaxUKi0Wy/PPP3/16lVqqr+//+rVqx988EFkZCRGB2ue3W5PT0/HNb29vXa7HY3I5XKZTAaf7dzcXGgqCFpetjU2Nvb29pI+HE0JY4a/+uorGNIhsy0Wyy9/+UteW1Ia57fffjsmJgaX6fX68PDwiIgIBKxCtiE8WDuEXq9ftGgRtUNmW7fbDX9drVYLC/8YShgHBKGhoSqVavny5X/5y1927tx54MABJNPKz/fXBQAAF6NJREFUzc2tqKhAMuegMsXDGVExBvWQXZ9BCnmz+exlAwMD77333qRJkxQKhVKphEe62Wyuq6vjGzGZTJht+KLbbLbnn3++o6ODTwh39erVPXv2oEowTRpixSmzNGMsPj4em/aWlPCLL774ww8/BO3b999/nxwToNX1ev3mzZvHmDSBQCAQCAQCgeAuB8mPenp6Ojo6rly5cvr06bq6OuTcBbzoreTgKzPdvUpYo9HgR7xMJlu6dCkuI6vmwYMHDQbDhAkTYHpVqVRqtRrGLr7e0tq1a6HiIAbwoqSkBCb4hIQEEhskHeFmTNVuSHzC1gcLm8PhkMvlUVFRnZ2dY9iEJ0yYQPmZ+MquO3fuhP8qxojnbtmyBZ+2t7c/88wzkIIOhyMqKkoulz/00EM2m81ut8fHx//1r3/dsGFDTU1NS0tLkMyG4hpDCQ8ODs6fP18ul8OWCxO33W5/6aWXnnvuubi4uLi4uKVLl86dO3f58uWPPPIIAk3hsazRaORyOa8A8RSNRoMoX51Ot3DhQn5Z4fFfVFREl0ExjqGEcWxht9uXLVvGJ+sGnZ2dfAGhsRmtihK2R39/Px2aYHWKi4u3b9++Zs2alStXJiQkJCQkxMbGmkymCRMmwJoKJYnNWVpayh8f4FMcDcD1nTYt48og+f3+adOmQU5D7sKSfP78eTZ0vpCQkHAbSnjx4sW4HfXD8IXavHkzCWD6WmVnZ9/M7AkEAoFAIBAIBD8JkFvr7Nmzp06d+u6772AirqqqqqmpOXbsWM31VFdXV1VVVVRU3L1KGFGXEydOhM8tJddFkaGSkhIoBLjmIjYyLS2NlBWScX/xxReQAYhNhRJwu91oyshBcZ6IIqYSsn6/H5JpwYIFuIwCVhUKBeyTNAReCdtsNrVavWTJEsR2QmthmN988w1SKNtsNjgYK5XK7OxsCjzevXv3pEmT7r//fni96vX6mJgYu90eEhIiSZLD4aDcS/PmzcvJyTl37hzjYl9HU8IDAwN+vx8u4tDAyAWFLMR2u12SJKfTCU9aihBGMCp8evV6/ZEjR8iACYdzio+VJGn+/Pnwi+attYWFhTiPQJ+hGEdTwhqNRqlUarVaOkTw+XwDAwNB6Y6DSk+NyGhxwtgb0LHXrl3bs2fPJ598MnnyZAQMQ/AjWB1B46RXEZQLuetyufgu0QxgFAqFAtIUcf/0uP7+/oSEBBj54e8NpVpcXIx2+vr6UlJSEOh+S0o4NTWVr3sMkV9VVUVeD5h/tVqdmZl5M5m3BQKBQCAQCASCuxZKXcS/09fX19LScu7cufr6+pqamqNHj1ZVVcFKDFVcV1dXW1tbVVVVVlZ29yphg8EQHh4OM2xKSgrjDGter7e8vJyS6yoUCgiY9PR0v9/PV4vduHEjSReIYa1WC5swYwwBn9C3pITZkKTkJS5jbOnSpUjGC3WKNEilpaWjKWFcmZKSwq8QtFNpaSl6BTmNeNHc3Fy6rLe3d926dY8++igUvkwmQ3EjuFJDzyOkGZ155plnUHIWzxpRCZMYQ4gy2bcxLQaDwel04ikymQzu08iYBcM1pkipVMJmjuVAz6GHoZzj4+NpjWg4RUVFJpMJvuUQflqtdgzvaMxeXFwcZGRQ0WAM5GbqAI2oGJctW8aGPLe7urrWrl3rdDopGhk5mXEQQLZuTGBERASyl8NkTQHAeBCmEauPISxZsgQfweMaVw4ODsITAZMPz3NJkv5zJYzvCO0BzJvb7aZjIHxH1Go1Zv6GsycQCAQCgUAgENy1UCQmfm/zkmFwcLCzs7O5ufn06dOQxFVVVeXl5bADk2X47lXCSPaDfFFJSUls6Ce+1+v1+Xwul0sul0NOoFyQSqXatGkTLiOTV3p6OqIxoYQhKiBffT4fgj/JExXqAnOHIkB8vrJnn30Wwa6wIcNsePLkydGUMERdYmIitQDh5PP53G53WFgYCvagUpTZbM7Ozmac2meMVVZWbt269Ve/+hWSWtvt9sjISMhUm81mNpthnUZ24vnz51Mh3zG8oxljyC5mMBhgWNZoNL/+9a/z8/NdLldVVdWRI0eqqqrcbndhYWFZWZnL5SoqKsLWcbvdlZWVFETt8/nID1yn06EnCxYs4JcVS5afn4+M2ThrgH11NCU8YcIEpVJpNpshWamR22C0OGE6QMrKypo2bdr48eOpynFISMicOXM+/PDDv/3tb4WFhY2NjT6fLy0tzWQyobIRlL9GoykvL6eV9fl8VO0Zke1qtTo+Ph4bCdDF06dPh8M5jiFQwxlWfVzDO+3fknc02erxoq+vLz8/H+cm6Bseh6+JQCAQCAQCgUDwUySoggx+aQ8ODgblmg4EAv39/T09PZcvX25sbKyrq6usrCwvL4fj9I+ZNOuWlTBCf2HOTUhI4IfEGCsqKkKKJphJYW/MzMyky2CTzMvLI6doEhVQwn6//7XXXoNJlhI+SZK0f/9+6gy11tLSAiEHMywyZj3xxBP9/f1j2IRNJhOfn4nMpGVlZUi7BTskzLMwaOMCqnNDls+ysrLNmzdv3Lhx4cKFjz/+OMoFI3gVGaqNRuOJEycgtkdTwmg/NTUVZYSh/dRqdWxsbGtrK/WT/MP5CWdDwbRohDJmkbERaZOnT5/OB/fisn379qEmM1VaHsMmTBmYMXU0acPNmPyRx4iMqBip4jFjbPbs2YjHdjqdISEharX66aefRqUoLCg25IYNG+B6QPWTJUkqKyvj+4YJx4TAostXWiJqamqioqJQW5iirB977DHIV5yD3J4STk5ODjKe+3y+srIyOqrAZhBKWCAQCAQCgUDwk8bPcZOujvCabmpq4mOJ714lbLPZIIqQgdnr9SJCGNcfOHAAFWiQLgtSdtOmTTgPQGQmYywjI4MiVCE8eO/o7du364bq+kCkwRMbioLqCfX29m7bto1KFlMpV5QUGsMmjPq6fr8f1lqk8goEAsXFxQi7hQ7HMHNycqBjOzo63n333X379sEujfZ5ydfW1jZr1qyIiIjx48ejM5CRhw8fxgWjKeHe3l7ETiMYGNHOkZGRISEh8+fPp6q2bCiiGLMEAdzS0rJ169bVq1fjAowIMdgQfkiXbTAYqqure3p6yBY6MDDwj3/8AxWhUMsKJYLGzh2t0+ni4uJoFVBKF4/2eDw3GeY6hhcxWpMkSS6Xw/8clY1QYwlPISf5jIwMBPQajUakj9br9SUlJbzyhNc3ZXrTaDRJSUmIl6Yzqs7Ozvj4eNRPUqlUmBO9Xv/666+zIZeBQCCQnJxsNptvwzuatiJJ9PLycpExSyAQCAQCgUBwrzKiJIbVk6A38W9fX9+VK1fOnDlz55UwVA39dsevfIRQwmKm1WrhHc3fUlpaKg1ByZ9zc3OhOkhDwjuaTwGlUqkKCwvRzpUrV5YvX/7AAw9AhsnlckR4pqSkuFwuXNPQ0PDRRx9FRkbC7Gk0Gu12+7hx4+bMmfP999+z62sa4QK1Wo0oYqPRyFuzicLCQtRPwvWQsuvXr6cZCA0NNRgMTz755Jtvvrljx44TJ06g/UAgcPny5aysrFmzZul0Okg4h8Nx3333TZ8+vbm5GZfFxcUhghcjgqxiQ67XV69eXbFixfjx46HG4X+uUCgmT578xz/+sbKysq+vjxx6q6qqNm7c+MILLzgcDp1Ol5CQ4PV6odlaWloWLVr04IMPxsbGqlQqvV6P8GOHw5GUlJSWlpaWlvbaa6898cQTERER0GMI/Ibre3Z2Ng3K4/FgBdFhOA8nJydjE7MhlXir+Hw+Co6FZzvqPGHJ2tvbp06dqlQqo6OjSVhardaPP/4YHuB+v//48eOff/75lClTYBPWaDSRkZGIAC8pKUEZJ4wCjgnYaXjWjBkzNm/eXFZWVlJSUlBQ8P777z/++OPk6QBRajabp06d2tDQQH32er0JCQk4XEC3jUajTCZjnOf8iOOCCTrIk7y4uBj6HH7dcALPyckRSlggEAgEAoFA8D9OW1vbhQsXjh8/fvTo0erq6mPHjh07dgz5tFB7qWIIVGAKKlPMl2u6TSVMv93J0CdJUkREBMKAIXSTkpLIwIiQ6NLSUhg84WgKuZuTk0PNItd0Tk4OxUkiE5LBYIDKhfauqqqaP38+yt5AMcLwi+dqNBqbzeZwOFQqlUqlioiIUKlUGo3mF7/4BZX/ZUM5nBhjcOuF3RjRv4sXL6bR0QBdLhcUDjJUwXM7Ly8PTXm9XrvdbrFYcBzAZ73WDVXfQXblyMhIFLCNiYlJS0uj/iQmJhqNRvQW7UuSxBhrb29HP+vr65OTk7VabWhoKPSYw+EgIzx50jocDrRvsViQXQzDoTzeX375pdlsDg0NtdvtsOjK5XK0abPZTCaTTCYbP348FLvRaEQpXbVardFokCGMiktR7ig83WAwIOPUbWs2JE/GdGFlkbkaNmE0++mnnxoMhnHjxmHser1eoVBYrVZ0GLZ0SHQqF4y9ZDQaS0pKeAdylUoFl354nkPKTpw4kczmWFCYlJH9OywsTJKkHTt2QOLS9khISIBkxfJh0zLOPD7iuJBqm7qEy9xut9lsRjg65c3KyMi4vZMFgUAgEAgEAoHgXsLr9XZ1dbW0tFy8ePHUqVNHjx51uVxUdhhCl1Qxcm7xH+HT21fCwOfzdXd34zW5+8JqqlQqk5KSyFcZ/xYWFsJWBm9bpVIpk8kgruCJijazsrLkcjlqGsGGJknSwYMH2ZB/L2Ps+PHjv/vd7yBfYSOFZkDLiEOG8c1gMMhksoULFx46dAi6pa2tjTe4Q71A5ULzLF68GBZIPqHZwYMHJUmCIIQGk8vlWVlZ+LSrq8vpdKpUqvDwcLvdDouf1Wq12+2ofoToaNi3VSrVE088sWXLFqqRyxhbvHgx9BhJMkmSyP8cM3np0qW1a9dOnDgxIiJCo9GEh4dTDSFMvkwms9vtuB2lm+GmDokFBXvx4sWXX35Zp9M9/PDDcFC3Wq3R0dFQzkql0uFwxMTExMXF4VMccKBBSHd0xuv10lEFUKlUiYmJ0HUonH17m1ur1YaHhzscDiyrSqVKTk72+/2Iiz537tySJUuweeC8DVWJAwhMyLRp05555hmr1Qq3Z1xpsViKi4spitvv98MqDuUMBYsThAcffBBrQZIV7t9yufw3v/nNtm3bKA8cwrMZYwkJCRCukN9hYWF6vT7IdWL4uOLj47EH+OxchYWFFLqMb5MkSbTTBAKBQCAQCAQCAWPM6/Veu3YNibVI/ZIkrqmpqa2tpWxbZA2+ycxbN7YJg7a2tkceeQTFbOBKarfbX3zxxdbWVt7etX//flwGX1O4GWdkZJC+ZYx1dnZu2rRJGqqTBANsbGzsoUOHcAFJ0/7+/rKyslWrVkVFRUH7KRQKqF9qXKvVLlmyZNeuXVAsHo+HDxP1er2XL1+eMmWKwWCAH3VYWJjFYlm5ciVlkKKRHjp0KDY2FtoPslmSpJycnK6uLlzw8ccfL126NDIyMjw83GazwbUY/1JZI61W++yzz37xxRdNTU00XkzgCy+8ANkD2Ql5NuJ619XV/eEPf3juuefgSg2lRAcBcFRWKBTR0dFz5sxZtWoVOY1TV3t6erKysiZNmuR0OrVarVwux9rpdLqnnnrqzTffbGxsLCgomDp16oQJE8xmMyzDOp0uNze3u7sbmq2lpWXatGmYEDqAWLZsGZ/H6zbAXkJnMDSDwUB1nugsY/Pmzei8TqdzOp0ajeahhx6yWCy//e1v16xZc+XKla1bt1qt1gceeABLYDabFQrFt99+Cw8FxlggEIA3AZzwDQZDVFTUjBkzUlNTo6KiMCGwzUJsT5ky5cMPP2xsbKSNQdr12rVrycnJ2IEQzzKZLDo6+tKlS2OP69VXX+3o6Aha34KCAgpgxlI6nc5NmzaRKV4gEAgEAoFAIPjfBI6ulGHK5/P19vZ2dHScP3/+zJkzx48fr66uhim4srISmpZ3kCYx/P9gE0aqXsYY/4MeQaRkLkbSKbyG8ONHQq8HBgbIiohgTlKhbW1teIELAoFAZ2cnXezxeCorKw8cOJCbm7t+/fr09PRNmzbt2rWrqKgIF5BbKaQLGqfnXr58mffmHRwcpDzMwwU/jQgLgHZwPXSmx+NpaWkpKCjYvHnzZ599lpmZmZeXl5OT8+WXXxYXF3s8Ht7HlU8a3t3dHeT+io+QyIox1tfX19bWxhcBunjxYlVV1d69e7ds2ZKVlZWdnb1hw4Yvvvhi79699fX1SPTFR0QDRBSzobOJHTt2ZGZmZmVlbd++vbCw8OrVq2zI9k7mU+p2kFd8a2srqUqv19vX10deAMNLCt8MuOXatWv0Dr8Evb29vJeB1+t1uVxbt27NyMhYt27drl27Ghoa2tvb2ZDrO60yZdLCGlGbOEFQKpV2ux2ac9myZV6vt62trbCwcOvWrVu3bl2zZk1ubm59fX1fX19Q0q++vr7BwUFyeeATdLOhrY7v6mjjQm9pbvni2/zA+aMigUAgEAgEAoHgfxloDSoZgz8hfK5du9bU1PT9998fO3YMNWWrOEgY30yo8KhKmFeSJIbRLdIGgNQUrzbJ3Zddb1vj43L9fj9f7ohvgZcfZOccPkHs+rpVJDMgEdmQtzB6guTVI45xeFqz/v7+4fVyKZUUdZKeSONFYrDhydD4R1Pj/CN4T2Ofzxf0J595Gy67JKppegcGBiivMi+5Mc/DR0RrERT0i3s9Hg8/Uv5wgeT3bcDvJTyCEi/TBTSr6AmSk1OK8r6+PvJsx2XDBTl9BMM+TL4w1VIVJTROzs/8hAdNIIQubRJ+7Pg6jDGuoMaDjg/4LRTUB4FAIBAIBAKBQMCG2S9RRailpeXChQtnzpypra2tqak5evQoOU5XV1fX1tb+RzZhXsGSjRF/kk4I+sVPIZEDAwPQhJTumDTA8LLA0Hgk5/AmiRnYZiHzqFk+9TYv2vk2h88gY4ysmuRDyzhLcpBkxQyQ0ZVkDxvmPR40/O7u7uGyE//yRaf4Z9HTSZux6w8U2DBFze8J/nEQcqMZbGHP5y+ALZRKNNEYsdyYcMaZNKkPt5fhCfnDeaNoULQt9ZOGNuKpBMl+fqS4i96BBz583aGEKVka/wh69ODgINlv8VBaU5iggw5reO064rjo/IJdf+JwG+Z0gUAgEAgEAoHgnme01LxBPpWMscHBQdReampqOn369PHjxyl3NLTxf+QdzYapHfzc53/r40/eXMZ7dQ/3QCZpwYbkJUkaNuSFG/To4UIIl+FKPIUihEmc433e2xYmaF7h8I2TxZWOAILMlWxIs1FlY+ohle0Z3izZDIc/xc9VBg66hn9NjvK8puL/5KeRpuVmIH3O941dL0rp4IBxa8RGOYC4Ibwdng1bWewfMrryVmjMCbpB+43/ngw/+/D7/Wq1GomykG3LbDanpqbSwtGhDNQ+tUDmfcYZjYPM7Lzb/NjjohvxAsvNP5o/9LmpSRQIBAKBQCAQCO5RSOkE+UjTp5BRQWqovb39/PnzDQ0NtbW1/2kVJYHgJwopz87OTrvdjpRjyPasVqsXL16MiHfewCsQCAQCgUAgEAh+ukAw+/1+WIkbGxvJWTooexbl2RJKWHBPEZQsLT09PScnZ+vWrXl5eVlZWTk5OXv37sVHonivQCAQCAQCgUBwbxAUh9jT09PV1XX16tWzZ8/W1dVVVlYitxZ8pyGPhRIW3FOQ+wRcrJGLGwG9iNBGlmY+SlwgEAgEAoFAIBDce0AUtLe3X7x48eTJk7W1tZWVlbW1tRUVFRUVFUIJC+4p6DSot7d3ROdn6GRRuVcgEAgEAoFAILjH4FPtejwePpFQd3f3pUuXUJFY2IQF9yC0+ylZGtJBU4ppJKkaMVu1QCAQCAQCgUAg+GkRVGCJkg37OQIcvb29ra2tra2tQgkL7in4ulOwCVM8MF/IGi+EEhYIBAKBQCAQCH7SDK8gwwN1EJQrF+8IJSy414A1mGQwFcSiTOvDKzAJBAKBQCAQCASCnyI3/6ueauUCoYQF9yBU3pk8pfkayPhT5I4WCAQCgUAgEAjuGYJKEPNv8hWJ6SOhhAUCgUAgEAgEAoFA8L/F/wGfYZzs4tkSIQAAAABJRU5ErkJggg==" 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<span style="font-family: Arial, serif; font-size: small;">Le </span><span style="font-family: Arial, serif; font-size: small;"><i><b>Collectif
Eau pour une Régie publique et les premiers m3 gratuits</b></i></span><span style="font-family: Arial, serif; font-size: small;">
a envoyé un questionnaire aux candidats aux élections municipales
2014 de différentes villes de la métropole lilloise (Lettre
complète avec le questionnaire <a href="http://eaureponses.blogspot.com/2014/03/lettre-aux-candidats.html">(</a></span><a href="http://eaureponses.blogspot.com/2014/03/lettre-aux-candidats.html"><span style="font-family: Arial, serif; font-size: small;"><u>,cliquez ici,)</u></span></a><span style="font-family: Arial, serif; font-size: small;">.</span></div>
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<span style="font-family: Arial, serif; font-size: small;"><b>La question de la politique de l’eau
est une des prérogatives de LMCU</b></span><span style="font-family: Arial, serif; font-size: small;">.
Elle concerne un bien commun de l’humanité, un bien vital
essentiel, véritable richesse collective, dont il faut garantir
l’accès à tous.</span></div>
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<span style="font-family: Arial, serif; font-size: small;"><b>Il est donc normal que chaque citoyen
connaisse la position que vont adopter ceux qu’ils vont élire</b></span><span style="font-family: Arial, serif; font-size: small;">.</span></div>
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<span style="font-family: Arial, serif; font-size: small;">Nous remercions les listes </span><span style="font-family: Arial, serif; font-size: small;"><b>qui
n’ont pas eu peur d’afficher publiquement leur position</b></span><span style="font-family: Arial, serif; font-size: small;">.
</span>
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<span style="font-size: small;"><span style="font-family: Arial, serif;">Nous soulignons que les listes qui ont
répondu pensent majoritairement que </span><span style="font-family: Arial, serif;"><b>le
sens de</b></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial, serif;"><b>l’intérêt général implique la création d’une Régie
publique de la distribution de l’eau</b></span><span style="font-family: Arial, serif;">
et sont prêtes à une délibération allant dans ce sens. Elles
souhaitent également la </span><span style="font-family: Arial, serif;"><b>suppression
de l’abonnement et une tarification progressive</b></span><span style="font-family: Arial, serif;">.
Toutes sont pour </span><span style="font-family: Arial, serif;"><b>une transparence
dans la gestion de l’eau, expliquant l’usage de chaque euro
utilisé</b></span><span style="font-family: Arial, serif;">. Elles sont </span><span style="font-family: Arial, serif;"><b>pour
une implication des citoyens et jugent nécessaire leur consultation
pour les grands choix</b></span><span style="font-family: Arial, serif;">. Seule la
liste </span><span style="font-family: Arial, serif;"><i>Pour vous et avec vous</i></span><span style="font-family: Arial, serif;">
de Lambersart souhaite le recours à une multinationale pour la
partie distribution, mais voterait pour une Régie au nom de
l’intérêt général.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.18cm; margin-top: 0.05cm;">
<span style="font-family: Arial, serif; font-size: small;">Par ailleurs, alors que nous ne posions pas
la question, certaines listes préconisent la gratuité des premiers
litres par jour par habitant. </span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.18cm; margin-top: 0.05cm;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0BL0wzeNzo4Nuwomopqv4jPJVb01PQrPD7xl95Rotil1YlOzEL2PgbPC-2UtFweW2JU72H7Z5d-BTV8RRO_4tGfBis6ovEL7NRT_F_hFyYQ6rr9W0gkuy8Oiozr4OpW2C_9TlXDGJEkM/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0BL0wzeNzo4Nuwomopqv4jPJVb01PQrPD7xl95Rotil1YlOzEL2PgbPC-2UtFweW2JU72H7Z5d-BTV8RRO_4tGfBis6ovEL7NRT_F_hFyYQ6rr9W0gkuy8Oiozr4OpW2C_9TlXDGJEkM/s1600/2.jpg" height="216" width="400" /></a></div>
<span style="font-size: small;"><span style="font-family: Arial, serif;">Nous nous étonnons du silence de nombreux
candidats. Peut-être jugent-ils la question de l’accès à l’eau
secondaire alors que l’eau est une des prérogatives de LMCU ?</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.18cm; margin-top: 0.05cm;">
<span style="font-family: Arial, serif; font-size: small;"><b>Nous invitons les citoyens à
interpeller les têtes de liste sur cette question avant de déposer
leur bulletin dans l’urne au premier et au second tour.</b></span><span style="font-family: Arial, serif; font-size: small;">
</span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.18cm; margin-top: 0.05cm;">
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.18cm; margin-top: 0.05cm;">
<span style="font-family: Arial, serif; font-size: small;">Pour voir les réponses complètes, cliquez
sur le nom de la tête de liste :</span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.18cm; margin-top: 0.05cm;">
<br /></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 643px;">
<colgroup><col width="134"></col>
<col width="213"></col>
<col width="137"></col>
<col width="101"></col>
</colgroup><tbody>
<tr>
<td colspan="4" valign="TOP" width="627"><span style="font-family: Arial, serif;">Listes ayant répondu aux
questionnaires pour expliquer leur position sur la gestion de
l’eau</span></td>
</tr>
<tr valign="TOP">
<td width="134"><div align="CENTER" style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">ville</span></span></div>
</td>
<td width="213"><div align="CENTER" style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Nom
de la liste</span></span></div>
</td>
<td width="137"><div align="CENTER" style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Tête
de liste</span></span></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Régie
publique de l’eau </span></span>
</td>
</tr>
<tr valign="TOP">
<td rowspan="3" width="134"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;">Lille</span></span></div>
</td>
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Lille
en Mieux</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/lille-en-mieux-eelv-l-daleux.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Lise Daleux</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour</span></span></td>
</tr>
<tr valign="TOP">
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>L’humain
d’abord !</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: small;">.</span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/lhumain-dabord-h-vandamme.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Hugo Vandamme</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour </span></span>
</td>
</tr>
<tr valign="TOP">
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Lille
anticapitaliste</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/lille-anticapitaliste-j-pauwels.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Jan Pauwels</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour </span></span>
</td>
</tr>
<tr valign="TOP">
<td rowspan="2" width="134"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;">Ronchin</span></span></div>
</td>
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Ronchin,
durable et solidaire</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/ronchin-durable-et-solidaire-p-geenens.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Patrick Geenens<br />(Par Alain Rabary)</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour </span></span>
</td>
</tr>
<tr valign="TOP">
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Ronchin
notre ville</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/ronchin-notre-ville-p-matthews.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Patrick Matthews</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour </span></span>
</td>
</tr>
<tr valign="TOP">
<td rowspan="2" width="134"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;">Wattrelos</span></span></div>
</td>
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Avec
vous, Wattrelos Ouvertement à gauche !</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: small;">
</span></span>
</div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/avec-vous-wattrelos-ouvertement-gauche.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Thierry Coulomb</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour </span></span>
</td>
</tr>
<tr valign="TOP">
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Liste</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: small;">
</span></span><span style="font-family: Arial, serif;"><span style="font-size: small;"><b>anticapitaliste</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/liste-anticapitaliste-m-dubrul.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Marc Dubrul</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour </span></span>
</td>
</tr>
<tr valign="TOP">
<td width="134"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;">Villeneuve
d’Ascq :</span></span></div>
</td>
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>A
villeneuve d'ascq, l'humain d'abord !</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/villeneuve-dascq-lhumain-dabord-m.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Martine Berthouloux</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour </span></span>
</td>
</tr>
<tr valign="TOP">
<td rowspan="3" width="134"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;">Lambersart </span></span></div>
</td>
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Pour
vous et avec vous</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/pour-vous-et-avec-vous-d-pouppeville.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Daniel Pouppeville</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Préférence
DSP, mais pour une régie si intérêt général,</span></span></td>
</tr>
<tr valign="TOP">
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Vraiment
à gauche !</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/vraiment-gauche-py-pira.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">P-Yves Pira</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: small;">Pour</span></span></td>
</tr>
<tr valign="TOP">
<td width="213"><div style="margin-top: 0.05cm;">
<span style="font-family: Arial, serif;"><span style="font-size: small;"><b>Ambition
pour Lambersart</b></span></span></div>
</td>
<td width="137"><div style="margin-top: 0.05cm;">
<a href="http://eaureponses.blogspot.com/2014/03/ambition-pour-lambersart-nbouche.html"><span style="font-family: Arial, serif;"><span style="font-size: small;">Nicolas Bouche</span></span></a></div>
</td>
<td bgcolor="#ffffff" width="101"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">A
priori positif pour une régie publique mais attente d'éléments
supplémentaires</span></span></td>
</tr>
</tbody></table>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Récapitulatif par
thèmes : </span></div>
<div style="margin-bottom: 0cm;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaF0IV9lwhotW0FwLFBn8K_TppxWtuKhSucBcpc_1qjiWBUQoH6Ri9MRTR2TDBNAYMDJ98HupdjMFiBiiXoQ0K_BHF8ox5rDsCHv7DoB3xUPvHutIdm02XwAV6wK9NTc3JM-hjj1x8J0I/s1600/tab+0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaF0IV9lwhotW0FwLFBn8K_TppxWtuKhSucBcpc_1qjiWBUQoH6Ri9MRTR2TDBNAYMDJ98HupdjMFiBiiXoQ0K_BHF8ox5rDsCHv7DoB3xUPvHutIdm02XwAV6wK9NTc3JM-hjj1x8J0I/s1600/tab+0.jpg" height="386" width="640" /></a></div>
<br /></div>
<div style="margin-bottom: 0cm;">
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"></span></div>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: small;">Tableau synthétique des
réponses par thèmes et candidats :<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXRjRwSjZKZTFqUjQ/edit?usp=sharing">Version PDF</a></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCtKpMm4NRdkteHQ_gDW5K-_wn7FHbwKulNWavjujzJsxuv1tPfH3y10-7AyluBHbcGhEMC3l5hxeL2jUTIzC3LBDTCfWTxTzPk_NmKDSZQqXI7GMV6Wvqj-2wI29pq_SRCADjM2l_Yy8/s1600/tab+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCtKpMm4NRdkteHQ_gDW5K-_wn7FHbwKulNWavjujzJsxuv1tPfH3y10-7AyluBHbcGhEMC3l5hxeL2jUTIzC3LBDTCfWTxTzPk_NmKDSZQqXI7GMV6Wvqj-2wI29pq_SRCADjM2l_Yy8/s1600/tab+1.jpg" height="340" width="640" /></a></div>
</div>
<div style="margin-bottom: 0cm;">
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhql1RiLtxCljqFPrhVVTt27fMQZ4-KsK12_FvDVvSjXdjwDldG_N2Ib335apOT38klvfu9PlbVcY0yO0-WdIgtX4Wp0TOYg_1C6KIOU99yjvQvzY0IBUpa4sgDiF-xJyGDIc616NqHp2I/s1600/tab2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhql1RiLtxCljqFPrhVVTt27fMQZ4-KsK12_FvDVvSjXdjwDldG_N2Ib335apOT38klvfu9PlbVcY0yO0-WdIgtX4Wp0TOYg_1C6KIOU99yjvQvzY0IBUpa4sgDiF-xJyGDIc616NqHp2I/s1600/tab2.jpg" height="310" width="640" /></a></div>
<br />
<br />
<span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>Collectif
eau pour une régie publique et les premiers m3 gratuits :
collectif.eau@laposte.net</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><br /></span></span><span style="font-family: Arial, serif;"><span style="font-size: xx-small;">Les
31 premiers membres : AC ! Lille, ATTAC Lille, Attac
Roubaix-Tourcoing, Attac Villeneuve d’Ascq, Les Alternatifs, le
Bruand Réveillé, CGT LMCU, Collectif Anti-Austérité de Roubaix,
Collectif Antilibéral Lomme-Lambersart, Coordination communiste, Eau
secours, Europe Ecologie – Les Verts, FSC, FSU, Gauche Alternative
(FASE), Gauche Anticapitaliste, Gauche Unitaire, les Gens
d’Hellemmes, les Indignés de Lille/ Démocratie réelle
maintenant, LDH, Mouvement National de Lutte pour l’Environnement
59/62, Nouveau Parti Anticapitaliste, Objecteurs de Croissance Lille,
Parti Communiste Français, Parti de Gauche, PRCF59, Snuipp-FSU,
Solidaires 59/62, Terre des Hommes, Théâtre de l'Opprimé, Union
locale des syndicats CGT de Lille et environs, Union Locale des
syndicats CGT d’Armentières et environs, et des citoyens...</span></span></div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-36908331481369255282014-03-18T11:11:00.004-07:002014-03-18T11:11:50.468-07:00« Ronchin, durable et solidaire » P Geenens<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « Ronchin, durable et solidaire »,</b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b> (Patrick
Geenens), par Alain Rabary, Maire actuel, </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Vice-Président de LMCU, au
questionnaire du Collectif Eau </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXSV8wTkpFVjg5WFU/edit?usp=sharing"><br /></a>
</div>
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXSV8wTkpFVjg5WFU/edit?usp=sharing">
</a><div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXSV8wTkpFVjg5WFU/edit?usp=sharing">Accès au PDF</a><br />
</div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b></span><span style="font-size: x-small;">. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
</span><span style="font-size: x-small;"><b>Cette création a été votée au nom de
l’intérêt général.</b></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?
</span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;"> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cependant,
la même délibération, </span><span style="font-size: x-small;"><b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span><span style="font-size: x-small;"> </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? </span><span style="font-size: small;"><u><b>Non</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Mais
il faut bien pouvoir comparer dans l’absolu, et ne pas faire
confiance. Ils doivent des comptes, à LMCU de suivre.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté </span><span style="font-size: x-small;"><b>au nom de l’intérêt
général</b></span><span style="font-size: x-small;">, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Au nom
de l’intérêt général, seriez-vous prêt à voter pour que la
distribution de l’eau se fasse en Régie publique ou non ?
</span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;"> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">On
a l’expertise. </span></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Reste
à le vouloir.</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">C’est
source de maîtrise et d’économie pour tout le monde.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Oui,
voir ci-dessus.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la tarification :</b></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre la </span><span style="font-size: x-small;"><b>suppression de
l’abonnement</b></span><span style="font-size: x-small;"> </span><span style="font-size: x-small;">?
</span><span style="font-size: small;"><u><b>Ne se prononce pas</b></u></span><span style="font-size: small;">
</span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Il
est important de consommer mieux. Adapter les tarifs, taxer les
entreprises fort utilisatrices.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Pour</b></u></span><span style="font-size: x-small;">
</span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Question
d’équité et de justice sociale (voir ci-dessus).</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la gestion de l’eau :</b></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ? </span><span style="font-size: small;"><b>
</b></span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: small;">
</span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? </span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">De
même qu’il faut informer sur la mutualisation et les
provenances diverses.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: small;"><b>
</b></span><span style="font-size: x-small;"><b> </b></span><span style="font-size: x-small;"> </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">De
quelle manière ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Experts
(production, environnements, syndicats)</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Associations
d’usagers</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">ONG
spécifiques</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;"><b>
avec éveil des consciences </b></span>
</div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Les
comités de quartiers ont eu les informations du Collectif. C’est
très bien mais quelle appropriation pour quel public. A nous élus
d’être militant et d’informer toute la population (éveilleurs
de conscience). La démocratie en dépend.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br />
</div>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXSV8wTkpFVjg5WFU/edit?usp=sharing"><br /></a>
</div>
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXSV8wTkpFVjg5WFU/edit?usp=sharing">Accès au PDF</a><div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
</div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-80927077599261335632014-03-18T11:03:00.002-07:002014-03-18T11:03:28.517-07:00« Pour vous et avec vous » D Pouppeville<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « Pour vous et avec vous »</b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b> (Daniel Pouppeville) au
questionnaire du Collectif Eau </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXUzhRbVBBSVNlTG8/edit?usp=sharing">Accès au pdf</a><br />
</div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b></span><span style="font-size: x-small;">. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
</span><span style="font-size: x-small;"><b>Cette création a été votée au nom de
l’intérêt général.</b></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?
</span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Il
est important de reprendre la maîtrise de l’eau au service des
usagers.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cependant,
la même délibération, </span><span style="font-size: x-small;"><b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span><span style="font-size: x-small;"> </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? </span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">L’état
des réseaux nécessitent pour les années à venir de lourds
travaux. Externalisé permet de prendre les compétences, les
effectifs nécessaires. Avec un cahier des charges strict et
suivi.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté </span><span style="font-size: x-small;"><b>au nom de l’intérêt
général</b></span><span style="font-size: x-small;">, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Au nom
de l’intérêt général, seriez-vous prêt à voter pour que la
distribution de l’eau se fasse en Régie publique ou non ?
</span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;"> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Il
faut pouvoir à « tout moment » reprendre la maîtrise
si nécessaire en cas de manquement pour la qualité et de
dérapage pour les prix.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Nous
voyons que de nombreuses villes commencent à remettre en place
des régies, il faut se positionner pour avoir les retours
d’expérience.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la tarification :</b></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre la </span><span style="font-size: x-small;"><b>suppression de
l’abonnement</b></span><span style="font-size: x-small;"> ? </span><span style="font-size: small;"><u><b>Pour</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Le
coût technique doit être intégré dans le m</span></span><span style="color: #365f91;"><sup><span style="font-size: small;">3</span></sup></span><span style="color: #365f91;"><span style="font-size: small;">.
Il faut voir le calcul économique pour déterminer le niveau
évolutif/consommation.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br />
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Pour</b></u></span><span style="font-size: small;"><b>
</b></span><span style="font-size: x-small;"> </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Nous
devons éviter les gaspillages et éduquer les utilisateurs. Voir
les modalités de mise en place des dispositifs et leur
faisabilité sans rentrer dans des « usines à gaz ».</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la gestion de l’eau :</b></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ?
</span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;"> </span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? </span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">De
quelle manière ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Mise
en place d’un comité de surveillance avec des représentants
des associations en son sein.</span></span></div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691">
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br />
</div>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br />
</div>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXUzhRbVBBSVNlTG8/edit?usp=sharing"><br /></a>
</div>
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXUzhRbVBBSVNlTG8/edit?usp=sharing">Accès au pdf</a><div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
</div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-35480909212962681012014-03-18T10:58:00.000-07:002014-03-18T11:17:53.438-07:00« Lille anticapitaliste » J Pauwels<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « Lille anticapitaliste » (Jan Pauwels) </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>au
questionnaire du Collectif Eau </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXMHFxcFRNWHEzZ3c/edit?usp=sharing"><br /></a>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXMHFxcFRNWHEzZ3c/edit?usp=sharing">Accès au PDF</a></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b></span><span style="font-size: x-small;">. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
</span><span style="font-size: x-small;"><b>Cette création a été votée au nom de
l’intérêt général.</b></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?
</span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Il
est indispensable que la production de la ressource soit publique.
Néanmoins, nous estimons que cette avancée est chèrement payée,
les usines des Eaux du Nord ont sans doute été largement
amorties par les consommations des usagers. Un audit sous contrôle
citoyen l’aurait sans doute montré.</span></span></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cependant,
la même délibération, </span><span style="font-size: x-small;"><b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span><span style="font-size: x-small;"> </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? </span><span style="font-size: small;"><u><b>Non </b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Absolument
pas.</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">-affaire
des provisions inemployées ;</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">-car
bien public : l’accès à tous et la gratuité s’opposent
à la marchandisation de l’eau ;</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">-les
multinationales visent le profit, qui s’oppose à l’objectif
de réduction de la consommation et de la préservation de la
ressource.</span></span></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté </span><span style="font-size: x-small;"><b>au nom de l’intérêt
général</b></span><span style="font-size: x-small;">, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Au nom
de l’intérêt général, seriez-vous prêt à voter pour que la
distribution de l’eau se fasse en Régie publique ou non ?
</span><span style="font-size: small;"><u><b>Oui </b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Principe :
les services publics ne doivent selon nous pas être délégués
au privé. C’est vrai pour l’eau mais aussi pour les
transports publics par exemple.</span></span></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">C’est
non seulement possible mais nécessaire. Un service public
national pourrait être en charge de cette question et mettre de
plus en place un tarif national de l’eau en établissant une
péréquation entre territoires.</span></span></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la tarification :</b></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre la </span><span style="font-size: x-small;"><b>suppression de
l’abonnement</b></span><span style="font-size: x-small;"> ? </span><span style="font-size: small;"><b>
</b></span><span style="font-size: small;"><u><b>Pour</b></u></span><span style="font-size: small;">
</span><span style="font-size: x-small;"> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">L’abonnement
va à l’encontre de la tarification progressive que nous
défendons. Il institue en effet au contraire une dégressivité
du prix de l’eau au m</span></span><span style="color: #365f91;"><sup><span style="font-size: small;">3</span></sup></span><span style="color: #365f91;"><span style="font-size: small;">.</span></span></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Pour</b></u></span><span style="font-size: small;"><b>
</b></span><span style="font-size: x-small;"><b> </b></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">-Préservation
de la ressource</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">-Garantir
un accès pour tous à l’eau, bien vital.</span></span></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la gestion de l’eau :</b></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ?
</span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? </span><span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span><span style="font-size: x-small;">
</span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: x-small;">De
quelle manière ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Ainsi
que les salariés du service.</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Les
citoyens, par le biais de représentants élus et révocables,
doivent pouvoir décider avec les élus municipaux des
orientations de la gestion des services publics dont l’eau, des
orientations de la gestion des services publics dont l’eau. Voix
délibérative et non consultative.</span></span></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span><br />
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Complément
d’information dans le <a href="https://docs.google.com/file/d/0B3ccDA4FuSiXNm5TYmhjbjZ5Zkk/edit">tract</a> « </span></span><span style="color: #365f91;"><span style="font-size: small;">La
gestion de l'eau à Lille Métropole : un exemple de service public
confié au privé. LILLE ANTICAPITALISTE défend une régie publique
et la gratuité des 1ers m3 d'eau ! » du NPA</span></span></div>
<div align="JUSTIFY">
<br /></div>
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXMHFxcFRNWHEzZ3c/edit?usp=sharing">Accès au PDF</a><br />
<br />
<span style="font-size: x-small;">
</span>
</div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY">
</div>
</td>
</tr>
</tbody></table>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-26310622050464084302014-03-18T09:39:00.007-07:002014-03-18T09:39:51.733-07:00« Ambition pour Lambersart » N.Bouche<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « Ambition pour Lambersart » </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>(Nicolas Bouche) au
questionnaire du Collectif Eau </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b> </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Bonjour
mesdames et messieurs les membres du Collectif Eau pour une Régie
publique et les premiers m3 gratuits,</span></span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Je
fais suite à votre courriel relance du 13 mars 2014 relatif à la
position de la liste Ambition pour Lambersart vis-à-vis de la
« gestion de l'eau » par LMCU.</span></span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><br />
Avant tout, sachez que notre liste a pleine conscience de l'extrême
importance de la question de l'eau sous tous ses aspects (quantité,
qualité, risques, production, distribution, assainissement, ...). </span></span></span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><br />
Nous avons dans notre équipe un juriste spécialisé des questions
d'urbanisme et de développement durable qui a étudié cette
question dans le détail sur la base du rapport public du Conseil
d'État de 2010 « L'eau et son droit ».</span></span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><br /> D'un point de
vue général, comme le préconise ce rapport, nous prônons
davantage de transparence, que ce soit dans les responsabilités et
les objectifs, dans la vérité des coûts et des prix, dans la
qualité perçue par les usagers, ou encore, dans les ressources
financières et humaines allouées par les collectivités publiques à
la mise en œuvre du droit de l'eau. </span></span></span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><br />
Concernant plus particulièrement la distribution de l'eau sur le
territoire de LMCU, bien évidemment nous sommes pour une
distribution au meilleur prix et dans le respect des normes de
qualité. Nous ne disposons pas aujourd'hui des éléments et études
dont disposent les élus et techniciens en charge de la politique de
l'eau à LMCU pour nous permettre de trancher en toute connaissance
de cause. Ceci étant, pour avoir suivi les actions justifiées de
monsieur Darques, président du collectif « eaux secours 59 »,
nous avons un à priori pour une gestion en régie publique de la
distribution de l'eau. </span></span></span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><br />
Concernant la tarification, nous pensons qu'effectivement une
tarification progressive prenant en compte la composition du foyer et
les surconsommations est à mettre en place. Il est en tout cas pour
nous impensable de couper l'accès à l'eau à des familles en
difficulté. </span></span></span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><br />
Concernant la production en eau pour approvisionner la métropole,
le projet de « l'autoroute de l'eau » en "partenariat"
avec Noréade qui vise à s'approvisionner notamment en puisant la
nappe de la forêt de Mormal nous semble au vu des éléments en
notre possession une gestion préjudiciable pour les générations
futures.</span></span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><br />
Espérant pouvoir travailler ensemble à LMCU sur ce sujet dans les
semaines à venir, nous vous prions d'agréer les salutations de
l'ensemble de notre équipe. </span></span></span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;">
</span></div>
<div align="RIGHT" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">N
Bouche </span></span></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-56216808740240075442014-03-18T09:39:00.005-07:002014-03-18T09:39:35.383-07:00« L’humain d’abord ! » H Vandamme<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « L’humain d’abord ! » (Hugo Vandamme)</b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b> au
questionnaire du Collectif Eau</b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b> </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXeGJZNUo1SDhNVzQ/edit?usp=sharing">Accès au PDF</a> <br />
<br />
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Je
tenais à répondre à votre questionnaire et à exprimer les
propositions du Front de Gauche quant à la gestion du service public
de l’eau.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>Une
vraie régie de l’eau</b></span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Le
Front de Gauche à Lille prend nettement position en faveur de la
création d’une véritable régie de l’eau, couvrant l’ensemble
du périmètre de l’activité, de la production à la distribution
de l’eau.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">C’est
pourquoi les élus du Front de Gauche à LMCU ont voté contre le
lancement de la procédure de DSP. Le Front de gauche souhaite que
cette procédure soit interrompue et que l’intérêt général
prévale sur ceux de la multinationale (Suez).</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>La
régie que nous voulons</b></span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Ce
retour en régie doit permettre de réinterroger le fonctionnement et
la gestion du service de l’eau :</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.25cm;">
<span style="color: #365f91;"><span style="font-size: small;">- </span></span><span style="color: #365f91;"><span style="font-size: small;"><b>Les
usagers et les salariés doivent être associés au fonctionnement de
la régie, </b></span></span><span style="color: #365f91;"><span style="font-size: small;">être
consultés sur les grandes orientations du service et participer à
ses instances,</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.25cm;">
<span style="color: #365f91;"><span style="font-size: small;">- </span></span><span style="color: #365f91;"><span style="font-size: small;"><b>La
tarification doit être repensée et garantir l’accès universel à
ce bien commun </b></span></span><span style="color: #365f91;"><span style="font-size: small;">:
il faut mettre en place une tarification progressive, tenant compte
de la composition des foyers et incluant la gratuité des premiers
mètres cubes d’eau. Cette tarification doit être différenciée
selon les usages et ne pas comporter d’abonnement,</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.25cm;">
<span style="color: #365f91;"><span style="font-size: small;">- </span></span><span style="color: #365f91;"><span style="font-size: small;"><b>La
gestion du service de l’eau doit prendre en compte les enjeux
environnementaux et de protection de la ressource</b></span></span><span style="color: #365f91;"><span style="font-size: small;">.
Nous pensons qu’il s’agit d’une ressource rare qu’il convient
de protéger.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 2.5cm;">
<span style="color: #365f91;"><span style="font-size: small;">o </span></span><span style="color: #365f91;"><span style="font-size: small;"><b>Nous
proposons d’installer des agriculteurs bios sur les champs captants
</b></span></span><span style="color: #365f91;"><span style="font-size: small;">dans le but de
réduire les pollutions liées aux intrants et aux pesticides. Il
s’agit tout à la fois d’un enjeu environnemental et de
développement local,</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 2.5cm;">
<span style="color: #365f91;"><span style="font-size: small;">o </span></span><span style="color: #365f91;"><span style="font-size: small;"><b>Le
service de l’eau pourrait fournir gratuitement des citernes de
récupération d’eau de pluie </b></span></span><span style="color: #365f91;"><span style="font-size: small;">de
manière à inciter les usagers à développer l’usage des eaux
pluviales pour l’arrosage,</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 2.5cm;">
<span style="color: #365f91;"><span style="font-size: small;">o </span></span><span style="color: #365f91;"><span style="font-size: small;"><b>Les
nouveaux programmes d’habitat pourraient intégrer un double
circuit d’alimentation en eau</b></span></span><span style="color: #365f91;"><span style="font-size: small;">,
</span></span><span style="color: #365f91;"><span style="font-size: small;"><b>notamment dans le
logement social </b></span></span><span style="color: #365f91;"><span style="font-size: small;">(eaux
pluviales filtrées / eau potable) dans le but d’amplifier les
économies sur la ressource.</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<div align="RIGHT" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<span style="color: #365f91;"><span style="font-size: small;">Hugo
Vandamme</span></span></div>
<div style="margin-bottom: 0cm; margin-left: 0.64cm; text-align: left;">
<span style="color: #365f91;"><span style="font-size: small;"> <a href="https://drive.google.com/file/d/0B3ccDA4FuSiXeGJZNUo1SDhNVzQ/edit?usp=sharing">Accès au PDF</a> </span></span></div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-8525088934229141392014-03-18T09:39:00.002-07:002014-03-18T09:39:21.259-07:00"Lille en mieux-EELV" L Daleux<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: large;"><b>Réponse
de la liste « Lille en mieux » (Lise Daleux) au </b></span></span></span></span></div>
<div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: large;"><b>questionnaire du
Collectif Eau </b></span></span></span></span>
</div>
<div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;">
</div>
<div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></span></span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm; orphans: 0; widows: 0;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXeU14THFpekc4UGc/edit?usp=sharing">Accès au PDF</a> </div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm; orphans: 0; widows: 0;">
</div>
<div style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">Mesdames,
Messieurs les membres du collectif Eau,</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;"> En
tant que tête de liste EELV pour les élections municipales 2014 de
la Ville de Lille Lomme Hellemmes, j'ai bien reçu le courrier de
votre Collectif pour une régie publique de l'eau et les premiers
mètres cubes gratuits. Je tiens préalablement avant de répondre
précisément à votre questionnaire à rappeler qu'EELV est membre
de votre collectif. </span></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;"> Je
porte les mêmes valeurs à savoir que l'eau est un bien commun de
l'Humanité qui doit être accessible à toutes et tous en quantité
suffisante et en qualité. L'eau ne peut être un bien marchand et
doit être gérée dans le cadre d'un service public associant
étroitement les citoyens et assurant sa préservation, son économie
et son accès. </span></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm; orphans: 0; widows: 0;">
<br /></div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></span></span></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b></span><span style="font-size: x-small;">. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
</span><span style="font-size: x-small;"><b>Cette création a été votée au nom de
l’intérêt général.</b></span></span></span></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?
<span style="font-size: small;"><u><b>Oui</b></u></span> </span></span></span></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pourquoi ?</span></span></span></span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="color: #365f91;"><span style="font-size: small;">Bien
sûr. </span></span></span></span></span>
</div>
<div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">Le
Public doit conserver la maîtrise de la production d'eau potable.
Cette délibération a permis de « rattraper » en
terme de production l'écueil dans lequel était tombé LMCU dans
le cadre d'une DSP sans gouvernance, trop favorable aux intérêts
de l'entreprise privée gestionnaire et donc défavorable aux
intérêts des citoyens et de la collectivité. Je le rappelle,
l'eau est un bien commun qui doit rester de maîtrise publique
notamment dans sa production.</span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Cependant,
la même délibération, </span><span style="font-size: x-small;"><b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span><span style="font-size: x-small;"> </span></span></span></span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? <span style="font-size: small;"><u><b>Non</b></u></span> </span></span></span></span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></span></span></span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">Je
pense que ces entreprises et leur personnel ont une vraie
compétence en matière de production, de distribution et de
gestion de l'eau (même s'il ne l'exerce pas pour maximiser leur
profit : cf le niveau de fuite du réseau métropolitain).
Par contre ces entreprises ont un modèle économique et social
capitaliste dure qui est incompatible avec la Loi française où
l'eau doit payer l'eau. </span></span>
</div>
<div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">De
fait, j'ai confiance dans le savoir faire de ces entreprises, et
l'intégration de leurs personnels dans la collectivité lors du
passage en régie sera gage de qualité dans le maintien du
service public de l'eau. Par contre je n'ai aucune confiance dans
le modèle économique prédateur de ces multinationales et pour
l'heure il n'existe pas d'entreprises spécialisées dans ce
domaine relevant de l'ESS.</span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté </span><span style="font-size: x-small;"><b>au nom de l’intérêt
général</b></span><span style="font-size: x-small;">, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></span></span></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></span></span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Au
nom de l’intérêt général, seriez-vous prêt à voter pour que
la distribution de l’eau se fasse en Régie publique ou non ?
<span style="font-size: small;"><u><b>Oui</b></u></span> </span></span></span></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pourquoi ?</span></span></span></span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="color: #365f91;"><span style="font-size: small;">Parce
que c'est la seule forme juridique qui assure la maîtrise de
l'intérêt général et le meilleur prix de l'eau comme l'a
démontré un rapport parlementaire spécifique sur ce sujet. Je
pense qu'on ne peut laisser les biens communs essentiels au privé,
c'est pourquoi je suis pour le retour en Régie publique de l'eau
mais aussi de l'énergie.</span></span></span></span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></span></span></span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">Bien
sûr, de nombreuses Régies publiques en France ont démontré
leur efficacité et leur efficience quant au rapport qualité/prix
du service rendu. D'ailleurs ces 5 dernières années, plusieurs
centaines de collectivités locales sont repassées en Régie
Publique pour l'eau avec succès. Toutes ces dynamiques, ces
expertises et ces résultats doivent pouvoir être mutualisés par
le biais d'une structure spécifique ou via l'Etat ou le Conseil
régional.</span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;"><b>Questions
concernant la tarification :</b></span></span></span></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></span></span></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Etes-vous
pour ou contre la </span><span style="font-size: x-small;"><b>suppression de
l’abonnement</b></span><span style="font-size: x-small;"> ? <span style="font-size: small;"><u><b>Pour</b></u></span> </span></span></span></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pourquoi ?</span></span></span></span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">L'abonnement
est le bas de laine des multinationales qui leur assure un revenu
fixe en faisant peser un coût disproportionné au petit
consommateur. Ce qui est injuste car l'on doit payer plus si l'on
consomme plus. Je suis pour la suppression de cet abonnement pour
la résidence principale et la création d'un prix de l'eau qui
augmente avec la consommation dans lequel serait répercuté
l'abonnement au prorata sans défavoriser les petits
consommateurs.</span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></span></span></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></span></span></span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><u><b>Pour</b></u></span> </span></span></span></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pourquoi ?</span></span></span></span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="color: #365f91;"><span style="font-size: small;">Parce
que l'accès à l'eau doit être un droit pour tous, je suis pour
les premiers 20 litres par personne et par jour gratuits (ainsi il
n'y a plus de coupure d'eau possible). Je suis comme précisé au
point D pour une tarification progressive qui tienne compte de la
composition du foyer et des différents usages notamment
économique.</span></span></span></span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;"><b>Questions
concernant la gestion de l’eau :</b></span></span></span></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ?
<span style="font-size: small;"><u><b>Oui</b></u></span> </span></span></span></span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="color: #365f91;"><span style="font-size: small;">Oui,
notamment je souhaite que les citoyens et/ou leurs représentants
associatifs soient étroitement associés.</span></span></span></span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? <span style="font-size: small;"><u><b>Oui</b></u></span> </span></span></span></span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">Bien
sûr, c'est l'argent de nos concitoyens dans le cadre d'un service
public délégué. On doit connaître le devenir des ces sommes à
l'euro près.</span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span></span></span></span></div>
</li>
</ol>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"> <span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><u><b>Oui</b></u></span> </span></span></span></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">De
quelle manière ?</span></span></span></span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">Par
la mise en place d'une gouvernance adaptée en réservant dans le
cadre d'un conseil communautaire de l'eau un nombre suffisant de
siège pour que leurs voix puissent avoir du poids.</span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></span></span></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm; orphans: 0; widows: 0;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><u><b>Oui</b></u></span> </span></span></span></span>
</div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">L'eau
est au cœur de la vie de chacun des habitants de la métropole.
La compétence communautaire fait que les choix sont faits par des
élus qui n'ont pas été élus au suffrage direct pour ce faire,
il est pour moi important de pouvoir recueillir l'avis des
citoyens directement sur ce sujet. Le référendum me paraît
pertinent, associé à une autre élection pour faciliter la
participation et avec une vraie campagne d'information et de
mobilisation.</span></span></div>
<div align="JUSTIFY" class="western" style="orphans: 0; widows: 0;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" class="western" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;">Voilà
les réponses que je voulais apporter à votre questionnaire et je
vous prie de croire, Mesdames et Messieurs les membres du Collectif,
en l'assurance de mes salutations les plus respectueuses.</span></span></div>
<div align="JUSTIFY" class="western">
<br />
<br /></div>
<div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;"> Lise
DALEUX</span></span></div>
<div align="JUSTIFY" class="western">
<br /></div>
<div align="JUSTIFY" class="western">
<span style="color: #365f91;"><span style="font-family: Calibri, serif;"><a href="https://drive.google.com/file/d/0B3ccDA4FuSiXeU14THFpekc4UGc/edit?usp=sharing">Accès au PDF</a> </span></span></div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-70113265087364905042014-03-18T09:39:00.000-07:002014-03-18T15:54:19.244-07:00« Avec vous, Wattrelos Ouvertement à gauche ! » T Coulomb<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="margin-bottom: 0cm; text-align: center;">
<a href="https://www.blogger.com/null" name="page2"></a><b><span style="font-family: Calibri, serif;"><span style="font-size: x-small;"><span style="font-size: large;">Réponse de la liste </span></span></span></b></div>
<div style="margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: Calibri, serif;"><span style="font-size: x-small;"><span style="font-size: large;">« Avec vous, Wattrelos Ouvertement à gauche ! » </span></span></span></b></div>
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<b><span style="font-family: Calibri, serif;"><span style="font-size: x-small;"><span style="font-size: large;">(Thierry Coulomb) au questionnaire du Collectif Eau pour une Régie publique et les premiers mètres cubes gratuits </span></span></span></b></div>
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<b><span style="font-family: Calibri, serif;"><span style="font-size: x-small;">1 </span></span></b><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>Questions
concernant la production et la distribution de l’eau : </b></span></span>
</div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">.
Cette</span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>
</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée, s’apprêtait
à multiplier par 3 le prix de l’eau en gros, au renouvellement du
contrat en 2015 (de 21 centimes à 63 le m3). </span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>Cette
création a été votée au nom de l’intérêt général.</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">
</span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ? </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>Oui
</b></span></span></span>
</div>
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<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pourquoi
? </span></span>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><b>La
régie publique a prouvé à maintes reprises son efficacité dans la
gestion de l’eau : tarif, économie, écologie.</b></span></span></div>
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</div>
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<span style="font-family: Calibri, serif;"><span style="font-size: small;">Cependant,
la même délibération, </span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>pour
la partie distribution de l’eau, lance une DSP</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">
</span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>par</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">
</span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>affermage
dit performantiel pour une durée de 8 ans. </b></span></span>
</div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée </span></span>
</div>
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<span style="font-family: Calibri, serif;"><span style="font-size: small;">précédemment
soit une solution pertinente ou non </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>Non</b></span></span></span></div>
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<span style="font-family: Calibri, serif;"><span style="font-size: small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ? </span></span>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><b>Veolia,
la Saur et Suez ont démontrés maintes fois qu’ils ne
s’interresaient qu’au prit au dépend de la préservation de
l’eau ou du service rendu au usages.</b></span></span></div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté </span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>au
nom de</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">
</span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>l’intérêt
général</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">,
au profit d’une Régie Publique.</span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>
</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">Cette
porte entrouverte est compréhensible : la</span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>
</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">gestion en
Régie publique peut permettre une gestion de l’eau au prix
coûtant. </span></span>
</div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie. </span></span>
</div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Au
nom de l’intérêt général, seriez-vous prêt à voter pour que
la distribution de l’eau se fasse en </span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Régie
publique ou non ? </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>OUI</b></span></span></span></div>
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<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pourquoi
? </span></span>
</div>
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<span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>Voir
plus haut !</b></span></span></div>
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<div style="margin-bottom: 0cm;">
<br /></div>
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des </span></span>
<br />
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Régies
publiques pour améliorer davantage les performances ? </span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><b>C’est
même nécessaire. Ils nous faut profiter des expériences de
Grenoble, Paris ou des lacs de l’Essonne entre autres. Ces
expériences se sont toutes avérées positives pour les usagers et
pour la préservation de la ressource.</b></span></span></div>
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</div>
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<span style="font-family: Calibri, serif;">2 <span style="font-size: small;"><b>Questions concernant la
tarification : </b></span></span>
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<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher. </span></span>
</div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">-</span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"> </span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">Etes-vous
pour ou contre la </span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>suppression
de l’abonnement</b></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;">
? </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>Pour
</b></span></span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><b>L’abonnnement
est un frais fixe qui pénalisent les plus fables des habitants.</b></span></span></div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">E)
L’eau est un bien commun de l’humanité qu’il convient de
préserver.</span></span>
</div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du </span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">foyer
et des différents usages de l’eau (vital, domestique, de confort
voire de luxe) ? </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>Pour
</b></span></span></span><span style="font-family: Calibri, serif;"><span style="font-size: small;"> </span></span>
</div>
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<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pourquoi
? </span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><b>Il
faut garantir l’accès de chacun à l’eau minimal vital
nécessaire. Pour cela, imposons les 1ers mètres cubes gratuits et
taxons lourdement les usagers pollueurs et gaspilleurs notamment
industriels.</b></span></span></div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>3)
Questions concernant la gestion de l’eau :</b></span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">F)
Pensez-vous que la gestion de l’eau doit être transparente ou non
? </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>Oui
</b></span></span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>Oui
</b></span></span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ? </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: small;"><b>Oui
</b></span></span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">De
quelle manière ? </span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><b>Par
des conseils d’administration ou doivent siéger les associations
de consommateurs et de locataires.</b></span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations </span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Calibri, serif;"><span style="font-size: small;">concernant
la gestion de ce bien commun par divers moyens (votation, référendum,
autres…) ? </span></span><span style="color: red;"><span style="font-family: Calibri, serif;"><span style="font-size: medium;"><b>Oui
</b></span></span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: medium;"><b>Le
referendum est un atout pour une citoyenneté active !</b></span></span></div>
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<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-8094015545296089282014-03-18T09:38:00.005-07:002014-03-18T15:54:44.240-07:00« A Villeneuve d’Ascq, l’humain d’abord ! » M Berthouloux<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « A Villeneuve d’Ascq, l’humain d’abord ! »</b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b> (Martine Berthouloux) au questionnaire du Collectif Eau </b></span><br />
<span style="font-size: large;"><b> </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br />
<span style="color: #365f91;"><span style="font-size: small;"><a href="https://drive.google.com/file/d/0B3ccDA4FuSiXVzZoWU5EUXJ6cU0/edit?usp=sharing">Accès au PDF</a> </span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.42cm; margin-left: 0.63cm; text-indent: 0.61cm;">
<br />
<span style="color: #365f91;"><span style="font-size: small;">Madame, Monsieur,</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.42cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;"> Le Front de Gauche de Villeneuve
d’Ascq pense que la gestion des organismes répondant aux besoins
essentiels de la population ne peut être confiée à des intérêts
privés.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;"> Nous nous sommes particulièrement
investis sur les problèmes de l’eau et des transports. </span></span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.42cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;">Ces deux sujets sont certes du
ressort de la Communauté Urbaine mais n’oublions pas que les
élections de mars 2014 ne désigneront pas uniquement le maire et
les conseillers municipaux mais également les conseillers
communautaires.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;"> Le Front de Gauche de Villeneuve
d’Ascq est favorable à la fin de délégation de service public
concernant la distribution de l’eau et l’instauration d’une
Régie Publique de distribution dotée d’un Conseil
d’administration composé d’élus, de représentants des
associations et des citoyens ainsi que des représentants des
salariés de la régie.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.42cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;"> Ses différentes composantes sont
membres du « Collectif Eau pour une régie publique et les
premiers m</span></span><span style="color: #365f91;"><sup><span style="font-size: small;">3</span></sup></span><span style="color: #365f91;"><span style="font-size: small;">
gratuits ».</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;"> En tant que conseillère
municipale FdG de Villeneuve d’Ascq j’ai demandé à la
municipalité, dès décembre 2012, d’organiser un débat public
sur la gestion de l’eau.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;"> Ce débat se faisant attendre, le
FdG de Villeneuve a organisé, le 6 février 2013, une Assemblée
Citoyenne réunissant une cinquantaine de personnes (élus, délégués
syndicaux de la Communauté Urbaine et de la Sen, citoyens et
citoyennes).</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.42cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;"> Le débat organisé par la
municipalité n’a finalement eu lieu que le 12 avril… après la
réunion cadre de la Communauté Urbaine, de nombreux militants du
Front de Gauche y ont assisté et ont pris la parole pour défendre
l’idée de Régie Publique.</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm; margin-left: 0.63cm;">
<span style="color: #365f91;"><span style="font-size: small;"> Pour le Front de Gauche de
Villeneuve d’Ascq, les objectifs assignés à une Régie Publique
de l’eau seront :</span></span></div>
<ul>
<li><div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Garantir
les besoins fondamentaux (25L/j gratuits par personne)</span></span></div>
</li>
<li><div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Faire
payer l’eau à son juste prix (pas de dividendes aux actionnaires,
actuellement plus de 5 millions par an)</span></span></div>
</li>
<li><div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Lutter
contre les gaspillages de l’eau (tarif progressif et non plus
dégressif)</span></span></div>
</li>
<li><div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Diminuer
les fuites subies par le réseau (actuellement 20% de fuite, perte
répercutée sur les tarifs appliqués aux consommateurs</span></span></div>
</li>
<li><div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Garantir
les droits des salariés</span></span></div>
</li>
<li><div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.42cm;">
<span style="color: #365f91;"><span style="font-size: small;">Associer les citoyens et les
salariés à la gestion et aux décisions.</span></span></div>
</li>
</ul>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Bien
cordialement,</span></span></div>
<div align="RIGHT" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Fait
à Villeneuve d’Ascq le 29/01/2014</span></span></div>
<div align="RIGHT" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Martine
Berthouloux </span></span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0.42cm; margin-left: 0.63cm;">
<br />
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 1.06cm; margin-left: 0.63cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXVzZoWU5EUXJ6cU0/edit?usp=sharing">Accès au PDF</a><br />
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<span style="font-size: small;"><br /></span></div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b>. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
<b>Cette création a été votée au nom de
l’intérêt général.</b></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?<u><b>
Oui</b></u></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">La
« production » de l’eau ne doit pas dépendre
d’intérêts privés qui auraient la possibilité d’imposer
leur prix.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Il
est important également que la Régie de production veille à la
qualité de l’eau recueillie (culture bio aux alentours des
champs captants).</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Cependant,
la même délibération, <b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? <u><b>Non</b></u></span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Non !
Durant 30 ans, Suez-Lyonnaise des eaux a exploité la communauté
urbaine de Lille et refuse de rembourser le trop perçu, son
concurrent Véolia procède de la même façon (Marseille).</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté <b>au nom de l’intérêt
général</b>, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Au nom
de l’intérêt général, seriez-vous prêt à voter pour que la
distribution de l’eau se fasse en Régie publique ou non ? <u><b>
Oui</b></u></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Le
service public doit reconquérir le terrain cédé mais c’est
également dans l’intérêt immédiat des utilisateurs qui
verront le coût de l’eau baisser.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">L’expérience
des villes et communautés déjà en régie publique (Paris,
Viry-Chatillon, etc…) devrait servir aux villes et communautés
rétablissant une régie publique.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la tarification :</b></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
pour ou contre la <b>suppression de
l’abonnement</b> ? <u><b>Pour</b></u></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Une
personne isolée paye un abonnement au même prix qu’une
famille. Pour lui le coût est relativement plus important.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Pour</b></u></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">La
taxe dégressive qui s’applique actuellement pousse au
gaspillage.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Le
m</span><span style="color: #365f91; font-size: small;"><sup>3</sup></span><span style="color: #365f91; font-size: small;">
d’eau utilisé pour une piscine ou pour entretenir un golf coûte
moins cher que le m</span><span style="color: #365f91; font-size: small;"><sup>3</sup></span><span style="color: #365f91; font-size: small;">
utilisé dans la vie quotidienne pour une famille.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la gestion de l’eau :</b></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ?
<u><b>Oui</b></u></span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Contrairement
à ce qui se passe actuellement avec Suez-Lyonnaise des eaux.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? <u><b> Oui</b></u></span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Idem</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">De
quelle manière ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Au
sein du conseil d’Administration de la Régie Publique il faut
retrouver des élus, des représentants d’associations
d’utilisateurs et des représentants des syndicats des employés
de la Régie.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><a href="https://drive.google.com/file/d/0B3ccDA4FuSiXVzZoWU5EUXJ6cU0/edit?usp=sharing">Accès au PDF</a></span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;"><tbody>
<tr><td valign="TOP" width="691"></td></tr>
</tbody></table>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-69647725037281168732014-03-18T09:38:00.003-07:002014-03-18T09:38:39.146-07:00« Vraiment à gauche ! » PY Pira<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « Vraiment à gauche ! » (Pierre-Yves Pira) </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>au questionnaire du Collectif Eau</b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b> </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXQS15aHJrTm9rTjQ/edit?usp=sharing">Accès au PDF</a> <br />
<br />
<div style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Messieurs,
Mesdames,</span></span></div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Tout
d’abord, l’ensemble des candidates et candidats de la liste
« Vraiment à gauche ! » de Lambersart tient à
saluer le combat du Collectif Eau pour une Régie publique et les
premiers m3 gratuits ainsi que son engagement citoyen. Il est vrai
que depuis de trop nombreuses années le débat sur les grandes
questions comme celles de l’eau échappe aux citoyens aux profits
d’ « experts » qui gèrent dans la plus grande
opacité. </span></span>
</div>
<div align="JUSTIFY" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Vous
avez raison de rappeler le réveil douloureux des élus quand la
Chambre régionale des comptes nous révèle que des centaines de
millions d’euros ont été prélevés sur les factures des usagers
sans que pour autant les travaux financés soient réalisés !
L’entreprise délégataire aura beau communiquer sur les
« efforts » supportés ces dernières années, il n’en
reste pas moins qu’il n’y a pas de quoi être fier du bilan de la
gestion opaque de 30 années.</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Voici
nos réponses :</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b></span><span style="font-size: x-small;">. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
</span><span style="font-size: x-small;"><b>Cette création a été votée au nom de
l’intérêt général.</b></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?
<span style="font-size: small;"><u><b>Oui</b></u></span></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">La création de la Régie
publique de la production de l’eau est une bonne chose. </span></span>
</div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Nous nous interrogeons sur le
fait que, pour cela, nous ayons dû acheter à la Société des
Eaux du Nord des stations de pompage et des équipements que nous
avions déjà payés dans nos factures.</span></span></div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Par cette création, nous
sommes certains que l’eau pompée sera produite à prix coûtant
avant d’être acheminée dans nos tuyaux. D’ailleurs, nous
nous interrogeons sur le fait qu’en France la vente de l’eau
soit un marché de gré à gré (le prix est fixé en fonction de
l’humeur des contractants), alors que l’eau est un bien
commun de l’humanité.</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cependant,
la même délibération, </span><span style="font-size: x-small;"><b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span><span style="font-size: x-small;"> </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? <span style="font-size: small;"><u><b>Non</b></u></span> </span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">La gestion de l’eau par ces
multinationales se fait bien souvent au détriment de l’usager.
Les exemples ne manquent pas. Ici à Lille Métropole, mais
également à l’étranger. Suite à l’obtention de marchés
dans de grandes villes, des manifestations sur la cherté de
l’eau se sont déroulées au Maroc, en Inde, en Amérique du
sud, etc….</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté </span><span style="font-size: x-small;"><b>au nom de l’intérêt
général</b></span><span style="font-size: x-small;">, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Au nom
de l’intérêt général, seriez-vous prêt à voter pour que la
distribution de l’eau se fasse en Régie publique ou non ? <span style="font-size: small;"><u><b>Oui</b></u></span> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>Bien entendu !</b></span></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Avec la Régie publique, au
moins nous serons certains que la gestion de l’eau se fera à
prix coûtant de la production à l’assainissement en passant
par la distribution. </span></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Cette solution est un premier
pas vers un grand pôle public de l’eau. Des savoir-faire ont
été captés par ces grandes multinationales dans le seul
objectif de faire des bénéfices. Il est grand temps que ceux-ci
reviennent dans l’ingénierie publique.</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Bien
entendu, il faut entrer dans une logique de coopération entre
régies publiques. Pour une histoire de coût mais également dans
une optique de solidarité. Mutualiser moyens, expertises et
savoir-faire pourra permettre aux petites régies de mieux
répondre aux problématiques posées.</span></span></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la tarification :</b></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre la </span><span style="font-size: x-small;"><b>suppression de
l’abonnement</b></span><span style="font-size: x-small;"> ? <span style="font-size: small;"><u><b>Pour</b></u></span></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>Nous sommes pour !</b></span></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">L’abonnement est un système
injuste. Sa part pèse davantage sur les petites factures que sur
les grosses. De ce fait, une personne seule qui ne consomme pas
beaucoup paye plus cher son eau qu’une famille ou que ceux qui
ne font pas attention à leur consommation. Il est possible de
faire basculer cet abonnement dans la part variable. Cela se fait
ailleurs.</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;"><span style="font-size: small;"><u><b>Pour</b></u></span></span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>Nous sommes pour la
tarification progressive et la gratuité des premiers litres !</b></span></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">L’eau qui sert à vivre ou
survivre n’a pas la même valeur que celle qui sert à remplir
une piscine. Nous pensons qu’une certaine quantité d’eau par
jour par personne doit être gratuite pour en garantir l’accès
universel dans une logique de dignité. Nous ne comprenons pas
les arguments de ceux qui prônent le tout payant : ils
proposent à ceux qui ne peuvent pas payer une aide sociale
stigmatisante (il faut sans cesse faire la preuve de sa situation
de précarité ou d’exclusion), et dans le même temps, ils
critiquent l’assistanat. </span></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Les coupures d’eau sont
inacceptables. Cet été encore, une famille lambersartoise a eu
son eau coupée ! La gratuité des premiers litres nous
permettrait de sortir réellement de cette logique. Il est bien
plus acceptable de donner de l’eau à tous, plutôt que nous
nous cotisions tous pour payer des bénéfices à quelques-uns
sur un bien vital.</span></span></div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Nous sommes ensuite pour une
tarification progressive qui différencie le prix de l’eau en
fonction son usage pour éviter le gaspillage (eau vitale,
domestique et de confort). L’eau est une ressource précieuse à
protéger, chacun doit en avoir conscience, il faut en combattre
le mésusage.</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la gestion de l’eau :</b></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ? <span style="font-size: small;"><u><b>Oui </b></u></span></span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>Oui !</b></span></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Bien entendu, les citoyens
doivent être au courant de cette gestion. Un contrôle citoyen
doit s’opérer. Les moyens doivent être donnés pour que cela
puisse se faire dans les meilleures conditions. C’est une
exigence démocratique.</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? </span><span style="font-size: x-small;"><span style="font-size: small;"><u><b>Oui </b></u></span></span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>Oui !</b></span></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Bien entendu, si les élus
font le choix d’un prestataire, alors ils doivent rendre
publiques les sommes qui ne sont pas consacrées à la gestion de
l’eau. Des éléments de comparaisons doivent être donnés.
Par exemple : comparer la somme prélevée pour le capital à
la somme investie dans la gestion du réseau.</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span><span style="font-size: x-small;"><span style="font-size: small;"><b> </b><u><b>Oui </b></u></span></span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">De
quelle manière ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>Oui ! bien entendu !</b></span></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">L’eau est un bien commun de
l’humanité. Les citoyens doivent pouvoir s’approprier les
problématiques liées à sa gestion. Chacun doit avoir
conscience que les efforts qu’il fait contribuent à la
préservation de cette ressource collective.</span></span></div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Des représentants des
citoyens doivent participer aux instances de gestion, ainsi que
les salariés de la Régie publique. Ils doivent avoir les moyens
de rendre compte à toute la population.</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></div>
<span style="font-size: x-small;"><span style="font-size: small;"><u><b>Oui </b></u></span></span>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;"><b>Oui ! bien entendu !
Il faut consulter les citoyens par tous les moyens possibles !</b></span></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0.07cm; margin-top: 0.07cm;">
<span style="color: #365f91;"><span style="font-size: small;">Et notamment sur les grandes
orientations. Par exemple, une question peut faire débat :
devons-nous faire venir à grand frais de l’eau venue
d’ailleurs ou devons-nous entrer dans une logique de consommer
moins ?</span></span></div>
</li>
</ul>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Veuillez
recevoir, l’expression de nos salutations citoyennes, écologiques
et solidaires.</span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">Pierre
-Yves Pira,</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="color: #365f91;"><span style="font-size: small;">pour
la liste « Vraiment à gauche ! », </span></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm; margin-right: 10cm;">
<span style="color: #365f91;"><span style="font-size: x-small;">Liste
de rassemblement citoyenne soutenue par le Front de Gauche (PCF, PG,
les Alternatifs/Ensemble…), la Gauche Alternative (Fédération
pour une Alternative Sociale et Ecologique) et des citoyens.</span></span></div>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXQS15aHJrTm9rTjQ/edit?usp=sharing">Accès au PDF</a>
</div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-42487415327128459172014-03-18T09:38:00.001-07:002014-03-18T09:38:19.139-07:00« Liste Anticapitaliste » M Dubrul<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « Liste Anticapitaliste » (Marc Dubrul) </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>au
questionnaire du Collectif Eau </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXbDZTN2c5Y2M2amM/edit?usp=sharing"><br /></a>
</div>
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXbDZTN2c5Y2M2amM/edit?usp=sharing">
</a>
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXbDZTN2c5Y2M2amM/edit?usp=sharing">Accès au PDF</a></div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b></span><span style="font-size: x-small;">. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
</span><span style="font-size: x-small;"><b>Cette création a été votée au nom de
l’intérêt général.</b></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?
<span style="font-size: small;"><u><b>Oui</b></u></span> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cependant,
la même délibération, </span><span style="font-size: x-small;"><b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span><span style="font-size: x-small;"> </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? <span style="font-size: small;"><u><b>Non</b></u></span> </span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté </span><span style="font-size: x-small;"><b>au nom de l’intérêt
général</b></span><span style="font-size: x-small;">, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Au nom
de l’intérêt général, seriez-vous prêt à voter pour que la
distribution de l’eau se fasse en Régie publique ou non ?
<span style="font-size: small;"><u><b>Oui</b></u></span> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la tarification :</b></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre la </span><span style="font-size: x-small;"><b>suppression de
l’abonnement</b></span><span style="font-size: x-small;"> ? <span style="font-size: small;"><u><b>Pour</b></u></span></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;"><span style="font-size: small;"><u><b>Pour</b></u></span></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">Pourquoi ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;"><b>Questions
concernant la gestion de l’eau :</b></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ?
<span style="font-size: small;"><u><b>Oui</b></u></span> </span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? <span style="font-size: small;"><u><b>Oui</b></u></span> </span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span><span style="font-size: x-small;"><span style="font-size: small;"> <u><b>Oui</b></u></span> </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: x-small;">De
quelle manière ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: x-small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></div>
<span style="font-size: small;"><u><b>
</b></u></span></li>
</ol>
<span style="font-size: small;"><u><b>
</b></u></span>
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span>
</div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXbDZTN2c5Y2M2amM/edit?usp=sharing"><br />
</a></div>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXbDZTN2c5Y2M2amM/edit?usp=sharing">Accès au PDF</a></div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-82259231087030733252014-03-18T09:37:00.001-07:002014-03-18T09:37:20.475-07:00« Ronchin notre ville » P Matthews<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Réponse
de la liste « Ronchin notre ville » </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>(Patrick Matthews) au
questionnaire du Collectif Eau </b></span>
</div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>pour
une Régie publique et les premiers mètres cubes gratuits</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br />
<span style="font-size: small;"><a href="https://drive.google.com/file/d/0B3ccDA4FuSiXSUVGRi1hajhPMFk/edit?usp=sharing">Accès au scan PDF</a></span></div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b>. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
<b>Cette création a été votée au nom de
l’intérêt général.</b></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?
<u><b>Oui</b></u> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Pour
un coût raisonnable pour l’ensemble de nos concitoyens – sans
abus – ni profit. Mais attention à ceux qui abuseraient de la
facilité…</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Cependant,
la même délibération, <b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? <u><b>Non</b></u></span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Les
profits de certains sont constants et resteront… sans
changement.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté <b>au nom de l’intérêt
général</b>, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Au nom
de l’intérêt général, seriez-vous prêt à voter pour que la
distribution de l’eau se fasse en Régie publique ou non ?
<u><b>Oui</b></u> </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Intérêts
de nos concitoyens et consommateurs.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Les
performances ne peuvent qu’améliorer le service, et abaisser le
prix pour chaque concitoyen.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la tarification :</b></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
pour ou contre la <b>suppression de
l’abonnement</b> ? <u><b>Pour &
Contre</b></u></span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Tout
est relatif. </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Autre
exemple : celui qui a une télévision et paie la redevance
TV, en supposant qu’il parte en vacances plusieurs mois, lui
rembourse-t-on une partie de sa redevance ? L’abonnement ne
devrait-il pas être proportionnel à la consommation en litres ?
</span>
</div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><br /></span></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Pour &
Contre</b></u></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b> </b></u>
</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Très
difficile à choisir. Certes la composition de la famille a un
rôle important. Mais aussi certaine personne seule par exemple
peut inviter des amis ou héberger la famille, pendant de
nombreuses journées. Comment donc une tarification « juste »
peut-elle se faire ? L’abonnement par contre devrait être
résilié au fur et à mesure.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la gestion de l’eau :</b></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ? <u><b>
Oui</b></u> </span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ?</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><u><b>Oui</b></u> </span>
</div>
</li>
</ol>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Et
les sommes remboursées par le SEN seront-elles répercutées pour
les usagers ? Il le faudrait.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"> <u><b>Oui</b></u></span><br />
<span style="font-size: small;"> </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">De
quelle manière ?</span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">En
précisant leur consommation et surtout leurs besoins, et aussi à
la recherche de dysfonctionnement (fuites…).</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span></div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;"><u><b>Oui</b></u></span></div>
<table border="1" cellpadding="7" cellspacing="0" style="width: 707px;">
<colgroup><col width="691"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="691"><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #365f91; font-size: small;">Mais
avec une question précise sans ambiguïté.</span></div>
<div align="JUSTIFY">
<span style="font-size: small;"><br /></span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY" style="line-height: 80%; margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="font-size: small;"><br /></span>
<br />
<span style="font-size: small;"><a href="https://drive.google.com/file/d/0B3ccDA4FuSiXSUVGRi1hajhPMFk/edit?usp=sharing">Accès au scan PDF</a></span></div>
</div>
Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.comtag:blogger.com,1999:blog-658688059551898403.post-76155357328426719932014-03-18T09:37:00.000-07:002014-03-18T09:59:22.622-07:00Lettre aux candidats<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj_dmfWKTsrhT6zA-08WqLWsLj1uJ5g3zFeIVLiykfkbo9vephLDXUDQix_vNeuqrwOfWHgJ5C4QO_yyvvc-ZvZgijcSQO-gfP4Q8jPuxSaIJkEIpCD1DQhf88xYgoadv3170l9ca2D-o/s1600/0.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj_dmfWKTsrhT6zA-08WqLWsLj1uJ5g3zFeIVLiykfkbo9vephLDXUDQix_vNeuqrwOfWHgJ5C4QO_yyvvc-ZvZgijcSQO-gfP4Q8jPuxSaIJkEIpCD1DQhf88xYgoadv3170l9ca2D-o/s1600/0.jpg" height="147" width="200" /></a></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Collectif
Eau pour une Régie </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>publique </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<span style="font-size: large;">
</span>
<br />
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>Et
les premiers mètres cubes </b></span></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><b>gratuits</b></span></div>
<br />
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: -0.25cm; margin-right: -0.31cm;">
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: -0.25cm; margin-right: -0.31cm;">
<a href="https://www.blogger.com/goog_775774754"><br /></a></div>
<div style="margin-bottom: 0cm; margin-left: -0.25cm; margin-right: -0.31cm; text-align: center;">
<a href="http://collectif59eau.blogspot.fr/">http://collectif59eau.blogspot.fr/</a>
<a href="https://www.facebook.com/collecteaulille"> https://www.facebook.com/collecteaulille</a></div>
<div style="margin-bottom: 0cm; margin-left: -0.25cm; margin-right: -0.31cm; text-align: center;">
<br />
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXMEhyVTlkMWlMeGc/edit?usp=sharing"><br /></a>
<a href="https://drive.google.com/file/d/0B3ccDA4FuSiXMEhyVTlkMWlMeGc/edit?usp=sharing">Accès au PDF</a><br />
<br /></div>
<div style="margin-bottom: 0cm; text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="font-size: small;">Lettre
aux candidats aux élections municipales de mars 2014 Janvier
2014</span></b></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Mesdames,
Messieurs,</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Vous vous
présentez aux prochaines élections municipales et dans ce cadre
vous sollicitez pour votre liste des représentants à LMCU. La
gestion de l’eau est une des prérogatives de LMCU. C’est
pourquoi le collectif Eau pour une régie publique et les premiers m3
gratuits, regroupant 32 organisations et des citoyens, s’adresse à
vous.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Nous
sortons d’une période qui a été marquée par l’affaire des
prélèvements pour des travaux non effectués par la Société des
Eaux du Nord relevée par la Chambre Régionale des Comptes.</b></span><span style="font-size: small;">
De ce fait, le délégataire était redevable d’une dette d’au
moins 115 millions qu’il conteste au Tribunal Administratif.
Pourtant dernièrement, la SEN a accepté de payer une partie de
celle-ci à hauteur de 60 millions d’euros, reconnaissant ainsi par
ce « geste » l’existence d’une dette.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Le bilan de
la gestion de l’eau par ce délégataire, filiale de SUEZ, débouche
entre autres sur un </span><span style="font-size: small;"><b>taux de fuite de 20%
(32l/jour/habitant)</b></span><span style="font-size: small;">, sur un renouvellement
annuel insuffisant des 4400 km du réseau (</span><span style="font-size: small;"><b>taux
de renouvellement de 0,73 alors qu’il devrait largement dépasser
les 1%</b></span><span style="font-size: small;">) et </span><span style="font-size: small;"><b>40% des
compteurs ont dépassé la durée de vie contractuelle</b></span><span style="font-size: small;">.
Ces chiffres peuvent être vérifiés en consultant les rapports de
LMCU concernant la gestion de l’eau.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Un </span><span style="font-size: small;"><b>rapport
d’audit</b></span><span style="font-size: small;">, restitué au Conseil de Communauté
de décembre 2007 (consultable sur internet) indique les </span><span style="font-size: small;"><b>sommes
d’argent colossales qui échappaient chaque année à la gestion de
l’eau</b></span><span style="font-size: small;"> pour notre métropole. Des pratiques
similaires sont constatées ailleurs, la presse a révélé
dernièrement un document interne à la communauté urbaine de
Marseille, jamais rendu public, montrant qu'entre 1996 et 2012, la
société des eaux de Marseille (filiale de Veolia, l’autre grande
entreprise multinationale de l’eau) a dégagé 20,5 millions de
cash par an en moyenne.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Les élus
de la LMCU devront prendre une décision avant décembre 2014</b></span><span style="font-size: small;">
pour savoir s’ils confirment la gestion de la distribution de l’eau
à une entreprise privée dans le cadre d’une DSP ou s’ils créent
une Régie publique. </span><span style="font-size: small;"><b>Pour mémoire, ce sont
les factures des usagers qui financent la gestion de l’eau dans sa
totalité.</b></span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Nous vous
sollicitons donc pour avoir votre avis sur divers points concernant
cette gestion.</b></span></div>
<ol>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la production et la distribution de l’eau :</b></span></div>
</li>
</ol>
<ol type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Le
21 juin 2013 a été votée une délibération créant une Régie
publique de production</b></span><span style="font-size: small;">. Cette création
permettra de produire les ¾ de l’eau à prix coûtant pour
l’ensemble des usagers lillois alors que la Société des Eaux du
Nord, qui fournit actuellement 40% de l’eau consommée,
s’apprêtait à multiplier par 3 le prix de l’eau en gros, au
renouvellement du contrat en 2015 (de 21 centimes à 63 le m3).
</span><span style="font-size: small;"><b>Cette création a été votée au nom de
l’intérêt général.</b></span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que la création de cette Régie soit une bonne chose ou non ?
Oui Non </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="2" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Cependant,
la même délibération, </span><span style="font-size: small;"><b>pour la partie
distribution de l’eau, lance une DSP par affermage dit
performantiel pour une durée de 8 ans.</b></span><span style="font-size: small;"> </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que l’attribution de ce marché à l’une ou l’autre des
multinationales de l’eau citée précédemment soit une solution
pertinente ou non ? Oui Non </span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Faites-vous
encore confiance à ces entreprises pour gérer la distribution de
notre bien commun ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="3" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Cette
délibération stipule que le lancement de cette délégation peut
être arrêté </span><span style="font-size: small;"><b>au nom de l’intérêt
général</b></span><span style="font-size: small;">, au profit d’une Régie
Publique. Cette porte entrouverte est compréhensible : la
gestion en Régie publique peut permettre une gestion de l’eau au
prix coûtant.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">Pour
mémoire, l’ensemble des salariés de la SEN sont obligatoirement
repris en Régie.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Au nom
de l’intérêt général, seriez-vous prêt à voter pour que la
distribution de l’eau se fasse en Régie publique ou non ?
Oui Non </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
qu’il soit possible de mutualiser les savoirs multiples,
l’expertise et les moyens des Régies publiques pour améliorer
davantage les performances ?</span></div>
</li>
</ul>
<div style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="2">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la tarification :</b></span></div>
</li>
</ol>
<ol start="4" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Aujourd’hui,
qu’il consomme ou pas, l’usager paye un abonnement qui pèse
différemment au sein de la facture. De ce fait, le petit
consommateur paye son eau au litre plus cher.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
pour ou contre la </span><span style="font-size: small;"><b>suppression de
l’abonnement</b></span><span style="font-size: small;"> ? Pour
Contre </span>
</div>
</li>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ol start="5" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">L’eau
est un bien commun de l’humanité qu’il convient de préserver.</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<ul>
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
pour ou contre une tarification progressive qui tiendrait compte de
la composition du foyer et des différents usages de l’eau (vital,
domestique, de confort voire de luxe) ?</span></div>
</li>
</ul>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">Pour
Contre </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">Pourquoi ?</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="3">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Questions
concernant la gestion de l’eau :</b></span></div>
</li>
</ol>
<ol start="6" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que la gestion de l’eau doit être transparente ou non ? Oui
Non </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<ol start="7" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que l’ensemble des sommes captées pour son usage par le
prestataire doit être rendu public ou non ? Oui
Non </span>
</div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 0.64cm;">
<br /></div>
<ol start="8" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Pensez-vous
que les citoyens doivent être associés à la gestion de l’eau ou
non ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Oui
Non </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">De
quelle manière ?</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<ol start="9" type="A">
<li><div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Etes-vous
prêt ou non à consulter les citoyens sur les grands choix ou les
grandes orientations concernant la gestion de ce bien commun par
divers moyens (votation, référendum, autres…) ?</span></div>
</li>
</ol>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-size: small;">Oui
Non </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Nous
souhaiterions que vous nous répondiez dans les trois semaines. Nous
rendrons public le résultat de notre sondage avant les élections
municipales.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">Notre
collectif qui regroupe 32 organisations locales, environnementales,
syndicales et politiques ainsi que des citoyens pense que seule une
Régie publique de l’eau (Production – distribution –
assainissement) répondra aux impératifs de l’intérêt général
et pense que les citoyens et les salariés de l’eau doivent être
associés à cette gestion.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">L’eau est
un bien vital dont l’accès doit être garanti à tous. Nous
pensons que la fourniture de quelques litres correspondant aux
besoins vitaux (quantité à déterminer par jour et par habitant)
associée à une tarification progressive sans abonnement est une
réelle solution d’avenir. C’est possible dès lors qu’ils sont
gagnés par la lutte contre les fuites, par l’utilisation effective
de l’ensemble des sommes perçues à la gestion de l’eau et en
mettant en œuvre la solidarité entre gros consommateurs et petits
consommateurs. En parallèle, dans une optique de préservation de la
ressource, nous pensons qu’il faut développer l’agriculture
biologique sur les champs captants afin de préserver la nappe
phréatique. D’une manière générale, il vaut mieux ne pas
polluer que de dépolluer (le coût pour rendre l’eau potable est
estimé à 70 euros par kilogramme de nitrate et à 60 000 euros par
kilogramme de pesticide.)</span></div>
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<span style="font-size: small;">Nous pensons
que nous devons innover et voir les choses autrement. C’est
possible en permettant réellement aux citoyens de s’approprier
l’ensemble des problématiques concernant l’eau. </span>
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<span style="font-size: small;">Veuillez
recevoir, Mesdames et Messieurs les candidats, nos salutations
citoyennes.</span></div>
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<span style="font-size: small;">Collectif
Eau pour une Régie publique et les premiers m3 gratuits</span></div>
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<span style="font-size: small;">Veuillez
envoyer votre réponse au Collectif Eau pour une Régie publique et
les premiers m3 gratuits</span></div>
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<span style="font-size: small;">s/c MRES</span></div>
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<span style="font-size: small;">23 rue
Gosselet 59000 Lille</span></div>
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<span style="font-family: Berlin Sans FB, serif;"><b>Premiers membres :</b></span><span style="font-family: Berlin Sans FB, serif;">
AC! Lille, ATTAC Lille, Attac Roubaix-Tourcoing, Attac Villeneuve
d’Ascq,</span></div>
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<span style="font-family: Berlin Sans FB, serif;"> Les Alternatifs, le Bruand Réveillé, CGT LMCU, Collectif
anti-Austérité de Roubaix, Collectif</span></div>
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<span style="font-family: Berlin Sans FB, serif;"> Antilibéral Lomme-Lambersart,
Coordination Communiste, Eau secours, Europe Ecologie – Les Verts,
FSC, FSU, Gauche Alternative (FASE), Gauche Anticapitaliste, Gauche
Unitaire, les Gens d’Hellemmes, les Indignés de Lille/ Démocratie
réelle maintenant, LDH, Mouvement National de Lutte pour
l’Environnement 59/62, Nouveau Parti Anticapitaliste, Objecteurs de
Croissance Lille, Parti Communiste Français, Parti de Gauche, PRCF
59, Snuipp-FSU, Solidaires 59/62, Terre des</span></div>
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<span style="font-family: Berlin Sans FB, serif;"> Hommes, Théâtre de
l’Opprimé, Union Locale des Syndicats CGT de Lille et Environs,
Union locale des Syndicats CGT d’Armentières et environs, et des
citoyens...</span></div>
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Collectif Eauhttp://www.blogger.com/profile/14640144942688572399noreply@blogger.com