Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-08-20021005_170900_20021005_215400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/05 |
Start Time | | 2002/10/05 17:09 |
End Time | | 2002/10/05 21:52 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -2.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-08-20021005_170900_20021005_215400-constBx0 |
Minimum Dst Value | | -94 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-10 for time period of this run.
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+fWXb2Z/suvPnu+7g8AFyQgghhDRJ67x9p8FD7ExLS7vhhhv0/xvp0qVLfX29bGND/7d2Z+EOYf8ghBBCzEUdB+oJdsbExFx33XXbt2/XQy7ADFYryksIIYQoijoOtNPbuXr16muuuSYlJcUY2NZrsNTpH4QQQoiJqONAO7edCxcuvO6663JycmzClyxZ4vBpQWfhjc1scnX6ByGEkE7Kjh07nnjiie7du7fxkqqzeHl5/fOf//zoo49cl0odB9q57bRv4Lq6ukbtfVcBAQFeGkFBQcb3YDkMb6TAIoQQ4ln89a9/fffddw8dOnRhskNG69ev/7//+79Nmza5iKaOA1XFTnNRp38QQgjppMBVnTp16gJnmpeXd/3117uIoI4DVcXO1mMzVdbexSGEEEJc0V6uynW+6jhQVew0F3X6ByGEkE4KBVb7ooqd5qJO/yCEENJJocBqX1Sx01zU6R+EEEI6KRRY7YsqdpqLOv2DEEJIJ6X1rkpfdnzxxRf36NFj1KhRxcXFrcxXHQeqip3mok7/IIQQ0kkxRWDJxpkzZ0pLS2fMmNG7d+9W5quOA1XFztbDpwgJIYR0Ily4qurU1Jrs7OamUFNTc/nll2NjypQpK1as0MOXL1+OEHfybXKvJ6GKneaiTv8ghBDSSXHmqsqioy0+Pvg0qbGMM1jl5eVBQUF9+vTBz5MnT951111r1qxp1P6wDtv19fVN5uvOXk9CFTvNRZ3+QQghpJPizFUVh4SIwKpKSmoyBSPe3t5ZWVmya//+/TfccENwcDC+se1Ovu7s9SRUsdNc1OkfhBBCOinOXFXD6dPQWGXR0c1KobKycubMmf7+/nrIa6+9hgjvvvuum/m6s9eTUMVOc1GnfxBCCOmkmLjIXaitrZU1WCA9Pf3aa69dt27dn/70p7y8PPfzVceBqmKnuajTPwghhHRSzBVY1dXVs2bN6tWrF7aPHDlyyy23xMbGYvuXX3657bbbjh075ma+6jhQVexsPXyKkBBCSCfCxPdggSuvvHLYsGF79+5F+NixYz/77DM92qJFiyZMmOBmvuo4UFXsNBd1+gchhJBOCt/k3r6oYqe5qNM/CCGEdFIosNoXVew0F3X6ByGEkE4KBVb7ooqd5qJO/yCEENJJocBqX1Sx01zU6R+EEEI6KRRY7YsqdrYePkVICCGkE0GB1b6oYqe5qNM/CCGEdFIosNqXTm+nwyklZ7NNDQ0NgYGBXl5e3t7ewcHB+NniTFtVaEIIIaSNocBqXzzETnuB5TDa0qVLe/bsma+BjWXLlpmSHSGEENLRMPFFoxdffHGPHj1GjRpVXFzcynzVcaAeYqebAsvX1zcsLEy2seHn52dKdoQQQkhHw8S/yjlz5kxpaemMGTN69+7dynzVcaAeYqe9wOrevfsVV1zxj3/8Y/HixadPn5bwbt26VVVVyXZlZaWXl5cp2RFCCCEdDReuqro6taYmu7kp1NTUyJ8933nnnatWrdLDi4qKrr76auxtMt8m93oSHmKnwwY7ceJEcnKyn5/ftGnTJKRLly719fWyjY2uXbu6TtMFpptACCGEmIgzV1VWFm2x+ODTpMYyzmCVl5cHBQX16dMHPyMiIv72t78hUPZOmjRpwYIFTebrzl5PwkPsdNFgUNb6TBVnsAghhCiCM1dVXBwiAquqKqnJFIx4e3tnZWXJrv/3//7ft99+i43c3Nxrr7326NGjTebrzl5PwkPsdNFgxcXFPXr0kG2uwSKEEKIIzlxVQ8NpaKyysuhmpVBZWTlz5kx/f3/5uX79+ptvvvn06dOjR4/+4IMP3MnXnb2ehIfYadNgo0aNyszMPHnyZHZ2dr9+/aZOnSrhS5YscfYUYbOaXJ3+QQghpJNi4iJ3oba2VtZgNWqvPbrlllsCAgKuv/56eFv381XHgXZ6Ox0ujfr+++9vvfXWSy+99MYbb4TiPn78uISjQ6A3eGkEBQUZ34NFgUUIIcSTMFdgVVdXz5o1q1evXnrI6tWrEeHzzz9vVr7qOFBV7DQXdfoHIYSQToqJ78ECV1555bBhw/bu3avvXbt27U033XTq1Klm5auOA1XFztbDpwgJIYR0ItraVd13333fffddc/NVx4GqYqe5qNM/CCGEdFLazlWdOXPm008/veWWW/Q3NbifrzoOVBU7zUWd/kEIIaST0nauCilff/31ycnJLchXHQeqip3mok7/IIQQ0klpL1dFgSWoYqe5qNM/CCGEdFIosNoXVew0F3X6ByGEkE4KBVb7ooqd5qJO/yCEENJJocBqX1Sxs/XwNQ2EEEI6ERRY7YsqdpqLOv2DEEJIJ8XEF41efPHFPXr0GDVqVHFxcSvzVceBqmKnuajTPwghhHRSTPyrnDNnzpSWls6YMaN3796tzFcdB6qKneaiTv8ghBDSSXHhqlKrU7NrspubQk1Njf5nzy6WzVBgCarYaS7q9A9CCCGdFGeuKros2sfig0+TGss4g1VeXh4UFNSnTx+bOJ999tnQoUPdydedvZ6EKnaaizr9gxBCSCfFmasKKQ4RgZVUldRkCka8vb2zsrKMETZu3HjbbbfV1ta6k687ez0JVexsPXyKkBBCSCfCmas63XAaGiu6LLpZKVRWVs6cOdPf318P2bVr10033VRYWOhmvu7s9SRUsdNc1OkfhBBCOikmLnIXamtr9TVYFRUVN998c3x8fHPzVceBqmKnuajTPwghhHRSzBVY1dXVs2bN6tWrl/zExpdfftmCfNVxoKrYaS7q9A9CCCGdFBPfgwWuvPLKYcOG7d27134XnyJ0iCp2mos6/YMQQkgnhW9yb19UsdNc1OkfhBBCOikUWO2LKna2Hj5F6JqTZ06GFIfsObynvQtCCCHECgVW+6KKneaiTv9wn8XZi30sPr1Dex86ech+7+mG0xe+SIQQojIUWO1Lp7fT4ZRSQ0NDYGCgl5eXt7d3cHAwfroOb0GmrS13R6X6RHXxEQf/5QmFFF0WnV2Tvbd2Lz72EVwIrI9zPkb4sj3LTCynTJi5fkte5sFMmGNipoQQ0oloF1dVVVX1n//5ny4ieLADtcFD7LRpsKVLl/bs2TNfAxvLli1zHd7K7DwDaJG8w3lQQtBJWyu32uxduW8lwntZesn7f1OrU20iuLhFOChyEA4ZunGow8ktsLZg7eSEyfEVDt6ngmQdHoVDpCRz0ucs2Lmgtr7WJoIUuE94H/tdNsBw5OI6DiGEdDogdHJyci5wptOmTXvooYdcRPBIB+oQD7HTpsF8fX3DwsJkGxt+fn6uw1uZXacg82Bm1qGsmakzx8SOsZdBSVVJviG+vcN6i2qBOrGJ8NXer2SXfCJLI/Vd2TXZc9PnuphMWle4DpnO3jEbWUBI2UcQVTcubpxNOKTVgA0DsHdV/ioUwKi0dIEln9X5q22OlRk1fKZumxqcEmwvs9IPpKMws9JmoVT3RNzj/lyXs9udBXUFFccrPs75GILPoSjcW7vXmcQkhBDTGT9+/JgxY+rq6i5MdocOHXr99de7d++emZnpIlpndKAtw0PstGmwbt26VVVVyXZlZaWXl5fr8FZm1/HZWrnVKEfeyXzHJoKun+ZlzFu6e+mxU8dsIsgEVVp1GtQSxI1RZEAY4UAoIddleGHbC4gGNaNrHSQyJXEKDnxu63MI/yj7oxW5K4ziL7U6VUp1R+gd+IY61HfJLcvNZZuhjaDAjH9ZihRgxYbSDTBkXvo8SQGFtylPQHKAsU7sBSIE06KsRag6yCaZ4sL3xPiJKPCmsk2QmMZ5L6nhXiFnZ/hQnzapyZ9/9Qnvk1Kd4uwPVpEj59IIIWYBf9e3b9+LLhSXXHJJ7969d+zY4bpUnc6BthgPsdOmwbp06VJfXy/b2OjatavrcGdpuqANjDABiIZBkYPsb/Dp/53+cMzDQzcOzTxoe3lx6OQhqK5le5bpyqnJO2s6UDNIGSKpUZMIw6OGj948WqZqoHV+LvpZkoKqmJ40HfpMP3Bv7V5d1UFYQGxhG+U3qrePcz6emz63X0Q/oy40zgNBCyJ9HKIHTk6YjMgQXkgTWSBBmAyRZCwzDoFCgtx5JvGZBTsXvLfrvScSnkCx9fVnSFbK0zusN8TfoA2D5mfMfyX1FSnwXWF34Xt22mw9wdX5q2VX3/C+EHw2cg3ZQe0Z9ZxNG6Gi1uSvkRupuYdzbUrbeP60WdnRMl0Bo0pxiPGOLfKCAo4pj0FngCS118qEENKOdFgHajoeYudFF3wGa0XuCutMz+ljHeemD8SBOO/A5MD4injjXIj8tSc+4qfx7XChuh55XNw4qApoI2dxoACMTh2pScr6TBgkHVw7FAy2oWCcpQNpNTF+oszoBKcEIzJUDgoPW1B+XVUgu9jyWLEI6gFlw1HGAj8Q/QACLcUWaMe3M99GOvq9SOzFB+LshW0viH6CaJNS6ekjcePME0qF1CZsmYCQ/hH9jcIIqgspQ71hGwXWywBjIU9RNhSy+kQ1qhrpQwnpBX428Vl0mLd2vmV/j1UU6uCNg/VcEB9SVeoTyhUSE6ItKCUI9TklYYrIx50Hd0aVRekKFQUILwlHPUApGlfLhfwagmIgNRQJJRkTO8aocT0SSEx3JgJx5vIZCEIuPBRYnYyLLvgaLPFeAyMHwhcanSV89tbKrXDkCITbbln6bmKc1UCm0DRz0udAoDwY9SDKNj1purMDEQcRFmcvdrgXakas02/J2YhI/JRVU6vzV9t4Mvhy6A9kDX+PjwgRmzuSew7vcejYkBSs+Cj7IxziF+rnH+E/KHKQcS4H+UIlTN02VSSIXipdWaI5ZGJJF3xC+oF0iTAtaRrEyn2b7pOpMj0CXDKKjWoJSAoYHjW8b3hfkXooasnREhyCuoK4wUeEKcIhVlKqU6DVIkojoLognvTUYB2KJxUot0GlwKgQ/IRshcSJKYuBeEJ1weQJ8VYl1y+iH3TS62mvS1GR8rLcZbIttS3fNh8k/nDMw89ufRbpD44cLBlJBQ7cMBAh/uH+COkTZlW68t1/Q39ozc9zP0fxFmUtiiiJQHk+3/N5QHJA1qEslAfNCktn75iNhsMumAx9hsKLXuzgQKyjotDxILXtZ2obtUlWVBouQhANNYO+0dZFMl4q2IC6dbGXeCoYsjB8oX/aPy2kAhRYnQybBluyZInDpwWdhdun0GR2GJr1BTfGGZple6xO8Y6QO2TX04lPYzSP2x8HRwUvbnRRTY6q9hHg5OAP4KHh+99IfwNecPr26fD0X+Z+KdmFl4Qj2tCNQ41TOFADNgpJXDW8bKN29xDeyEaNrdy3Eu5WlkPJpJTcARR0QfNY7GNICgWwLzw8B8YOmTgx3qVCCWWtEnLEx15pyeJ0fQIGxdN3TYyfaNU9saNxoE2mKCTkwoANA4yGG+vtgegHUF3SLmNjx8Icoyy2sQuKB3nZPNUoktEYIuW5M+xOOUpvXDQcVJpV/Wydgvp5M/1N9AFjgfWMRIBOT56OLiR3FZEFbFm86+wK/RFRI5DCnB1zxsSO+TDnQ3y/v+t96J43M940ri2TBh2+aThU4/vZ7+tTgGnVaRJNCjk2bixijowZaS/UjOXpt8F6Q/Z2y+3GXSI6X019dVzcOIg/lOSrvK/QWOjb6JDIEX0MNYB2R5GgShGYV5uH0yHjYAYaHboHnUGm5fRaQiFX5K7AIbBdnuVsltRAXSEFZASlq1egfq9WPj8V/WTjw2T+Uv+8tfMtlMF+HhpnK9QnIhsvIbCN1GwuKuTaxqbkEkemitEt0S55h/OM5jeeO7PujbwXe6GS7W/KIxFUbMmREnQe+/v+xqJieHG2sM9c7G9ekyZBN0D3RhuhNTHy4ArQegkU4ic98PUdr2Psyq/NRwc+dvoYGhoNiu3WVDVyREfFCYJe0QGnaSmwOg0Ol0Y1NDQEBAR4aQQFBRnfg+UwvLH5AiumPAYngPj1WWmz4LwxUkP3PJnwpFEfGGcgZGLp2a3PYjDFITKqPrr5UfkJb71091Kcfh9mfwiF9HLqy/B247eMfzHpxeCU4CU5S+amzxW3fXfE3TJFYe8gRWBhTEfBcIrCQyzMXOhj97YCnOfzMuZFlkXCLT2V8JSNPtDBWYrzEwUWE4zyIrY8FlnIZInxbp0AR2J0/0ZEgOofe3EmS4iQPioWJhudmaymh2t31i5QnzDZxo3poPw4Fim4eCMXMkUlu369lg50nrVZox9E5dioOhQbvl/0CrSdzYH6FKBMKYnSNYK20BvU4SIqNA3Ga30GEdvO3nOBZkIr7ziwQ18Mhw003KOxj6IM/TecvQGKLodAWeuGboyKCkoJ0nWV/hHVJXJNTNC7OjokdLNIWElWJhTvCr9Ln1fD592sd9GsQclBOBw1gxD/CH/JCNWFYqAJULHSG6Fv0HVhAszE5T72QqpiGx8UErtEUosixHbZsTK4E/TtmSkzjbpQJmtxwYBT6aPsjxAThxvv2KLb6DWG0wcFeHH7i7IrpixGP3fkQY0pCVNQJHQ2FAl7z4ryLRNQPMuvFuz6bPdn1pvCW5+FRVC9Z+snzHrCiqxHs6KGJ26ZaKxAewmFirKe7+F3S4TCukIbGYfzC6OH3BRG/UPKo8b0ONhAdhhSbKbSUXt6p0J1YW/5sXJ0IeMVgvRSm1fiiXjFaShqGIkgDnoXRgAYjvp0+Ao9m36LesOxIqmNuzCcogY6+2SenI/oQqgKVCmGGnQDdPURm0boXd3hR0496S1y4qBBcSy64ubyzThn607VyfQ5Kgq1JAoMbYdOiG1I/JyaHPQHxESLv7Dd2lHl/Tg4AXG64bTCpQ5quK6+DtrLpiGQsug5+/qXEESDRcgLR8mFTeO5dbotaDIKLOIK9A+j4xfnIQuf0Zu/3vs1uiO6ckpVCsZx9HIZ5eVbojn8yFArEXSHZPxI4CMxj2DgxmCKkW5a0jTZFVocipPN2NflzpQM6/jYyw5RG/0j+mPD6GB0cKL6aHNXOMkdrseCL0EZ7P06ZJmPk7cnyHLvlXtXQsfAITU5IhuBA0CCrblRJbMmLT7cBrmnKf7eYQRUGurHfqqs8dwiNgxYGIIdWoRAh3e4TEH8q9yyxNgqGaFpIEGM5UFdYVhHnUPyole/k/nOS8kvwVsEJlnvr8m1hDgGmy4qgYM2Wsf3ezZYVaY+3WsUaiKMBm4Y6GN3TYLEIRnFISGC1UVFjZBdb6S/MX/nfNkWhTps0zBRusgdok3OAoiYz/Z8JioQBYYVz217Tkqou3aYLBHeybI+4RFVGgU/JN1ePBw+8qIQXPBAysjNZSmVSEmbYsvJK5dAusnPb3seH9meFD8JPV9qBrWEKv2x4EfkGJwcPHXrVPQW6Z9oCOvlllZgXaGiHjCYSAScsCjYkI1DfM49Y6vfQd5QugEtiDQhQEWcoU6QIPwrsp4cb11BiM/KfSthslgkN5exF5UWVRZlfS5k01C5hFuVvwpVB1WKQzDyiF0ojH+4PwqmX+aJ5oZ1iIwBASPG+7veh5ydnTa75mQNdBjOFJRZLueGRQ2TkQc2frfvO+gz1K1U3VuZb6FU6dXp+P6h8AeUBD3h/ez39alENJnoMBerSJ0hyzEbz2kCSVA6g/H6E3uxCyE4L7ABSSETQjKxhIEUh+ADozDQoWJX5K6AskF3XZi1EHX+yOZH7IduVJfoJ1QdRmaYg3MKqmj9r+tl/ahEkEsyaXGbz72R9/poNw3wLZPQfcPOu/iRDimdQXbpk+tn/YvWIeWa5P6o+/EtrS8nEfY+EPUAKhziDD0BDYeYr6W+hn4lq1H1/ixFHbV5FL5xHQKTA1MCEfn57c/jCgRnkLyqZtW+VUgEjgkXPMnVyeha6JaoRlwnUGARW1w8RYgTDEJqfsZ8dDX7NyCIU0f3ggAKSA7AmIJOHJgcKAtBMPLKDSmcWs8mWlfSBKUEQXm8kfEGAmelzsI2TgNZSfN57ue4Frfxx3Inzr7AKImP9tggurv9TFKjNlvj42j6REduNbqYMXIBxg5cwLl+hK2zX62qidFFwQOJ18k6lAW1jZ628+BOdLb82ny0fvmxcvjayuOV1hd8HEiD6/1m7zfwE+jJr6ZZbzVu3r9Z7mbiDIIssPrjHbPhfUV4+Wj3NHFmiTvB+P7o5kdlrBfdjw+ylpk5uLo56XNkl1FDIwLOuFExo3QdZvO6NXhKxJFrfVFO8Cj4IF+I4MSKRKOLgjrBCTgrbZbRC0KCoLe/lvYaPKWoQOgMuNuPcj7Ctz4goEL0u5MjokdgrMBPvRj6YxawEeedeMGxW8aiVmVh3PLc5RIBXlxeoituUtJBAeDJUGyj6PHRbjFLeXzspLBRoYrGlQj68oazbltz2OKq+2/ob51f3D7dGAG6FqWVqRcRapKmUVugYJLs2UtNzf37hp53DSlSVY6VktwZep4+wHiIthOdIV0CdmF8w4AJQYCuEpQchNEMfQkd6cu9X6J7YMBEBChyVOnELRPlou7xuMcx2GLgRameSXzG2iW2jMM2YuKDbYy3iCB1IkJEbh3IvCz6oUzWSp2IhBXN4Ws53yJNkaAwKHns/lh0AHQ2+yFRbiBCxqEdpbui18GK9UXrkS9Ej4/h0kVkqNSSbUtpP0UEo9eho6JTIbVv932LBpIepTeoFNthOvbtbnMVYV8eh9MBZ2e7tUYU4Si1hNQosIgrnPWP1isGh6efXFG14JY8rq5cP06FCC7KjHMeJyr/v5mYiDxl2WQcmYCRyT94HVyNyAOe6I0YzfGxn97DZQbcv/2kaeO5m8vwc86yhmfV3TayNs5nwFHhQvyV1FfgomRFoDzIUnKkBEWyuXTBgTYP8NqAK3uIOdhlc97hQBRS96ZnF+cZVkYiAly13KP00RYawvvaTI7Cui37t0iEZ7Y+gzg4hXGg3MuGLBgZPXLq1qnzd86HRpQZr/d2vQe5llebB50q84KINnXbVKlJuHwRnU8nPg3FKdPYchN22Z5lqBmMD1JXMrEkt5VhoMw4osb0h3DFIlw3yrvlICA+3f2pqJDxW8YjcQhE5CgNcd9GbV5t42A02bTt05CavmJJii36wOFjH8Zoog9sVhMa3b8LhXE2gvYctFSCw1UZsgvlR598Kfkl1PmiXYtQpSKnTBk8kQg6Vdz+OHQe1BKu0nE1ggrcXrUd3Q+VKasAcw/n4jLeeP9XR1Y34jxCqdBD0Kw4BM2Hb7SjrPdYW7AWHQydPzApEF0LTQwxCjWPbrkkZwmaJqEiAf0NnzX5a9DuK/da1+nicNj+bua7uA6H+Wh6HIs6sT5zoz0WLRNdor91xUyBRVyhTv8gpL1wJlPgt5p7sSEvznDxRhXRB7JyrnmlNBuIuQeiH0isSJTy2OzVH1B1qCMFeHd4UKNGhFHwiDa38mXWxBiC7OwXy5cdLbN5p64L4Nrh6ZGy5C5+fenupTCq5GiJ/TL8vbV7bSSvKNS6U3Xy2IQEYqPyeCW0C1y+LGxCkZDm57mfw6NP3z4dIgCi8P7o+/ETIhVV9ES8dV3ajOQZEHmBKYFw/1ADLya9CK05J32OyCAcBWGBkFX5q/C9MHMhoj2V+NScHXPw85dff5FnOKAIoS1QpZAmqPaosigUAD/DSsJgWmFdobxBhi+cazTce0WzYltutkAgysranQd3ogLRQ9RxoKrYaS7q9A9CSIcCTsvNhzAUROb7RZlR8XRY1HGgqthpLur0D0IIIcRE1HGgqthpLur0D0IIIcRE1HGgqtjZejrFfxESQgghHRl1HKgqdpqLOv2DEEIIMRF1HKgqdpqLOv2DEEIIMRF1HKgqdpqLOv2DEEIIMRF1HKgqdpqLOv2DEEIIMRF1HKgqdpqLOv2DEEIIMRF1HKgqdrYePkVICCGEtBJ1HKgqdpqLOv2DEEIIMRF1HKgqdpqLOv2DEEIIMRF1HKgqdpqLOv2DEEIIMRF1HKgqdpqLOv2DEEIIMRF1HGg72OkBlesBJhBCCCEXHnUcKAWWu/ApQkIIIaSVqONAKbBaggeYQAghhFx41HGg7SOwnNFGWejhDQ0NgYGBXl5e3t7ewcHB+Nni9E0qKSGEEKIQ6jhQz5zBcpbF0qVLe/bsma+BjWXLlpmbPiGEEEJcoI4DVUtg+fr6hoWFyTY2/Pz8zE2fEEIIIS5Qx4F6rMDq3r37FVdc8Y9//GPx4sWnT5+W8G7dulVVVcl2ZWWll5dXi9M3p6CEEEKISqjjQD3ZzhMnTiQnJ/v5+U2bNk1CunTpUl9fL9vY6Nq1q4vDXawVU6d/EEIIISaijgNtNzszMzMhfS6//PK2Vi1FRUX6TBVnsAghhJB2RB0H2m529urVa86cOUePHm3rjIqLi3v06CHbXINFCCGEtCPqONB2s/Oyyy47cuRIGyU+atSozMzMkydPZmdn9+vXb+rUqRK+ZMkSZ08RNqvJ1ekfhBBCiImo40Dbzc6//OUvBQUFbZT4999/f+utt1566aU33njjzJkzjx8/LuENDQ0BAQFeGkFBQcb3YFFgEUIIIW2NOg603ez85JNPRowYUV5e3l4FaA3q9A9CCCHERNRxoO1mZ6d7NK8TFZUQQgjpmKjjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWxs/XwKUJCCCGklajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWxs/XwKUJCCCGklajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWx01zU6R+EEEKIiajjQFWxs/XwKUJCCCGklajjQFWx01zU6R+EEEKIiajjQFWxU2hoaAgMDPTy8vL29g4ODsbPlqWjTv8ghBBCTEQdB6qKncLSpUt79uyZr4GNZcuWtSwddfoHIYQQYiLqOFBV7BR8fX3DwsJkGxt+fn4tS0ed/kEIIYSYiDoOVBU7hW7dulVVVcl2ZWWll5dXy9JRp38QQgghJqKOA1XFTqFLly719fWyjY2uXbu6iHyRSy5IeQkhhBCPQh0HqoqdAmewCCGEkHZEHQeqip1C263BOnXqWKtKRgghhCgABZZnsmTJEmdPETaryRG5uDi0sHDd7t2fpqQEb9/+YkiIb2rqy5GRg3JyPi4tjaypydm3byUiZGcvTkubnZ39YULC5H37vk1ODsCBWVmLKiriq6tT6+oKjh+vwPeBA+mIXFOzOz9/9aFDu/bsWXbgQEZl5dajR8uqqpKwt6Ymu7w8tqHhNOK3QcUQQgghFwIKLM+koaEhICDASyMoKMj4HqzmCiyLxUf/hIT0wndY2F3atq/2fYcxgnxCQ+/Uot1pjHAuvqTQF98REQPwHR7eVzvkvHSioobjOy3t1djYMRBhkGt79izftu2F9PS5kHRQbOfMPH348B7oPMTPyHgjPn4iRJ69FRBtGRnzKiu3Qe051G0IT02dWVW1HRsnTlQ7rIozZ066X2+EEEIUhwKLuEIXWBs3DoZCSk+fl5AwOTv7w8jIQVAzumDCZ8OG/qGhvePixuM7IeFJhMTGPqqF33O+RPPVAgdImtp2P2M65z69dImGBO01XEbGfIitLVsmYDsycqBx18GDGboYKir6GeIsKup+Tcn10VTdPUapdOrUMUg0mKPt6qeVaih0m7ESEAd5oRiFhets6gdJoR6iox+ord3rrA6PHi2rqyswrUkIIYR0BiiwiC02TxHW1GQfPJgJzVFfX2uMBm0BwYFdECgQEIggy7PkW+aBsPf48QMFBWtLSzfl56/eu/erw4dzy8tjjx+vKCkJR5zKyq3HjlViV2XlttLSyLKy6AMH0ouLQwoLf0xJCd65cwFkzdatz0KWRUc/BFm2ceMQo5YSBRYVNQKqKDV1JiLExT2Ob3y2b58WGzsmNNRPU2BWJbdp030i1/bvjxfFc/r0MRyIwJiYR/RpM6MCw8bmzaOhzET/IfF9+1bqagnKCVZISZKTA1HaI0eK9frB3qSk6ampr0gEfdbNCGoAZUCaqCKjqkNVJCZOwffJk4ccthHaAlXnelLNpr0IIYRcSCiwiCvavX+I7BC5JnoCsqOg4AcRQ1lZiyBrIAH1yEVFPxsV2KZNw/CtCbs9SAQbu3cvOXcX8v4NGwaKckpLmw1thAi5uSsqKxPS0+fm5i6HfMzJ+VgiJyRMiosbB7ElOgx5VVUlQfZp03VPIVzSgchr1JQNBFN6+uvGkmRnL4aQEsGEcuJwpI8UUAaJAMGkW61LPUSIj59orJCKingUMibmYURISpoBMWpz0xNKDpWQkPAkjoVyheE2E3ICKtPFrBshhJBW0u4O9IKhip3m0mH7h7NV8BA3UEvp6XMSEiZv3Dj04MFMm0kgSB+j7klNnQWVZkwKSsgYYfv2aUlJ02XWChvadNdIHLJjxxxdGKEw0dEPYDsz823s2rbtebkjiQ/C9+37LifnE7k3mpg4JTZ2jNxClTuS+ic9/Q2UHJoJugqZIkTSxIHV1SkQf5BK+/fHSTqyDE7utEKNwcbTp49BPmZnf2C8xxoZea+mw6Yb6w06D9FkV0rKyxBw5eWxshcq0+FTopBiqBZIT3zrkY1A9qWkBDucpSOEEDXpsA7UdFSx01w8r39AQEBjlZSEQRBs3frc0aNlNhEgICBiIiL629/aw7GlpZFpaa+K7tm58y1oGpkfkgkhfeZJEzeDTp6skQMhgM6tJOulaa+7NXk0MDV1JlLAgSUlEUaxtW3bC8irpiYb2gjCy7hGLSzMms6uXQv37Fm2deuzWnb9URibhWgpKa/g2KioByQjyE3Eh7FlZRuNCkxuoW7ePApWFxSs1lLz37JlHFRXbW0eCgBhh13x8RO0rPuI4UY9mp4+F1aHh/uL1EOtFhX9LLtwLGJCzyFORsa/UCFFRT+hAm0eI4BCLS4OOXWqDgrSnRZ0OCFHCCEdDc9zoM5QxU5zUad/GIECEMHk8CYaFIPoJ/slUFBs2ozRtJKScBvpBqkBJbFz54Lw8D7QOjk5Hx88mKnvhQLbsGEARBgkV0zMw8bbhbm5K4zKCTJI13woJ8RiWtosfS/UT0lJqLznolFbA5eRMU8mzM5F6C2iKjv7w6ysRWlpr+GQ2NgxlnOPcxpi3qGLRbnTKt8REf2QYFJSQFzc2E2bhlvOPgMxRP9G+pBZGRlvImXDswu366mJgceOlaMm9Tu24eHWXaiWior4Q4eyUA+FhT/s3r20sPBHBGZnL5YlZTAHtZST8wkCDxxIR63K6sDTp4+lpc1OTJySm7s8OTng4MGMqqok7IV+RSVIS6G67PV0RwbdT7/9TQjpdKjjQFWx01zU6R/NAp7P4a00OHt4/ZZNsUAEOFyWjkAIssLCdaWlkfi2T/zIkWLIEcSpqytwKCCg9iBKoqNHiJQpK9tkjAZD5Nbnhg39MjPfycv7CnpL1njp9yKTk1+CqkMJ4e9zcpYYdVhc3OMbNw6FYBI1o+mw8x5ECA/3h9JKSpoRFTVcHiYQmWXzcKhIMbnpeW427rwHS6EFtYce/HQtGBHhr6m6wXI31qjkZGWbPNyAQxBz06b7NMHnm5DwBMQxFFtCwmSIOVhUW5uPCszLW4FA6DZoNdQJ6lle3iYvbIPMhWKDRMMutAjC8RP2VlRsRaUdOJBWVPRzTc1u6F2EQ9IhWdQJjkWTQW4axbSb4BD9HrQxHCnL/XGH3QzdD7XkOju+K5iQC4M6DlQVO1sP/4vQ8xD1BvWwb99K+73QDQi3uUMHWQbRVl2dgl3Gm3oQlxAoMTEjt259Ni5unM0bKOD4oVognqC6du/+FCmcOlWn31KUjGTKTZ/cKiuLxCFlZTFZWYvknqasD4uKGiHySD6Ws08bPIlMExKetl/EBgmFgm3ePEpPQSKIRrT79NJ1mKg6/YNjUX6ZnJM5OUknNPQO6DOkhsLok3OSuEhGebubzUfWzG3ZMlZ7E1siVHJt7T58V1QkIATSdufO+bAIwgj1gyaA1CsuDoFCKir6RVJAZHnfG+QaVKbFujjvQbkhKzNzIuYqK7ft3r1UHpWFPobOs38EFfGRPooEvShP/hr3lpfHQg46lF+iON3ubv/uDC72ojB8fQnxbNRxoKrYaS7q9A/iPk36Wog5F3Hg+LWnNbdCNNhMuUG9QSXgW3wzNqDJkNqxY+Uig2SBlzyGWVdXlJY2Ozd3OZRKZuY7cNj6M6c4EGqypiYHuRw6tGvbthcyMt7My/sCgampr0J/bN/+AnSGqKiwsD7yOCd0VUiIn1EYbdjQX5drNkJNfm7aNNRy7g0g5+6x9jLOyck72ORFa+Hhd9lP3clny5YJEFuxsY/rN2dRgH37vi0o+CEubiwEnIi8c0rubAo5OR+huowFlteO6JnKzW58Tp8+lpAwWXsu9Q5dWcbFjUFgVtZCSKuionXnSjIeB5aVRTdq0i05OQDCF2XW1hT+W7Gh/tPT55aWRqAJ7J97gCCT9+ShoR3OuR46lCULFqEvkY7DKTfIbshxzreRzos6DlQVO81Fnf5BOjhQCcbXjLUeeO66ugIoM4gwSAfoAMgRbEBPQFUUFPyoOf6MkpJwuSFYV7dv584Fe/Z8tmfPMsTBTxwI4SJPqhYXh9TVFSKktnYftvFBaXFUozaRg6Qs5xax6f9tAJUDxQOJEx7eR5ST/qpbiYDiQYOeu9NqVW/btk1FGUpKrLIGSvH8W7HWJyeys9+XaTDRYRBGSBMyUV9gFx8/GTnKLWB9XtCoCC1nH7N4rrBwnTwPq4enpb0Kw7OzP4BglQJLsmFhdyYkPIld0kxIXFdyMTEPaWvmPtYXLMIoY6byrw9xceOgifU42K6oSJAIUJAmNjohF4YzJ62dWR0Hqoqd5qJO/yCkTYHugQ7T/ogzp6IiXl7eK5ICG6LAsrMXHz1aVl9fm5u7orQ0Ug6EBIQkqq5OQYhxOgdiTiauCgvXyuvQoOf0OTyowB07znsTW0LCU0hHbgTjOyNjHsSi9iaRhyRCcXEoUoBOio5+ICZmpChCpB8X9zj0XHLyS+ffSB2kCaPH9G18tm59OjHx6XMS7fmUlGCZ4YMOQ0bQdhBS8fGTLGffSzJHewJjiuXcm36hzPbu/Sov7yuj4EtJeQV6rro6FbajAmEXDId4PXKkRJQi6lOUN2xHtMTEKXl5K4qKftafBcFeeZeK8akU+ydU8vNXJyVNt3mqAG3h8HW+aCa0ESJLi8jLlrHdFk9RSBZ8eLatqa+tle+G06chj04dO4YN/MRGdWrq8YqKwnXrjhQXV8TH4xvbZdHRe5Yty3znneKwsKxFi8piYvBdtG5d/MSJ6W++GXHPPdEPPqiOA1XFTnNRp38Q0r44e2u/C2QZvrO9MnOWk/Pxzp0LoJAcPkIh91Uh+GyW0ssNPughffkdpIN2C9U3OvpBbECNyTO2KMP+/XHQTxs33qfLLEgiWV9VUhIeGzsGEs0oznbtek+/94fckY48fmszo5af/z0En9xR3bRpOLLevPkRw4ya/idd/bRMn0FMWbcXEnK75d8vsZshycbGPo4IkGsbNgxITg5GgRMSnvj111/KyqILCtaiSHKPdfv2FyDOYDVkGeySe6Pp6W+gJqUCERmVExv7mCYc79EyHW6cZdyx4zUoP8gvGLV379f43rVr4caNQ7WVdjvk4VbUdklJBPQcCqC9YW47KqSiYgv05b59XycmPqP9uep87c9VX9PU6jQUGOFIVtPo2UhH5nSlAhs1HenxIkykD74hd/Bdu9dq+InqamMEUUV1BQVQRTkff7w/Lm7nggXlmvopjojIXrx471dfpc2enTR9evrcubFjxux4/XWIIfwM8fXdPGZMaO/eG4cMifD3R+Cm++6z/hw61OLjI98b+vfHNwLx/e/P7bfjO/yuu/Addvfdxl3qOFBV7DQXRfrHyUOHcDkiVzCEECgM0RnGQCgMCbHXalBLcPCQEfjYz+IcOJAOzZGR8SZ0A3SG/bIqSASowJ0735I1anv3fqM/MAuBor/m7dy/yJ9dDAfNFBPzsOgt0WGykE4edDDc8eylr1E790f1Dv6iXp4z3bhxmH6X1ubpB+QFsXXu9SX/XhLn8OPif1RlCZ1ECAu7W9+2+9xuSMfPPkJk5AB98k8E3+bNj6amzty1a7F2B3kmRPCePcsqKhJ3714KsYgaLivblJW1CNpO+/uySHkFHXYhQlHRLxB8BQVrtO+1+3JWVZTFpSe/sWP77J073krcPKW6IjVv+zcnaqqLwn6GvqkrLYLWEbmDkfNoWdmpY8cOZlrX0slAikFVb1/EP1JcDD1UGhl5MC9z509v1RYXFEX9hPDSLRvrfi08mLPzcH7u0YNlVXuTa8vzcmM/r0pLypg3b9+6NTFzH0z6JCDiE//ITwaHrLgj5GvfsMV3Wj6/PXL2YMtrPjHPP2y53ydu/JiNEwcnvDA54tn+EU/3C3vSz/KST+hDvpbJPmEj+1im+4SO8bPM9AkZe7tlgo/lER/LUB/Lgz6Wu6zfIUP9LM/5hI3rbXnTBxuWxT6W132Q8tnPYp+QIF/Lez7hL/bFz/CJfS1jfEKG+1qm+CCp0KfvCJl+e/hkf2QROXmo5QWf6OkPWl7rFfvmY5sWDk/48AlFHGgjBZb7dManCF1rI4wCVUlJclPcIXHjxuFqY9sLLziLcHjPnvzVq42XSnrKyQEBCZMnY/hobpkJ8TAgiVo5iVJdnWo/Jwc9p73tdiI0X1VV0pEjJdAN+vOwkAjp6XP37FkeGzumpCRcHnhE/IqKBOgh7fW267U/Qv0GKWRnfxgd/cCuXQsh+JKSXjq3DswqX8rKok+ePAT9pysn6K2UlFcg+6C09EVsMTEjEa69oSP+4MGMbdteyMn5GIoEijAv74vMzHe2bZsKXZWY+Ix2W3aK3GNF1vrr6ET5yaOgIoxEPsoDFtZ/x9o8MSp8xLatU0ND/KzzWLETslLf3fjjkPjwScapu7OFDxG51sd+17kI1mRDLZpQs2jK8pfbz4uj/Qz52Vf/dvgJWadF++oOy88+oUt7W9b5hC67I2zGXWHT+obe6Wfx84no39/i7xM3dqyll0/i00+H+PpuGTs28oHBmx8dFXKXr6WvT8iMXpYFPiErNUH8tZbdil5ILeQ7H8sPPpbvfUJ+0vL6Qcvoszssa3wsn2oW/eSoSBK4RrNl1e0OomkFtvygyet1Wjq/nG/RT5rmXq/VzM+9HdSMQemGhmiCOFTE/Xm1JNpdXrYs746REHw6iwNtParYaS42/QM6I3fFipLw8K3PPVccEtLk4bi4abOi/Zu9X32Fk3nbc8/lfPxx0c8/20dImj4d+il+4kTIIIcyK+bhhxFhy/jxMAqXYsZd+AlxFjloECIgHZsDK7dulang3Uttl+Li4ix97tzc5cuRZuG6dc2qirLo6MQpU/Dt/iGEgIOZmVmLFslEgmuMEwzti80Z10qMJ7gLwVdXUHDq2DF5adnxoxU1VTkY3HCe1lXtg1SqqkzatnFqwe61KBsu3k4eqTl2qHJH2usxm0YeOJB+uv4YxgScoRhtMALU7duX+c472YsX7/v2W+sdqJUrk4Nm1GRnHz1oPXbf2u+qU1J2LliwZ9my9B/npa5+OS/2i6Q1M/Ita5JmzSj44fuEeU/mrvhsc9DD22ZPixw1KHL0YIxmZ+9J3eEj137RDzyA75BevaxTL/18LGN8LJN9LFNut7zpE/ZcX8tcn43Bg7Ed/uY9VpHxnVWsWD+a4Aj5XtMB32gK4xtte+35AuIH7Xu5JmuWWBWP5WstBBvrfCzrfSxfaUnJUT/efnaXMYU11pghX9xuVUsf+CJyyNw7rPNAgbdbD1ytpaOrn59ud5qOfNZrJZFosr3+dvwM+d4v8ttBG77rF/Xj/aE/9d5osb7lLvwXf0042uhCbfIvtK/l3ALByMghBhmqf3pZzolpeUFMdPRD+AntGx7eR3t34APa2sEJ2tuYH7ece7WezQyoPF8iGcmDLOcUcy8KLOIK9A/jgCU6I9zf33of2s9v79dfY6CpTk3FaIJvKIn0N97AuJDyyiuhvXsnBwSE9+mTEhiIYagiPl7iHEhPt45ihYVQaRjiEYJhTrLAWAZRAt9QGhmJEPthF/LIfg4JJEyefHb00bQOhk7jXqQPaaXfPo8aPtyodTACIkekvM86LAYhAmzUIyA7ud0uJqfOnGmT8smaGoyAMBmjs02poPaMN+Nhr00EZJ2/enXltm0QUqgf4y4UUkZYe2NRNpSqUFtKWR7r4G8BkSzMQbugACa6Loc1T9oONDT6DM4ph9Ic545NOM4vdKdN992HnoMLBmeCHlIAZ+W2F16QCwacj3rL4qSzCoKVK3H5ZCPR8NO+L6H/4/CU4ODCtWvR2XDaSrj0QFz2oIsWrVtnI/iwF6cMejh2QXNsnzYNJYH+wBmkDzWIg48sIt77zTeQMpWJiThHjBPVyF3S2fP557iSOZybiwiFP/6IExbXWtiVHBi47fnnYQsGJQwRuz/9FNuFP/yQMW9e5ttvI9OIfv1iRo6MHTNmw8CBIb17h915p/UybMIEjAAJTz5pPevvuUfO/Qh/fySLaPiJXfq6nFBNCYXccYf9ipyzDTFypAyVxggyUsnAEtanj3HsOi+alrhECOvbV//WP+Hacp8IKaS2bS3JXTjkzpA7fa2ffr0sI3w2DBtgecQn5pGR2I4d82jo/X7Rox4Mf7zvhjEDIifdG/5En8SXntnwxMD0efMiHxqMmokZ/3DWoncT3ns6Y/m83K8+z/78o1/Xr9/53tv5Ud8mfDl5d8InUb+MSNv8euTqe2PXjbaXNSHaJNm57/Nm1CLC/BGSk/ZB0i+B+TtWxa5/dNfWxXHrx+6Iei1+/cSEn59KXhcU/+2kvLgvt62eujtjycaIwXl5XxbkrT18eI/9m9jOnDkJcSx/k1pWtikn5+OSknBZTXj8eAV21dUVyG3u8vLY+vpaedq3rCy6ujq1tDSyoGDt/v1xOOrw4d34iQjyZji5f42fch9c/9movbUEKeBAJAWdjayPHi2T/xOT184hccREiJQN4RRYxBXoHxi/MNCnvvLK5tGjNw4ZgtMYGzj5o7VZH4ujoUHGDtuVgIbBJULTKzIGYYjEiB/94INIU8YUfUVh0ksvwVXkfPgh/AHOfxl0tr/4IgZKSLFGbQIJY2vBDz8gQtrs2daBpk8f4ygMkYdDdn/yCRzAtqlTJQU5tlHzKBsGDEBg7ooV+An9ZNVhAwboAz2cipRn13vv2cg++DPkhciSGjwNPIpxVgDDPfKSMRofGwkFcLFrHFuhNfVd8IIISdbMRzQ9HAXAtay1orQxHb7B5t4oChAuI7JW+TBfN9YYB1agQuC3YAUcVZPdAD7S2hyBgXCENjOXKFLt3r1IDfmiBpylAPeJvfaFaS6wFzXpcBoSmhJlM+7CNrqu6HJpO6P4dnNOUW7+wkb9wSJsQzGgxSFo6vLz5VIBXfFYZWXB2rWimPHZvWQJetShXbvsC4xioEjSEHKZIeEIhL5Bo8CWoh9/PCvNw8JQb8hu99Kltfn5SC1/zRrrCfjAA7oJqBZpdzmntowdi5/IXSZgxFjUP0LE2Utk2cbJiBMtbdasyHvvxTkrHXLLhAnoPPmrVqGTyHlhDZw4EcLFOhMzdy4CUQbJTh8E4saMsWatrfaVdEQT4DTBGZ00YwbUmGg7/ahQTdbIaQg5grM48913UTyRO7pekaujmEcegShEBAwachFiEyFCS0dCHI484aJUHA1NkmOYVvhQ+T5fGBnTiRxsnWcS/YQQxITVkgLOWeza0K+fLo9gjnUo6Nv3rGbScpdZ8/gnnrDW2/jxUHVbxo9PevFFVHtJRAS61q+4Xp07FzIUIbiUQpdDV0EPRwfAWISeht6CroLeiBYpjYpCxeK6Cyea9Ct8sG1dWlpXhw4m/VbWS8mpIevBXSyccAftjxD2ZWa+o/2ZxOfJyQG5uZ/Fxo6R26/R0Q+mpb22a9ciaCDEgQRx+KSFB0OBRVyB/mEcXHbMno1TXTwNRIl1DDr/6g2XdxhJIUfg++F08Q09dN7wpMUXgRUhY5BDHSYjkTZgORzmcj//HOOFjMsY9KW0CLHO5x86pAsdSQdOolFTS9YBy3APEdEkAsIbNS+FYUueTNGB44TPExUiukduFMJdSUlQIThQ1KSk03jOeYtfxzCHcRDb8JF6mrikhl6xGC5/sReREQ0DqIyDcmcTH90cOHsJiXnoIetdUU0yYvzVS4uMJILU8OZRoyznT7whBasTPSdkRddigJbSQkhZ5xcLCmxmAcUZhGgNYVSoKKdIYXEkiAbTjCoTETDuw3lEaP5v27RpGPFtIqB4aKC6wkJjsnAJ8oA0tlHD8ChSpVKS7dOmoaioMdgr4gY+SSyKnzTJ2gMXL0aaEOL27i1u7FjrQ0MzZiA8d/lytHj55s3xEydCYSA+Spu1cCGKlPLyy4gWr02Obn7kEasLHzjQKqk1Q/7dk7WfGzWdEXFOTJ/ntjWPjvRRCegekAVbn33WusvX96zW0eYeYBG6MWSN7uP1NsJpIuW3+vV779VPHHygt9BnoHqTpk2TwMy330adbHv+eb0A6AnIVOaepX5wgZT31VfoNsZo+ifq/vut+kCz698qx5nO0JKVRrG5oIL+Q0jc449L1Rl3wdL4CRPEcGtVBweL4TZTQWevIh57DOVBqfSa0T9bxo1DUpuGDbNmoZkf9cADqOqM+fPRB6BXIIBQDMgya1NOnGhdFTR+vFQC+g/OaxyO5sh65x0IO5k73/fttzg274svML5VJCbilMeZjoscVHKe9vTZ7s8+k8lj6wT2oUNIRPq8zLqJHMdPnMU4f5EgPhh5dImP4QX9HIfIo3CNnjs3fPjwHodvuFAKCiziCl1gYWDCuGOcZcEAYb1qLyvDRRW8JoYnfDucFUA0iAwMNBA3GF8wNsGbwrEd2LEDIqw4NBS+EFelGNEwllWnpZWEh/+6fj3GMgg1qy986SWMjBjUcAW/9+uvMZqjJCKtoh96CN8Z8+bpecG7YFjHB1d+0Apyf6EqKUmPgLEPKWN4las3FAajp83MirOrOuhF8aOSDnwDxl95lEbKI7NNMFPukOoH6goMwzGGYFlXgZCKhAR5scr+LVvg9pCIOGwki6NQY8hLl0dSYKSAEFlMJrc+kc7BjIxDu3ZZfcnDD8NkFONoeTn0h3g+XG2j6iq2bEFLQZjqfhQHijCKHDIE27GaGtM/clsHLY5jIV/kqWaLNrkorQwRtj82VnQAHCTKv/XppyXCoawseW1MziefSGqiD/QZUJStNi8Pgkbuxeg+OP2NN9BeMsmB2kCpRFLgk/bqqzBc6lnk49nnojUTbGWNzEYY5mlsPnJzR3y8jds+Lx1JQaTD+ZO1YVqyIkSMckSfkpTySxZivs3ViMVwLSFZREh5zt0JKouK0oWj6CcRNKgTVAXODmQhFYLPrvffl4sfOePQVxOfesqYEWIiL+OtavRhNG7+qlXYhZQzNZ2BhoN0kLaOGz8eBUt85hn0uqKffkJ/g2TfpDUiYuInuq6cO9ariN270bLo2+iBOL+QuEyToK0rt22DyMOJjP6M7iEKG8JCPzHRl5D7ns8+QwnRG6GQ8PNISQlOZzkfIU0wPuStWIHybH700YQnnkCHFGPxjdMBBbDO8J1/dWRzRsvkjUzkOIxGiLlQYBFXoH/A0Rp1VbtgcyMM46k+82Qz1wINYXQqMjdjRJ952jh4MPyKjOBGMOjDDVivfe+/H17BuPQErgKODU4FGzZrhOEt4NXwbV2frukMfPRi67cakalFu9WC8sNFGTM96/g1H2zcBQeGTDPefNM6D3TPPcbFXmgXaJTUV1+1GOYPjLfwEME6UaFN5OjTA7heh66VpW+IDEGj3+kwqo24xx+HYhNloK/uR23L4n1xwNbU3nsP3lRqCXnpKejZxU+aBGePyoH7FzklMz367MimYcOsi2CMC1POn8IxflKCguBoU15+2WI3L1KwZg2y2KnNXkhJdi5YAJGHuoUE371kCTQ9Wj/jX/+CCECxoQbkBo3IFGhE2Bs9cqS8/CZt1ixEgFZAW+AaAP4eujklOBgbED1ISpSxXCpA3aKnHcjIsC55LihAjvjAi6OToINZrxxWrkSpUAz0qOTgYETGUVAt0ATWm4lLl2YuWIBMrTo4Ph7CwnqrcevZF1MhmnWNUX4+0pS1TSIj8levPqu9+vdHldqfpMgdTZO7fLm1D7zwAhrO2WSJKCGbQGlT+zvIDtdHuolMSbqIILLMRQS+S4V0IiiwiC2d4jUNpZGR9jNPjdroj3B4QXHPcEI2EaAX4ckizr0OTlZfGZH1RvoHHtomgtwbhUuz9wQyNQU9gYt7m5Th++E+ZdIFe238FrwOnCi0TmlUlM1aLhx1noxYu9ZZgSER4EftPZAstw8/Ny9if5UPp44yo8CyNggeHfrDYrjVCKWiR9YVqn150BzWBTpvvGGMYJw+RARZCSR6LnLw4JiHH5b12qhnSJnUV17BLmgg67RZZKQIGkiHii1bZPGZrKSWeZFj5eXWtdWbNiHQ/olLdzwx4kBi2vQifZ3KBaa50ypoKQhfVObpY8fcWUhHCLnAdFgHajqq2Gkunbd/QCvIQgf7XfBGp+rq4JkgR+yvxXEghE76nDnYi4/9RT/UhuX8pUg6m0ePthjWhNkDmQUZYT9t5gIIFOudskGDdrz+Osps/3Q9QozPcDkEGgXRkJSbWaPe4Lyjhg+v3L5dVsjqu6BsrE9UDRhQ+OOPUFf2rh3qBDKrJDwcSs5hdigJIqAqHLaOM3EjE0LuFJ4QQjoCndeBNhfPtNPZbFNDQ0NgYKCXl5e3t3dwcDB+tjh9k0rqOUBy7V661OErEo4UF+evXm36S0ebvLFygYEGauXDR4QQ4vGo40A9005n7bd06dKePXvma2Bjmd1SpFamTwghhBAXqONAPdNOZ+3n6+sbFhYm29jw8/MzN31CCCGEuEAdB+qZdqL9unfvfsUVV/zjH/9YvHjx6XM3krp161ZVVSXblZWVXl5eLU7fnIISQgghKqGOA/VkO0+cOJGcnOzn5zdt2jQJ6dKlS319vWxjo2vXri4Ov8glbV56QgghxONQx4F6iJ0udE9RUZE+U8UZLEIIIaQdUceBer6dxcXFPXr0kG2uwSKEEELaEXUcqGfaOWrUqMzMzJMnT2ZnZ/fr12/q1KkSvmTJEmdPETarydXpH4QQQoiJqONAPdPO77///tZbb7300ktvvPHGmTNnHj9+XMIbGhoCAgK8NIKCgozvwaLAIoQQQtoadRyoKnaaizr9gxBCCDERdRyoKna2Hj5FSAghhLQSdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKna2Hj5FSAghhLQSdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKna2Hj5FSAghhLQSdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKnaaizr9gxBCCDERdRyoKna2Hj5FSAghhLQSdRyoKnaaizr9gxBCCDERdRxop7fT4ZRSQ0NDYGCgl5eXt7d3cHAwfroOb0GmrS03IYQQoh7qOFAPsdOmwZYuXdqzZ898DWwsW7bMdXgrsyOEEEKIO6jjQD3ETpsG8/X1DQsLk21s+Pn5uQ5vZXaEEEIIcQd1HKiH2GnTYN26dauqqpLtyspKLy8v1+GtzI4QQggh7qCOA/UQO20arEuXLvX19bKNja5du7oOd5amC9rACEIIIcTDUceBdjI7nembCz+DRQghhJAW0DLP2+nwEDsvurBrsJpbHmbRXll4gAmekYUHmOAZWXiACcyig6R/YbLo1HhI7dg085IlSxw+Legs3D4Fc8vTFjCLjpA+s+gg6TOLDpI+s+g4WXiACZ2dTl87DiceGxoaAgICvDSCgoKM78FyGN5IgeWhWXiACZ6RhQeY4BlZeIAJzKKDpH9hsujUsHbaBM/o2R6QhQeY4BlZeIAJnpGFB5jALDpI+hcmi04Na6dNYLfrILAhOghsiA4CG6LjwLbweNjAbQLPnA4CG6KDwIboILAhOg5sC4+HDdwm8MzpILAhOghsiA4CG6LjwLbweNjAbQLPnA4CG6KDwIboILAhOg5sC4+HDdwm8MzpILAhOghsiA4CG6LjwLbweNjAhBBCCCEmQ4FFCCGEEGIyFFiEEEIIISZDgUUIIYQQYjIUWIQQQgghJkOBRQghhBBiMhRYhBBCCCEmQ4HVNOHh4f7+/pdddtnVV189adKk6upq1+FGGhoaAgMDvby8vL29g4OD8dN1OHGBswoPDQ296667Lr30UoSPGzdu//799seyIUykNZXJhjARF5V20TmaeywbomU4qze6CZWhwGqa/v37h4WF1dXVVVRUPPXUU0OGDHEdbmTp0qU9e/bM18DGsmXLXIcTFzir8LvvvnvdunWHDh2qra2dM2cOhjP7Y9kQJtKaymRDmEiTleZCYLEhzMVZvdFNqAwFVvOAC//tb3/bZLg+rvn6+uLskm1s+Pn5uQ4nbuKsITCQXXHFFfpPNkRb0ILKZEO0BU1Wmr3AYkO0Ee7UG92EalBgNY/169f37du3yXD9zOnWrVtVVZVsV1ZWenl5uQ4nbuKwIY4cOTJ//nzjNSIboi1oQWWyIdqCJivNhcBiQ5iLO/VGN6EaFFjNIC0t7YYbbtizZ4+b4aBLly719fWyjY2uXbu6Difu4LDCZcXJVVddlZeXZ38IG8JEWlOZbAgTabLSXNwiZEOYS5P1RjehIBRY7hITE3Pddddt377dzXCBlyam46LCDx8+PHv27DvvvNN+FxvCRFpTmWwIE2nBDFaTx7IhWobreqObUBMKLLdYvXr1Nddck5KS4ma4Dm+um0uTFQ6N5XBtFhvCRFpTmWwIE2nBGqwmj2VDtAwX9UY3oSwUWE2zcOFCXHzk5OS4Gd5oGNeWLFni8DEQZ+HEBc4q/PHHH8/Ozq6vr//111+fe+45h2uw2BAm0oLKZEO0BU1Wmos1WGwIc3FWb3QTKkOB1TQX2VFXV+civNFw5jQ0NAQEBHhpBAUFGV9w4jCcuMBZhX///fe33nrrf/zHf/z5z39+6qmnDhw4YDxENtgQJtKCymRDtAWuK9yIMdz1sWyIluGs3ugmVIYCixBCCCHEZCiwCCGEEEJMhgKLEEIIIcRkKLAIIYQQQkyGAosQ0jyc/X9tc/+z1p3/wRUc/nWxm3+F6yJaenr6gAEDfvvb315zzTXLly9vTZ0QQogNFFiEkObh7P9rm/ufte78D64RG4Hl5l/hOou2Z8+eP//5zytXrjx48GBRUdHo0aNbXCGEEGIPBRYhpOUY/7+2Ne9LdPbv3UZsBJabr2F0Fg2K6qOPPnKdIyGEtBgKLEJIyzH+f21r/vHD2d+oG7ERWG7+kYizaD169Jg1a9bVV1995ZVXjh079tChQ65zJ4SQZkGBRQhpITb/X9vi/6x18T+4RmwElpt/hessGjbGjBlToTFq1Kjx48c3ZS4hhDQDCixCSEuw///als1g2afjcEl7o9szWDaHuygVfso2NFb37t2bWQGEEOIKCixCSLNx+P+1LViD1eT/4Boxdw1W7969oatke//+/RRYhBBzocAihDQPZ/9f29z/rHXxP7gOsRFYbv4VrrNoy5cvf+yxx/RbhBMmTHCzGIQQ4g4UWISQ5uHs/2ub+5+1Lv4H13WOrpO1wUW01157rXv37t7e3o8//jgXuRNCzIUCixBCCCHEZCiwCCGEEEJMhgKLEEIIIcRkKLAIIYQQQkyGAosQQgghxGQosAghhBBCTIYCixBCCCHEZCiwCCGEEEJMhgKLEEIIIcRkKLAIIYQQQkyGAosQQgghxGQosAghhBBCTIYCixBCCCHEZCiwCCGEEEJMhgKLEEIIIcRkKLAIIYQQQkyGAosQQgghxGQosAghhBBCTIYCixBCCCHEZCiwCCGEEEJMhgKLEEIIIcRkKLAIIYQQQkyGAosQQgghxGQosAghhBBCTIYCixBCCCHEZCiwCCGEEEJM5v8DVbeoQIw0LuUAAAAASUVORK5CYII=)
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