Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hui_Zhang_051707_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 21 2001 |
Start Time | | 2001/03/21 16:00 |
End Time | | 2001/03/22 04:00 |
Key Words | | Multiple cusps |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 158.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Hui_Zhang_051707_2 |
Minimum Dst Value | | -61 |
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 Polar for time period of this run.
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zbt4sTYhbyj3nxV3iVXDkiJNsmxhSN2wAgcX399empTk7r5ycnLVr1z788MMT07Nq0qRJf//73z/77DPbVtETQGnxk1noqR8IgiCuAJ/P4XK9uKe8qi6P7fGiq9Gp05GnhEnLljk7r7/85S+HDh1qaWlxdkYEyOjq1av/+7//Gxsba+MwegIoLX4yCz31A0EQhCmam5UpKetUqnMOnJuXt4/H85aKF7S3qxk3bILJ3L6daKzqK1ecmhGEqu7ubqdmMZTy8vInnnjCxgH0BFBa/GQWeuoHgiAIU8jlWwZaobheXV36sZ6r16vIuTk57zjDtonkZmnprUaslSt7TSbnZcRWqLKdLz0BlBY/mYWe+oEgiEvR19OTt29f+qZNbbVjGOnARaipucbnc9LSNjpwbm+vSSKZPtDVnefX2lrEuG0TTO677xKN5dSXFVBgsQstfjILPfUDQRCXolEuJ4G55MQJtm1xhO5ux8eyqq3lk0asgoLDDJrECq1FRYKAALiO4qlTndeIhQKLXWjxk1noqR8IgrgUXXq9dO5cUViYOw6kBOqqr8/xATZ7e00y2RqisZTKDxk0jBVy3nlnQCt7e1f/+KOTskCBxS60+Mks9NQPBEFcEKd23HESTU25QmFQTEykyeT4S20VFReIwIKluHiU4QBcHFNLizA4GDSWMCys2+iUQerHH6osQzDcfffdjzzyyKJFi2rteDaNAotAi5/MQk/9QBAEYYTS0lNEGGm14xr/qaDgCElHIplZWvol6DamLJx4Cg4e5Jkf+OZ/8IEz0mdEYJGV3t7e+vr6rVu3cjicceZLTwClxU9moad+IAiCMEJHhyYrK1qpPDiep4QEleqcpR2Lz/cD6SaRzJDJVo2ngxcrdOn1wsBAEFiCgIDWIuZ77tsIVTqFwp4cB6XQ2tr6wAMPwMqGDRtOnz5t2f7VV1/BFnvyHXWvJ0GLn8xCT/1AEMSl6Ovpccf3B5mls1N3a9zRO5fMzG1smzZmKr/7jry1kLFpE+OJjxSqLPOFj6qxrFuwGhoaduzYERQUBF9NJlNgYOB3330H65cuXYL1rq6uUfO1Z68n4Ql+NjY2/vGPf7S+Zn19fdu3b580adLkyZOjo6Phq+3tY4We+oEgiEuRuHQpxMXSU6fYNmTMdHRo9HoVU6kZDNXZ2W+RmQ2tl/F08GKFXpMpcckSInduJCYym/hIoaqWxyM5Nsrlo6ZgDYTOgoICsuvGjRtPPvkkRFL4hHV78rVnryfhCX6+8sor77//vvU1O3HixHPPPVdpBlZO3f4zGmn7WKGnfiAI4lLwORyIi/ItW9g2ZGy0t6t5PF8QQGq1lMFkQbEJBEGQbHLycj7fn8v1Li4+xmD6E0NDYiKRO+Jp0/p6xvv81JqRQhXkAhpLLR39WlinoNVqd+3aFRoaatmyZ88eOODQoUN25mvPXk/C7f0sKir685//3NHRYX3NfH19BQIBWYcVf39/29vHCj31A0EQl6JOKMx9992bpaVsGzI2dDoFaWGqqLjAbMqdnTqtNq2vr0csDof04+KimE1/YsjYvJlorHKrjk3jh8FO7gS9Xk/6YAG5ubmPPfbYlStX/vCHP5SXl9ufLz0B1O39nDFjxsWLF/vvvGYPPvhgY2MjWQfRPWnSJNvbxwo99QNBEIQRqquvlJaecl4/9Lo6oUy2ur5e4qT0nYqppYXv7z/Q2z04mEH1zKzA0ul0u3fv9vHxgfW2trZnnnkm0fxM8+eff3722WeNViNNoMAiuLefEonEy8uLdKWyvmb33HOPpcMdrNx77722tw/LXTZxij8IgiAIlZSeOkUasZKXL2dqnDMGx8ECHnroodmzZ6tUAx3pli9ffvLkScthR44cWbVqlZ350hNA3dtPUNDJyclkHVuwEARBEDelr6cnbu5cZh8U4kju7OLefo7UsIR9sBAE8Ty6jUa1VGpqcZsX5U6Xnd6Xt0/ToVGrpfn5B9raaB9gwjatRUU8b28QWDwfH2NDw/gTRIHFLp7jp/U1O378+LBvC460vX+Ml5ye+oEgiOuQvmkTRN/EpUsZTLOvr6ey8lJm5rby8nNdXXoGU85tyvUyN8gcKz5Ghq1SKHYxmP5Q5PItIlEYsy8qTjAFR46QRizpggXjTw0FFrt4jp+DxsHatm3bJDM7duywHgdr2O39KLAQBHF5ZKtXQ+iNi2LsRTlQV3FxUdajol+/fo2pxPVd+jBRmC/PV6qWSqVzIf3SUicO39XeriZeOFvGOZVek0k6fz7RWMUnTowzNRRY7EKLn8xCT/1AEMR1aFerVefOGaqqGEkN1JVUOmfQQJ08nheDL+KZek2aDk3/wDjgpps3nT60RFHR0aSkFW49OyEA15fn4zPwoNDXV5s2rnkbUWCxCy1+Mgs99QNBEA+ju9vY2amDz6SklURUCQSBIE0SE5eQrzExMzrMqghhi5ITJ0gjlig0tEPj+LVAgcUutPjJLPTUDwRBPImqqstcrjdRUbebrDjNzXlkr0Kxi2wsLv6cXTuR1JdfvjVqw8qVDieCAotdaPGTWeipHwiCuA7jHx4pLW3jnQ8EvTUamWWvydQiFIaZt/sz2IgFWcjlW9y67/nE06nTxURGEo1VcPiwY4mgwGIXWvxkFnrqB4IgLkJDYqIoLCxl3brxTFfX1JQrlb5gEVh1dcJBB5SXnyG7NJrU8dn7C6SHu0QSwVSClKBTKMjw7g53xmJwoNG77777kUceWbRoUW3t6GNtoMAi0OIns9BTPxAEcRGy336btGc43Mm9t9dUXy8BjVVTcy07+y2dbpjO4CZTi0y2hkzq19fHzMTDBQVHIMG8vH2MpEYVVZcvWzpjOXDdGZwqp7e3t76+fuvWrRwOZ5z50hNAafGTWeipHwiCuAg3S0tlq1cXHDnicArmDlgDrVN6vcrGYVlZ0eYhGzgMDovF7AhbNqirE1ZXX2FKGroCaa++emtkrPnzx/qM2Eao0ukUra1FY02htbWVTPYcEBDw7bffWrbX1NQ8+uijsHfUfEfd60nQ4iez0FM/EATxGOwUWO3t6qys7SkpL0EMnjDbGKGxUU4crK3lsW0LY3QbjTEzZhCNlfXmm2M6d6RQpVZLSUGNqrGsW7AaGhp27NgRFBQEX0Ui0V//+lfYSPauWbPmwIEDo+Zrz15PghY/mYWe+oEgiMfQ19dTVyeyZ5goiSQCom98/MIJsMpOGuXy/AMHWotsCQKQC0Q3NDQkTphhE4BepRIEBNyapvDcOftPHClUgQAlBQWSdNQUrJk8eXJBQQHZ9X//938XL16ElbKysscee6y9vX3UfO3Z60nQ4iez0FM/EATxDLq69AkJi2NiIm03XxHIU0JGek1BvtXVV8Y/yqg4PBzkhWz1atuHgXfNzcpx5uWC1IlEXDJNoZ+fTmFvy+JIoQqkNmgse97rtE5Bq9Xu2rUrNDSUfL169erTTz/d09OzePHiTz75xJ587dnrSdDiJ7PQUz8QBHEF+np61FKpRiYb/dARsDwVUqnsagJRKg+np28avzBSKg+SHl0m07jmqE7dsAHkRd4+envKF378MWnEEtrd4Z3BTu4EvV5P+mD1m6eee+aZZ7Zt2/bEE0+Y7uwchgKLQIufzEJP/UAQxBUAdUWCq8NzpyQlLedyvaXS+e3t6lEPtszrl539tmPZWSgqOspIl3mQmDdLnT7ZjosjW7uWVAPxtGndRuOoxzMrsHQ63e7du318fCxbLl26BAd8+eWXY8qXngBKi5/MQk/9QBDEFWhITCSR1f7HQ9YYDNVEMGVlRdtzfF9fT2LiUlBFQwfKGiu9vSZIxGCoGmc6SL+5w3vs7NmkJiQsXjzq8QyOgwU89NBDs2fPVql+ecR8+fLlp556qru7e0z50hNAafFz/Azq68e2OQiC0IU2Lc0xdQXIZKtBXYlEYWN65EemLHQsR7YAB+PjF6anb/KkkRqsaautFU2dSjRW5vbttg92dqiaNWvWN998M9Z86QmgtPjJLPTUDwRB3B21Wsrj+YLASkxcav9Z7e1qsThcKAwafzesiYQMagqL240xYT9Nubl8P79bs+h89JGNI50Xqnp7e7/44otnnnnGMlKD/fnSE0Bp8ZNZ6KkfCIK4NUQnEc0xptfr6usl5KzKykvOM49xWluLpNK5aWkbe3vHO2+jK1Nz9SoRWLCUnjw50mHOC1WQ8hNPPJGZmelAvvQEUFr8ZBZ66geCIK5Au1rdKB9lyKJhkcu3Ep2UmbltTCeCQFEqD+bmvjvOzumg6tyrDcxdKPzoI4vGqrw0vAjGyZ7ZhRY/mYWe+oEgCOt06nQ8X18bcXQkNJpUoq7E4umOjZIwznaghoZEO0cMR8ZKX09Pzt69Fo1V/dNPQ49BgcUutPjJLPTUDwRBWKettvbWw6BTp8Z0YmxsJNE39gwpORSdTiEShSUkLHZYZtk/YjjiGDnvvEPqBs/bu+bq1UF7UWCxCy1+Mgs99QNBEFdAm5ZWeemSPUMfWSgrO03ETVraRscytXQYt2d2nWHp6+uprr5SXy9x7HTH6OjQlJae8sjx3Icla/t2SztWhXnuGgsosNiFFj+ZhZ76gSCIO9LerhaJQkEbCQQB9owsOiwGQ1Vq6gZGJsyZSOTyLWRMCs/u525N+muvWTRW0WefWbajwGIXWvxkFnrqB4Ig7ohc/g/S+FRefp5tWyYaUITgeExMpKcOhTWUXpNJvnWrRWMp3nyz1zx3DYMDjd59992PPPLIokWLamtr7TnL4b2eBC1+Mgs99QNBENZRHjwoCguruXbNzuNv3Egi6iomJmKcrTjd3cb6eklHh2Y8iUwwoKs0Gtk4pz50R/IPHLBoLNmaNaCxGJwqp7e3t76+fuvWrRwOx/6zHNjrSdDiJ7PQUz8QBGEd8gph0ooV9hwMikoimU4ElkaTPM6sFYpd42wNYmUs+OLiYxJJRHX1lYnPml3KT5+2aCxJRISNUKXQKYrseLVzUAqtra2WyZ5tzG6CAotAi5/MQk/9QBCEdcpOn45fuFAttetNwJKSE0RdZWRsGX/WmZnbICkQKw60hIG0kkrnCoVBE/8KIWRKumE53P/MfbnO5RJFDguEqg7NMK2PUrWUqLBRNZZ1C1ZDQ8OOHTuCgoIGHXPy5MnIyMhhz7KdpsdDi5/MQk/9QBDEjQA9QWbFEYmmtLWN3lfGBhB6r1RfaTRUV1Vd1utVo58whKamXCL1ioqOjscSB1AqD5Gs8/MPTHDWrkBLQYEwOJgIrNJTp5pyB78EyqvlEYElH037Dmqmmjx5ckFBgfUBMTExzz77rF6vH3SW7TTH4o0bQ4ufzEJP/UAQxI2QydYQYVFaOrYRswbRYmrh8DkQgI+OTxsplQfl8i0T34zU22uKi4vi8XxUKur6+BPaamvF4eFEYMFSJxL19/VZ9vb09YDGktoxOpp1sNNqtbt27QoNDbVsKSwsfOqpp6qrq22cZTtNz8a9/RQKhXCx77///kcffXTNmjU6nY5s7+vr2759+6RJk0BuR0dH992uWCNtHyv01A8EQdilXiKRzp1rzxCjVVXfE3UVFzd3nJnqu/SMCCwWaWrKG+cgXu5OX0+PRWDBUnHxYodWO9ZEBgU7vV5v6YOl0WiefvppmUw26llj2utJuLefU6dOFQgEBoMBrvT69etnzpxJtp84ceK5556rNAMrp27/N420fazQUz8QBGGXpBUruF5efA4H4qWNw+rqRDyeD5EULS0FNo60E5VeJawTmnpNRUVHRaIwt+swbpmsuq5OyLYtrAGhSpeVZdFYZadONY4wPbONFCzrOp1u9+7dPj4+5CusnD17dtSzxrrXk/AcP0FZ//rXvybrvr6+ILzIOqz4+/vb3j5W6KkfCIKwS821a+Lw8KKjtlqS9PpyHs+b6Ins7D3MGsDncyDZxMSlzCbrbPr6eioqLmZl7dTpstm2hTVIqDLeuFF++rRFZlV9/323wWB/ChYeeuih2bNnq1SqobvwLcJh8Rw/r169GhwcTNYffPDBxsZGsq7VaidNmmR7+1ihp34gCOL6xMcvIOpKJlvF+PDlZWWnpdK57tgOVFp66vZc1+FlZePqlOamWEJVX3d3LY/3S1PWl1/qFIoJyNeBvZ6Eh/iZnZ395JNPlpaWkq/33HNPV1cXWYeVe++91/b2YbnLJk5zBUEQZAxUV1/h8QZkBMgsl5ocpqNDU18vYWUcLIJlNkaySCQRnZ06toxhhcGjWBUXl3/1lXWvrM6mpgnId0x7PQlP8DM+Pv7xxx/PyMiwbMEWLARBPIBmpTImMjJ906aROmAZDFVCYTCoBx7P22ComGDzbBMTE2l+ZPk2WwaA3MzN3cfn+1g0VlLSMraMYYWhoaqno6PmyhWLxoJFHRND5tVxar727/Uk3N7PS5cu/f73v8/KyrLeiH2wEATxAJQHD5IRI1uLhhkQ0mRqEYunEeng1CmZOzo0DgwWKhaHg2FZWdHOMMl++vp66uvFQmEIKSiQpOzaM5GMFKpaCgvLz5z55YnhV1815+dPQL727PUk3NvPw4cPP/7448XFxYO2Hz9+fNi3BUfa3j/GS05P/UAQhEVAVyUsXpwVHT1sC1ZFxYXbcw5GOu/hIMg40s8dshvTiTdvllZVXXaRp3JNTblQSgJBwDhHCHMvbIQqqFH1YrF1U1b1Dz903TleqGM0Njb+67/+q2NWeRju7efQrlEG88sRfX1927Ztm2Rmx44d1uNgDbu9HwUWgiBuRVeXns/3N6urGU4dyRMSJzKuuPiY83KZAKTSuWT+HLYNmThA6AxtgLCmQ6ut/PZb687vmtTUcWa6efPm+fPn2ziAngBKi5/MQk/9QBCERdrV6rba4We8yczcQXSPUnnQ2WZoNLKKigsg6ZydkVOprr4iEk2RSCK02jS2bZkgVq5cuXTpUsNogzK0FBSUWXV+Lz9z5ubtN8bGREtLyzvvvPPwww8rlUobh9ETQGnxk1noqR8IgrBFa1ERmbV36FxypaW3ZnQGxeBSbw66OKTQ4uPns/hu40TS2NgYHBxs+414Brnvvvs4HE5OTo5tq+gJoLT4ySz01A8EQdhCLZWSHu61PJ719sZGOZdLhhX1rq8Xs2WeO5Kevun2XI0n2bbFFVFLJJJp00itI0tsVNSNxERmc6EngNLiJ7PQUz8QBGGLvp6eigsXVOfOWb9F39trio2NJCqhoOAjFs1zR9rb1ZYJhRISFre1Df/4lXLKvvxSwOFYyyzJ9Ok1VxibK4meAEqLn8xCT/1AEMSlKC09SfRBWtqGvj5bsxMyiMnUIpdvyczcBit2ngK2abVpLvgkrqTkc5qHHrUT0PSFR47w/f2tZZYwJKT87Fnbc2LaAz0BlBY/mYWe+oEgCFuozp3Lio42VFVZtpgfDvqY536ZMpHjOVVXXyGKpKbmmp2nZGVFu+YMhqD5cnLe4fP9iEdZWTvYtsh1AS2lPHJEEBBgLbMEHE7h4cPjkVn0BFBa/GQWeuoHgiCs0FZbS+JZ3r5bI4h2dGjE4qmsjJjQ1lYbExMJi/3jQaSkrCNNRIwYoFep8g8c0MhkjKQGdHbqBIIAUpi1tbzRT6Ab1ddfC8PCrGUW398/78ABx4aApyeA0uIns9BTPxAEYQUIXdK5c3m+vnXCW7Msy+VvEEGQmrp+4u3p6+sZ0xNJ0GSgApubbb2ubz/pmzYNPKIKCuo2MvbMsb5eTMqTx/OmZ+CG8XCdy42dOfMOmeXnV/rFF2NNh54ASoufzEJP/UAQhC36enosI2uXl5+5PS5DKIXjMhQcOQLhPGHxYmaTzcjYQkqVz/fT6bKZTdxTaUhIiI2KuuOhob9/6quvalJS7EyBngBKi5/MQk/9QBCEFbRpaYpdu8gIWJWVlyz9stVqKdumsYNepWJ8TuKuLn1S0lJSsEJhiF6vYjZ9D6ZRLo+bO9daZsHC43BS1q3TJCfbPpeeAEqLn8xCT/1AEIQVxOHhELGSVqwoKzvL491SVzk5e9iyp71dnZe3D6SenccbDFUu+ArhUHp7TfHx829rrCCdbvCYrogN6kSimMjIQTJr4GFuQED222+3FBYOexY9AZQWP5mFnvqBIAgrkF5HSV8ts7RdKRRvTti4DEPJzz9AzLDn7UXy1qFYHO4WGgtKVSyefrucvRsa4tm2yM0wNjTkffCBJCKCN1RpBQfnvf9+151z9dATQGnxk1noqR8IgrBCt9GozPjQoq6ys99m157aWh55K9CeHmBK5UH71ZgrYDK1xMZGWTSWUnmIRS3r4vT09bSYWkpaS7Ibs6X10lOlp9bI1oSJwvz5/r48X9+fvf1+8g740Svgslfw917B33n5XfHy/nlg8eF6+/B8vHne9ARQWvxkFnrqB4IgE0/V5cvcA94WdZWXt59tiwZoa6u1s399Z6cONJb9g2a5At3dRplsjaXMpdI59o9J4Rk0GBuuXb92uODw1sytK5JXLEtatjB+YWRM5BTxlEBBYAA/gMPj+PH8vLneg9upxrjQE0Bp8XP8DJrVkm1zEATxTLq69KLzYZZIn5OzF1tTJgwyPurt4Rt8NJpR+mu7BYYuQ05TjqBW8Hnx51vkW5YnLZ8nnTdXOndx4uIF8Qtmx86eKp7qz/Mfj2byNrdO+XJ9B9qo7lRg3lwvn2teflcHPn2vevlfQYGF2ISe+oEgyERiMFSIxeG3AjzXq6Tkc7Ytoo66OiGfz7EMkZWf/4HbjYth6jVxr3NfT399ZsxMDp8z/jYnb543WXx5vhweZ4poSlRs1KKERcuSlkVnRn9f9X1de50l956+HlhA1WmNWk2HBtZ7Tabqn35KWraM6+sL6dETQGnxk1noqR8IgkwMfX09BQWHyUw4A8vPXrU1P7NtFKUYjerExBctTVl8fsD161fZNmoUQFSJ68RbMrdMEU/x4fk40AQVKgxdmbRyb/be86rzkJRMI8trzqvQV+g6dcYeYw8TzaggvTRpafQEUFr8ZBZ66geCIBNAaelXQmGwJaJzv/fizvFqlMvZtusObt4sVSoP6nQK24f19ppUqnOwuF3DzyAUijd/uSJcr6SkZUZjA9tGDUPSjaRFCYu8ecM3U4HYChIEzZfOX5W8anvW9nPl51I0KcpmZX5zflZTlrxRXtJaojVqJ9JgegIoLX4yCz31A0EQp6LRpFieCd4K5JKl4jnTEhYvZnxczXEik60mLxLa7hNG3jeEpa5OOGG2OYkbN5JiYmZa98rKyHjdYKhh264Bym+Wb8rYFCgIHCqqfPm+c+LmHCs+VtpaanI9mUtPAKXFT2ahp34gCOIkVKoLItEUa2kFX7XajHa1urW4mG3rhiE7+20wEmSW7cOam5U8ni8sra1FE2OYsyktPQXuWF+pxMTFra0lbNlzufpyVGzU4JYqrs+8uHkfF3xcwp5hdkJPAKXFT2ahp34gCMI4lZXf3vFAcGAM8dDr17n95glhSMRsSExk28xhAM1kzyuNHR0aWCbAngmjo0OblLTc+pJxud6JiYuqqn6YsHc8MxszX0191Y/nN0hahYnCjhYcNfa4wZiuBHoCKC1+Mgs99QNBqKK5WdnQEH/zZrkzhiBva6vNy/unQMCxjtMCQZBSedDSXalRLidxs/rKFcYNQMaJXl+enf0Wj+djfQX5fH+l8pDzOpxpOjRvKd4KFgYP0lX+PP/dit0Vhgon5es86AmgtPjJLPTUDwTxJPr6ekym1oqKi7m571VWXmpoSIB1lerrvLz3MzPfiIuLsupt4yWVzlcodmdlRaelbczO3tPYmNVv7sE9phy7ugz19aK0tFeFwsA72z+8xOIpNTXDqCiQVhUXLnQb3aZBgja6uw0ZGa9xud7WVxNUV2Lii+XlZ3qYa0mS1EvmSucO7WIVGRN5tvwsI6/1sQI9AZQWP5mFnvqBIO4IyKDOTl1h4cdi8VSBgBMTMyMl5aW4uOcH9aQZ62JuuvCGT4EgQCgMiY+fn539Vk3NT42Ncr2+HDI1GGpyct5LTFwSGxslFAaPlJ1EElFV9d2wlldeuiTfsuVmaekElxgyVkCpq1RnoGoNqSTeycnLKysvj+chaUx9zBTxlEG6KkQYsjdn7wS/8ecM6AmgtPjJLPTUDwRxOwoLj/D5/o5KKN+EhBdiYiIcOneUA0ByZWRsbmzMHsnyDo2GBFPFrl0TWWLIeGhoSACpPahBi3TSgisuk60pKPjI/h7xde11Lya+eMcrgVzfTembClsKnerFREJPAGXBTw8oXA9wAUE8jL6+Hq02LTd3nw3dw+N5i0RTZLLVOTl709JeTk5enp6+MSPj9by8/eXl5+rqBCZTK0mtq0t//Tq3sPCT0tITKtWFnJz3RKJQLteHz+eQdqzhAurQxUcgCEpIWFRU9Gm71VDXNkhasYLn61tzzUVn8evtNTU15bJthSsCJVNZ+R1c65H1t39MTGR6+uuVlZdGmuWQe53rx/+lD3uwIPhY8TEXHGdhnNATQFFgOYIHuIAgHkNHh6a5OV8oDLmzuSg0NXV9Y2Na/0DX9bzr13lNTVnj7IlsOR1WenqManV8QcGhlJR1CQmLY2JmCYXBItHUzMw31Oo4g6HGZGoZc/omU0NiYqdONx4jnYpUOhfKNj//ANuGuC5QMcrLTyclLePzA2yKb1+RKCwx8UWl8kONJrmzU3dIeeiXViue74niE2y74izoCaAosBwBXJCqpbm6XGWzUtOhaTG1NHU0waex2+h5dxsI4pqArurr68nK2j40epWUnGTbOkdIWbcOwmvaxo1sGzIiQmEQFG96+ia2DXEPQGfX1FyTy7eKxVNtiK3LXK+FVs8EnxeGZpd92dSU44BGdws8QAPYCTsCayScnXVfX9/27dsnTZo0efLk6Oho+OpYOmDq4Dc7eL/M6AQ3H0GCoOmS6bNiZs2OnQ0rgYJAP74fbIcF1sMl4VFxUQvjF86TzluUsOjl1Jf35u59N/fdnVk7N2ds3pSxKTozem/O3qNFRy+oLuQ25Y40wElPX0+rqVXdrm41P9eAr3VtdenadEmdJE4dF98Qn3QjqbClsKS1xNBlIKeA/iPvnsAWOEulV1UbquFrbVuteoRWawRxHbq69LW1/Jqan8kbf4O6GAsEQbGxz1dUXGTbTAeJXzgQZxMWL2bbkBFpbJQXFR1ta6tl2xD3A24GWlqKSktPpKSsFYnCLWM9/MT1mmEVSl4a0pGLx/MVCAKFwmCxODwmJlIqnZuQsDg5eUVa2ssKxa6SkhNqdaxGkwKXxl2uCwosZ2bJXuGeOHHiueeeqzQDK6dOnXIsnWEEllMX3q35pECxrUxaCbIsVBgKW36ZI503IOxsTJkOu3y4PiDyBs7imY/kDXcYzztIGBTEDwoWBi9JXPKh8sMfq39M06YNfR8YG+qQiUGtlmRlbQfZJBSGiURTBg1BZFnE4qmZmTs6O1334Zo9tBQWlp46pVep2DYEmQiMxoaCqh/C+Jzb/9Je7zn0ZsbQh4+gyfj8QJBxEsm0mJiImJjZiYlLk5NXpqa+pFC8VVBwqLDwo+LiY5WVF2treXV1Iq02XadTNDQkNDXlwI+ou9sInwyONzEIFFjOzJK9wvX1hVsBAVmHFX9/f8fSAReWJS6bL50/RzonMiZyimhKmCgMPkH3cPicYSfdBGXjx/NzYJJzV1jAbPBupmRmVFzUgvgFIcKQAcXG85kqnro9a3tpa6mxx9hqanXfcVkQF6G319TcrNRq01pbSzSaJIlkpj0RpbTULR8IDqLm2jWer2/KunVsG4JMEJoOTYQkgvzHcnicgVvZHqNWmwrqJz39dal0jlAYau7I5WN+UcOelyqYXbxvLz58vh+fz4FPgSBAIAg0L/7mLaDkOGLxlNjY2VLpvPj4F5KSQMktT0qCZZlMtjYlZZ1MtoZou4yMzQrFzqysXSiwnJkle4X74IMPNjY2knWtVjtp0iTH0hnVBVOvSdepK9eXwwK/Iuv2HljXGrUlrSX5zfk5TTnyRvlP1T99XPDxB8oPTpWdulx1GZYvy778qPCj93Lf25i2cXbs7CBhkC/Xd1CLFGwJ5AeGCcOmiaeB4vHj+wUIAuDn+kLCC2tla1cmr1yetByWhfELZ8XOIgfAWf58f5CAcGSoKBQ0U2RsZLgoHDbCAfD1jlYxhxYwaWni0p2KnV+UfpGkSaprr6swVICPZ1Vn/5nzzy3yLa+lvbY1Yyt4p9ApiCCDT+y75nb09fV0dRksw52DMOrq0pN12Ai35nArrNPl6vWVJlNLS0thY6PcYKg2GGpAOcEdM4SQwsJPKit/KCz8GP58JZIIsXiqeVbd4RuorP/0zf/jC7OzdxmN6pKS43ALPmFzlTiVrOho8jNy5U7uCFO0mFrmxt0aRBT+jctultk4GGp4d7ehs1MHvyC4A4FfU0NDXE3NzyUlX2Rmbk9OXpWYuDQ+fp5EEm5+y9V3pIZeF1lQYHkm99xzT1dXF1mHlXvvvdfGwTb6irFSP0CCFLYUxqpjQa/obwczxjH2DGgd+OTV8nYpdq1PWR8VF+XL8x0kpJhpjTM/+rRIOtIqBnn58H0C+AGgHUH/vZj44mb55k+LPxXXicF9kGsNxgZw39KZzN0BaWLRB7DS0dFE5nFra6u7ebOktbUY/k91OgX8pYJkIV9Bo8ACf7VtbbVwJCgb0DomUyv8/zY351dUXCgq+kSlOn/9+k81NVfUasmNGylwll5f3t7e0N5ep9GkVFdfLir6VKF4KzFxeUzMLIlkRkzMbIlkJkic2NhZsC4ShQuFwQJBcEzMDKn0ebEYBNB0kSiM3MXeHqeA/F36WIbTJFP8MvtfLBQGKpWHGhuzwEHSq53d6+U86vj8lPXrVefOsW2ILaC6pqVtlErnesxEzqwA/11wD3zrplQQWGOoYTwL8y2QvqND296uhvscsyZLqK7+sbj4WH7+Bzk57ygUuzMyNqemvpyUtCoh4UWQaElJS+DuRSwOh58/fAoEQbd/737mn7nPna1o3rc3osAaEdb8VCqV/v7+DzzwwESqFgZbsGJjo+Ce2/yEO1IqnZ+e/qpSebiq6lJV1XclJSchJCgUO1NTN8hkq9LSNmRlbc/L25+Xtw82Jia+GBcXFRs7G1KIi5sLNTs5eQ3UcljS0l6Vy/+RlbUDjs/M3JaRsSk5eVl8/AL4O4uLg/gHEW4KBDmhMEggCDF3eJwVF/c8LLGxsMD6HDge0snM3CGXR6en/wMSBBuSk1fAdvjxwIpMthYOyMjYkpm5VaF4MzPzDfPBb8CW3Nx9KtU3Wm2awVDZ3l7b3JzX2JgNQf3mTZVWp1BWX0lSHhJkbDmTuOxayktwrkIRDV9fjZs9RcAJHlgCOPzBs5A6byF9zkCN+fP9Q4UhYaLQaeKpL0jnvZay7kjOnp+KP5VXXCqrFV6/zquo+Ka8/Gx5+emysq/Kys6WlZ2GdZXqQnn5OZUKvn6pVB7Mydkrl2+FK5WcvDI+/gUoSal0DnxC4aekrM3KerOw8OPKym9u3EjS6bKgZMyPsVIqKi7Dv1Vm5hY4xfx/FGj+Pwo090iFCzQNLnR8/CK44vHxC+EYqCdQW+AiwgG3/7O8zZ1YvV38jnMiF5B0CQmLoUpD4YMKdN4Uby6FWiolVdtQVcW2LbYArU8uU0HBEbZtcWM2pm289WSQzyGvGbkL8Hu0vickwK0d3PKRW0GNRgZK7saNZPiHrK3l1tRcra+Pqa+X1tT8CP+68H9bWvolCiyn4+Pjs3fv3vb29onMlME+WKzHIddcfuB67eN6beJ6reB6RXG9wrheU8zvyCzhem3kem3ner1j/lzO9ZrK9fLjevmYP/3NC/lKFm+meo+ZbZjN9ZrP9VrF9drM9XqL6/Up1+tHtgvK5RfvEcYlJ7et8DvyFwqDzbPBDDRogbIE3W/Wi7AeBDoyPn4+3A3DCtwYxMXNSkhYCDcJsbGRcGuRlLQsO3sPaPTU1PUgXuvrRUaj2mRqbWrKc16/When+soVUmd1CgXbttgCImt6+ia4YdDrR+yJD9oL7utsHEA5x4qP3XoOwPfL1GWybQ4LoMByOvfff39bW9sEZ3r8+PGR3iIc0yVHgeXs5RrX6zuu11dcr4+5Xtu4Xqu5XnO5XtPMaimE6xVsFmS+Zh3msBTzNku6QLP+W8b1iuZ6fcj1Osb1uuK42d7mLkR2jfFtbrXy4/MDzO1eAeamLw6si0ShpFmUPK2LixtoyElIeCEhYVF8/AugWuLi5pmbLWebj4kQi6eZm/QH3rCDE2FvWtqroF0yMrampb1C2lATE5dLpXNB2cTEzIiNjYqPXwzbs7KiS0qO19WJDIZqk6lFr6+8ebO8vV1Nekp1dGjJrarBUAE3pkajFm5SYbH9hA72UtLgxDjXeTz5li0gs9g2ZLyAriI1HAcjHZY4dRzpXOHL803WJLNtDjugwHI6f/rTn6omvDG8r69v27Ztk8zs2LHDehyssQqs5ub8jo4mCDlGY4NOl11RcSE3972MjM3p6a/L5dvz8/eXlHxRVfW9Wi2tqbmiUp3Nz/8A/nHKy8+o1fF6fTmJZy0thVptSl0dv6bmp5qaH6urf6iqumR+evWVSnWushJOjyN9biDsQcyDHOEW39Lhsb29liQCn3AArJCn7GVlZ80pnK+uhmSvgQ03biRBRvBZVyeorr5cWXmpouLrkpIT5eVnzdmdhxWl8rBcvsk8EdssCMZxcfOl0oVS6Xzzk7IXZLKVGRlbiouPgVMVFd+Wlp6EpaTk86KiY8XFJ/Ly3odwLpOtSUpamZi4JDHxxeTkFSkpa2Wy1UlJy83PSdfDjW9m5htZWTszM7fK5dtyct6F1MrKviJ9AhSKnTLZuuTk5XCuVDqP9AeCFTg9JeWl9PSBJ6eQRXLyyoSExXADbe4qNBMOk8RG/iyZcU0y86eYyM8lM6JFU9eKQuYKAsN5/hxHe4nBPyCHzzG/EOAfKgyKFE+ZL566VBT2qnjqLvG0/eJpp0H9JIFM2Zidvau4+HONJgWqAdEWcHVgIT2i4Lo0NsphMT9YzGluzrt5s2RUmYLQRrNSSapexYULbNsyXqBuJyYuFQqDNBoZ27a4HKU3S/15/uRP5rzqPNvmsAYKLKfz+eefP//88w0NDWwZMB7oqR/uTk9fT+XNyqQbSZerL39e/PnunN0vp748J3ZOiDBkaM/9sXYC8+P5TRVOXZy4+ED+AXmjHF+ERByjXa0m1aqWx2PbFmbAhsyhwP9DVFwU+ffYLN/MtjlsQk8AZc1PF3k1zzHcyFTEBiC/9F160EbHi49vkW9Zmbzy+djngwRBpA3/1oisY5FcPtyBpq/pkulrUtYcKjgkqBWUtJYYuyntV4TYiXzLFp6/f9Fnn7FtiL0M7eZsoazsdFxcVF2dcIJNcn3+kfEP8kexKGER5Tdj9ARQWvxkFnrqB7WA9iKLpkOT35yfrk3/tuLbQ8pDbyre3CDbME86L0gYZKf8ImNPhAhDZkpmLk9e/n7++2mNac4baANxO3i+vlBT0je5xwR/N2+Wkjlbhh03n8/ncLleiYlLJ94wV4ZXyyP/BsHC4CpDFdvmsAw9AZQWP5kF6kenTtdjZK1lotdk6jIYwIbWkhJYOpqaiB7oNhg6NBrYbtRqWwoKGuLjNWlpzfn5hspK2MuWtR6M1qgV1An25uydI50TLAgGIWV/o5c/z3+6ZPqSxCWvpr16pvyMZb5IhCoqLlwQ+PvHzprl4u8PWqisvES6savV0qF7i4uPSSQR1dVu31ufQWrbasOEYaSRO04dx7Y57IMCC7HFwFuEECK9vXk+Pny4+/Q2P03y8YGF5+fH53AEHA588vz94SscMzDLM3z6+AgCAkShoTGzZsUvXJiwaFHMzJmiKVMEwcGCwEDYJQwJiZkxI2Hx4qTlyxNffDFu3jzJzJmS6dPhMPj/FYWHC4KCBpKFjLxHeHlupO3m2aiFgYGisDDxtGnxCxZAgpDyQIJ+fjGzZ6e/9lruP/9Z8/PPzXl5hooK+GyrrUVN5hjqdvX3Vd+/k/POatnqSElkAD/AzqeNUGkiJBELExa+mfXm2fKzymYl5Y8SPB74icEvES4+/DDZtsVeOjt1mZnbsrPfxo5W9gA3vq+kvkJ+4O/nvc+2OS4BCizEFrcElscvPj6SiIjMrVsrL15sLSkxNjQY1erGrKy8fftkq1env/567nvvFX32WenJk9U//gj330at1oYmg12dOp1WLtempLTV1JAj6dFwxh5jtaFaWCfcm7N3vnR+gCDAzqHwSaeuRQmL9ij2cK9zdW4+nzFiTempUwM3Pz4+qq+/ZtsWxCmI6kTkhxwuCcf7JQIKLMQWUD8k4eGCwEC+n99A65SvL6zw/f1JS5V5jHFv8r850MQFx5gXrtUu64alW1tGbny6o4HK2xtygayFISHiadPioqJiZ88WT5060BYFG4ODYSOoIsn06XFz5iQtW5a4ZIl0wQLYwuNwRlJRTGoyMA+cgnLgcAaa5aCIAgJIKQ3jOFmB0oODQ0IEAQE8f38+aQIMCRGFhoqmTBGFh4Px0nnzZKtWZe3YUfTpp7UCQVNubodG021w72dq8G9b21Yrb5SfKT/zUspLgfxAe1q5yNuLEZKITembLlZcLNeXe8ysQbQBdxdwl0J+Ajj/oA3a1WrFrl3Fx46xbciYMXYbg4XB5Jeboklh2xxXAQUWYovx1A9Ta2trSYkuK6s5J8dQU9PR1NRrMt3qQWU0whbYpZZItGlpLYWF7XV1cAB8GtXq8ff6gtMhd0iqOT//Znm5oboatkC+jRkZ5WfPKj/8ULZ2rXTuXFBsIGhAQfKY1V5OWHje3iDIBp6uBgUNyM25c5OWL0975ZWcvXtLvvxSHRcHRQ1uGhsa4D+axT5zdgKVoK6tDv6Ivyr/amP6wDzfIFHtVF0cPicqLuqjwo8qDBVs+4HYRb1EQi5g+ZkzbNvi0oC0IgUFd1Zs2zI23s97n/xC31S8ybYtLgQKLMQWlNQP0F4g8kpPn05dvz4uKmqgN1hkpHTBAkV0dJ1IVPXNN/kffJC9ezd8TXnpJdBk4qlThYGBfNLhjLThERlk7oXG53BEYWFweuLixZJp0wYatwIDBeZmv19av0hvtiHtfEw2sHE4wuDgmJkzE5cty3j99aKjR2t5PHDTqNVaFJj1g8sug6FLrwcRzNJFGKC2rTamPuZw4eGliUvhhnhUyeXL8w0VhsLBR4uO1rQxP48swghwA+CmusEGXU54PRbuNuHfA/6Cul3+HsmaKkOVn3l61mniafhk3xpKAmg/CizHoKd+OAxpkyMtZPYcDArGWsR0Gwym1lZQNqaWlrba2malsl4kKj15MuvNN2Vr1sQvWDDQQz84mO/vz70t5hhTYOZ2Ox55ZcGSsvklBviXh3xlq1cr9uxRXbjQKJeDhax0IytpLTlVempDyoZZMbNAS3H4HFCmI3nlx/N7Pvb56Kzoy1WX8V1FFwFqjtjcSFxqNWGXu6NSneNyvdLSNjKecrd9/yQuxStpr5DWZd51Dxk/linoCaC0+Mks9NQPtwD+ebtAkLW0tBQWNiQkVHzzTeFHH2W+8UbS0qVxc+bEzp4dM2MGBDORWZAx/NzTLMh4/v7CkBDJjBnxCxemrFuXvWdP8eef1/J4N8vLJ6zpC/Rp0o2kLRlbQkWhNsQWuZ9+S/FWYkMidrllkdbiYnJBio4eZdsWRxj2FcKUlHUgsPh8Tjf1g+tK1VLyc5snnce2LS4HPQGUFj+ZhZ764ZGAGjPU1DSmpZV++SWIodQNG+KiokCBCc3jZYAI43M4A127zCuwURQWxg8IGHhNwYGmMm9vSBBSSFi0KGPz5qJPPqm5dq1RLm+vq3Nen7Cevh5Dl4FXx3s94/UwUdhIjxRBh00RT9mUvklQJ6hrr3OSMciwJK1YARch4YUXOjQatm0ZM/X1ElBRsuRVJSdO5B84APc2ZHtzszIzc1tNzTV2zWMduHVZmbyS/Mqym7LZNsfloCeA0uIns9BTPxBr+np62urqrnO5hR99lPbaa/Hz5wtDQshQZ451GuN5e4Okk8ycmbh0aeaWLUVHj9aJxW21tcy2e8HffZY260jBkeXJy/35/jZ6bs2Rzvms6DPsL+JsOnW6gafbXl4p69axbYsjZGVFk7FGuVMH6k7Z6dNsW+RaJDYkkt/UVvlWtm1xRegJoLT4OX7cdNpEZGLoNhrb1WqdQlFz7Vrxp5/K33hDtmZNzKxZgoAAxwbC4JmbvoShobGzZycuWZK+eXPBoUPlX39d8+OP9TExN5KTm5VKQ02NA1Istyl3T/aeeXHzSA/ckR4j7srald2YjQNAOIP0TZugmAVBQa3FxWzb4gg3b5ampm4ozPlIGBTE8/VtlMvZtsi1eCv7LbhdCRAEFLUWsW2LK0JPAKXFT2ahp34g46evp6dDo4EgVHbmjGLPnpSXXopftChm+nRBYOAvb1A6ugzosICA2Kio1A0bBsZ9/fRT1fnztQKBobLSHu1VZag6Wnh0dfLqkXpuwcYIccT2rO1x6rgWU8sEFJfHo1epxFOnQulK585l25bxAvcVOILXIDQdGvLb2ZKxhW1bXBR6AigtfjILPfUDcTYgvwwVFQ1xceXnzil27Up68UXJbe3FQH988zi3wuDguLlz015+ufjTT9UxMTfLy4d93d3UaxLXidfK1sLN90gpRsVGfVv5LTZrjYecd94hxenWDT86nSIzc5tGI7Ns6ejQ5OcfUKnOsWiVK7BFvsXLPAGDzKpwEGvoCaC0+Mks9NQPhEUG3o7U69vr6m4kJZWdPp23b1/Wtm1pr7wiW7UqaflyMlYFPyDAwaYvPz/JtGnxixalbdxYfPSoNiUF8rJkrdAp3st9b2bMTB/uMPP5+PB85kvnny8/j+8hjpXWoiJSitIFC9gdXG2cSKVzuVyvmJhIy5bi4mOkY1Yrxc/FNB2aEFEIXOC5UrdvnnQe9ARQWvxkFnrqB+L6gA7T5eZWXLigPHQo+513MrdtS1qxIiYyUnh7nDB7JRd8+voKgoIkEREpa9bkvP226sKFG+mpisrkw8rD8+Pn+3IHt2yB/Hoh4YWfan5iuwzchrz9+0nh1fJcemyknr6eotYiG02VeXn7QEspFLssW9RqKWwRicKcMdaou7BLsYs8WJfdwOarEaEngNLiJ7PQUz8QD6DLYGgpLFSdP6/YuTMZtNfs2QN9k8fy2iPPx0cyfXrKKxuOfLV+9tWpQ8d94Ag4byrerGvDsR5sYaiuJgUmW7PGxZuvNqZtBEOjs6JtHNPRMXiAifZ2Nc0jYBm7jWtT1kK5RcZE4mN0G9ATQGnxk1noqR+IB9Oh1WrT0yu+/jp79+74BQuEoaFD5+Qedrnm47V3g9fM097e1+7sEc/1Xi1bXWmoZNszFyX15ZdJUdVcc/WRokAigKFLE5faOEalOpeSsq65WTlhVrk4FyoukB9CYkMi27a4NPQEUFr8ZBZ66gdCG309Pe1qdfVPPykPHpRv3SqdPx+EF3eEtx1BaW17wyv40uAds877fbPh+cxt2+piYth2yFWounyZiNeERYvYtmV0lM3Kg8qDpTdLRzrAZGohPa4yM7fB176+nsrKSyC5hh3hnQZ6+npeTXsVKr8/31/drmbbHJeGngBKi5/MQk/9QBCCvry84uLFvP37s3buTFq6VDxlCp/D4d3WVF/O8nrhkztl1s9es770OrTUi+frK546NXHJkuITJ6h9pf9maanA/DoCz9tbm5HBtjnMkJa2kc/nkHHbNRoZ0VvUDuMub5STmv9x4cds2+Lq0BNAafGTWeipHwhiG0N1dZ1YnL1nj3TevEszApYf8va587khfF1yxOubKbc3+PpKZszI3LmzPi7O1NrKtvkTQa/JFD9/PnE///332TaHSSw9rvR6FY/nCwKrsdGNx54YD58Vfcbhc0KFoUp8Zjoa9ARQWvxkFnrqB4KMlZst2s1JGweN7+D9s9e8z70+eWFI93lf35gZMzL+8Y/Kb7/t0uvb6ur0FRV9PR7VQThzxw7PGJrBBs3NyvLy0y0tBWwbwhqkQr+e/jrbhrgB9ARQWvxkFnrqB4I4Rqup9YjyyKzYWYMk1bSvvQ8vG+2lRW9vQVBQwuLFNVeusO3HuOjU6VLXrydO8QMC9CoV2xY5BZOphc/ncLleSuVBtm1hB4VOERUbxRFwhHVCtm1xA+gJoLT4ySz01A8EGSfVhuqVSSsHzcMTepWz9+1p/NDgUUeLkMycWf3994PatLqNxrbaWrY8shO1RMLncCySsT42lm2LmKe6+opKdc5o1BKBVVx8jG2L2GFp4lK4zBGSCLYNcQ/oCaC0+Mks9NQPBGEErVG7P3//oOmlw8Xh8kZ5s1JZ/NlnslWrRNOmiadPF4eH8/z8Bistb2+evz/f1xckS9zcuWQSobg5c6xHn3cpSo4f/8V4H5+qy5fZtoh5dDoF6dheUXHeYKhqaEik8xVCTYdmceJiuNLbzC9UIqNCTwClxU9moad+IAiDmHpNHxV+FMIPsVZPa2Vr69oHj1DabTSWffWVpQVopCVmxgx1bKyhutp13k/UyGSxUVEWC0EFttd55virbW21pGO7QBDY3JzPtjms8W7uu+Ri4+gMdkJPAHVvP4VCYWho6P333//oo4+uWbNGd/tPtq+vb/v27ZMmTZo8eXJ0dDR8tb19rNBTPxDEGVyuuhwi/EVmeXO9dyl2GboNgw7rNZlU589LFywYGBLCx4fn7W0ZGII/ZAogYVCQIDAQDq6XSFhxCig+dszaJPkbb3hqr3ZCYeHHpBFLKAyms/kK+Lz4c9Ici1Nz2gk9AdS9/Zw6dapAIDAYDBqNZv369TNnziTbT5w48dxzz1WagZVTp07Z3j5W6KkfCOIkjN3G93Lfs37Z0Ifn803FNyMdT5RKh0ZTc/Vqa3HxzfJyG+1b/MDAlA0bJrJTebfRWPjRRxYDBAEBVW7eQ98eOjt1cXFzyBSEdAoshU5Bqm4+xW14Y4WeAOo5fur1+l//+tdk3dfXF4QXWYcVf39/29vHCj31A0GcSoupZX3qemtxtFux28553LoMhoKPPopftCgmMpKILd4gpeXjIwwJEQQGikJC0jZubC0pYdz+ppyc/AMHYmbOtJ5iKCs62rMbrqzp6tLX1FzT6z3zBclRuVZzjVx1nB7HfugJoJ7j59WrV4ODg8n6gw8+2NjYSNa1Wu2kSZNsbx8r9NQPBJkAFDrFwviFFmU0XTLdgdEajQ0NnTpd8fHjotDQEQeA8PERTZ2a989/6hSK8XTbuiGTydatI4OzD1ry3n3X4WQRt+OTok9eSHjhRMkJnN3ZfugJoB7iZ3Z29pNPPllaemvmrHvuuaerq4usw8q9995re/uw3GUTp7mCIJTyWfFn3txbozl487w/VH7ocFKG6ur0jRu5pJ/WyCNBCIKCCj/5pCk311BRoa+shLO6DYYOjQa0V4/RWPXjjylr1+bs2dNSXFz+5ZcJL77I43B4vr684WZm5Pv4xC9YUMvnM1ggiIsDtwHk8h8tOsq2Le4EPQHUzfwcVt/Ex8c//vjjGVYzfGELFoK4I/EN8cHCYIts8Rf4R2dFG7oGd363k76eHpBKvSYTfGZt3y4MCRlWGw3f1mXfYaKQkOxduzRJSR42+jxiD4ZuQ2RsJIfPSdOmsW2LO0FPAHV7Py9duvT73/8+KyvLeiP2wUIQN8XYbdyeud1axfjwfI4UHGHqEYw2LS1r507pnDnC4GA7xdagh4ygvURhYQUHDxrV+Fo+1ZDxRffn7WfbEDeDngDq3n4ePnz48ccfLy4uHrT9+PHjw74tONL2/jFecnrqB4Kwgkwji5BEWEubxYmLW0wtzOZyIzk5dcMG6bx5cVFRcbNnx0REiKZMEU+dKoIlJCQ2Kqr05Mm0TZtiIiOTV6++fu1al2GgLQ0bqxBCmCgMauaG1A1sG+Jm0BNA3dvPoV2jDOQfsK9v27Ztk8zs2LHDehysYbf3o8BCENej5GbJyuSVFo0VLAzGsRwRF6HKUBWdFb0zayessG2Lm0FPAKXFT2ahp34gCOtI6iV+vFtz7Pjx/cT1YrYtQpD+DakbyPii+P7gWKEngNLiJ7PQUz8QxBWoMdRMF0+3NGW9IX8DoxrCLmSGnMUJi9k2xP2gJ4DS4iez0FM/EMRF0HRoZsXMsmiss+Vn2bYIoZcqQ9X61PU7Mnfg9DgOQE8ApcVPZqGnfiCI69DT1/OB8gPLQFlb5VtTNClsG4XQyIH8A6Qelt4sZdsW94OeAEqLn8xCT/1AEFfjSOER67cLN2dsxlYEZIJJ06YFCYOWJi7FuucA9ARQWvxkFnrqB4K4GsZu48upL1trrBkxM4w9RrbtQoZB36U/qDx4tOioJwkRXaduRdKKJQlLNB0atm1xS+gJoLT4ySz01A8EcU3ymvP25OyxaKxp4mkQ9tg2ChnM5arLnjcXMq+WR5wC79i2xS2hJ4DS4iez0FM/EMSVIU9qSLSbIppS0lrCtkXIHSiblRw+B66RJw1gBlJ+lWzViqQVqOkdg54ASoufzEJP/UAQF6fKUBUoCCQay5fv60mB3DNoMbUYuz3nAW5PX8/SxKUgGT2pTW6CoSeA0uIns9BTPxDE9alrr5smnmZpx6o2VLNtEeKxqPQqUtPezX2XbVvcFXoCKC1+Mgs99QNB3AJ9l36BdAGJfP4C/1h1LNsWIR7L0aKjG9M24gANDkNPAKXFT2ahp34giLug0qvCxeG3Rsnien9Z9iXbFiEeiKReskW+Rd4oZ9sQN4aeAEqLn8xCT/1AEDeixdQyL36e5dXCo4VH2bYIGS99PT2qc+eKjx3rNrpER64wURhUraWJS9k2xI2hJ4DS4uf4uetO2DYHQZDhic6KtmisPdl72DYHGRcamYxczOorV9i2ZQBSu44VH2PbEDeGngBKi5/MQk/9QBB3ZH/+fovG+qbiG7bNQRzHUFXF53B4vr46hYJtWwYGaLhQcQGfD44TegIoLX4yCz31A0HclNPlpy39sQpaCtg2B3EcU0tLh8YlxkwnzVdhojBPGph+4qEngNLiJ7PQUz8QxH35IP/WzNDBwmB9l55tcxC3593cd6E6RcZE9vT1sG2LG0NPAKXFT2ahp34giPti6jWtTF5JNNYL8S+wbQ7i9rSaWmPrY3EA93FCTwClxU9moad+IIhbo+nQTJdMJxprnWwdPtlBHEbeKOfwOVFxUdgaOk7oCaC0+Mks9NQPBHF3lM1KP74f0Vg7s3biwx3EMY4VHyO1SKFjv7u9W0NPAKXFT2ahp34giAcQq4715nqT6Ph1+ddsm4O4Jep2dXRW9EHlQbYNcXvoCaC0+Mks9NQPBPEMvqv6jggsH55PblMu2+Yg7keLqUXT4RIvM7o79ARQWvxkFnrqB4J4DO/lvmd5qRAjJTImattqOXyOL88XB8EaP/QEUFr8ZBZ66geCeAymXtOypGVEYy1NWood3hH7SdOmkZpzueoy27a4PfQEUFr8ZBZ66geCeBL6Lv0U8ZRbMxUW4UyFiL309PWcU52DOmPsdokpEd0aegIoLX4yCz31A0E8jMKWQsssOjjCO2InpTdLr1RfwQEaGIGeAEqLn8xCT/1AEM/jRMkJIrBmSGbgqA3IqICu4vA5UGHwFUJGoCeAeoKfjY2Nf/zjH62vWV9f3/bt2ydNmjR58uTo6Gj4anv7WKGnfiCI52HqNa1KWkU01puKN9k2B3F1jN3GIGEQ1JYjBUfYtsUToCeAeoKfr7zyyvvvv299zU6cOPHcc89VmoGVU6dO2d4+VuipHwjikaj0qkBhIHZbRuykylAlqZfgixGMQE8AdXs/i4qK/vznP3d0dFhfM19fX4FAQNZhxd/f3/b2sUJP/UAQT0WqlpLRR8NF4ep2NdvmIK4LVI9LlZdwaA+moCeAur2fM2bMuHjxYv+d1+zBBx9sbGwk61qtdtKkSba3jxV66geCeDAfKj8kjVhvyN9g2xbEdVmcsBgqyYqkFWwb4iHQE0Dd20+JROLl5UW6Ullfs3vuuaerq4usw8q9995re/uw3GUTp/iDIMgEou/ST5NMIxorsSGRbXMQFwWkFdSQ1bLVbBviIdATQN3Mz0H65plnnklOTrbsshyGLVgIgtiDVC0lAitcHI49bJBhaTG1COuE8Mm2IR4CPQHUvf0cqWEJ+2AhCGInmzM2D2gsntcXJV+wbQviihS1FuH4ogxCTwD1HD+tr9nx48eHfVtwpO39Y7zk9NQPBPF4dJ26YEEwmaMQe7sjgyCjpkXGROKQaUxBTwD1HD8HjYO1bdu2SWZ27NhhPQ7WsNv7UWAhCMV8rfqaPCjcnLGZbVsQ12KXYhdUDA6fg48ImYKeAEqLn8xCT/1AEBow9ZqmS6YTjSXTyNg2B3Eh1O3qIwVH8B0IBqEngNLiJ7PQUz8QhBJStalEYM2KmYW93RHEedATQGnxk1noqR8IQg+3ertzvX6o+oFtWxCXoMXU8m7uu0eLjmIHLAahJ4DS4iez0FM/EIQeqgxVU8VTQWCFicKwEQsBzqnOEc2dpk1j2xbPgZ4ASoufzEJP/UAQqtiXtw+iqTfP+5uKb9i2BWGf3KZcDp8TLg7XderYtsVzoCeA0uIns9BTPxCEKky9Jo6AAxprmngavjWG9JufEmJzJrPQE0Bp8ZNZ6KkfCEIbJ0tOkqdCB5UH2bYFYZmevh4cYpRx6AmgtPjJLPTUDwShDX2X3p/vDwIrQhJB57ijoCpkGhk+FIOaEBkTGSQMUugUbNviUdATQGnxk1noqR8IQiEXKy6SRqwzZWfYtoUFDioPEn1J+atz8kY5qQanSk+NfjRiN/QEUFr8ZBZ66geCUIiuUzdHOgciqz/fn8KeWGTs8iBhEOVPx0BfgtaMzoqmsyHTedATQGnxk1noqR8IQidkBjpYJPUStm2ZaEBTnlOdUzYr2TYE8UzoCaC0+Mks9NQPBKETfZf++bjnQWCFi8Mpf1JGLaZek0qvYtsKD4SeAEqLn8xCT/1AEGp5N/fdgTGxuN6XKi+xbQvCAgvjF2IHLGdATwClxc/xc9edsG0OgiBOx4fnMzA7YewsfZeebVuQiYbDHxgRbVvmNrYN8TToCaC0+MksdyEIgiAI4hBsx/AJghY/Gcdlq4jLGtbvwra5rGH9LmybyxrW78K2uaxh/S5sm8sa1u/CtrmsYf2ubRuz0OIn47hsFXFZw/pd2DaXNazfhW1zWcP6Xdg2lzWs34Vtc1nD+l3YNpc1rN+1bWMWWvxkHJetIi5rWL8L2+ayhvW7sG0ua1i/C9vmsob1u7BtLmtYvwvb5rKG9bu2bcxCi5+M47JVxGUN63dh21zWsH4Xts1lDet3Ydtc1rB+F7bNZQ3rd2HbXNawfte2jVlo8ZNx6KkiDIKF5gBYaA6AheYAWGgOgIXmAPQUGi1+Mg49VYRBsNAcAAvNAbDQHAALzQGw0ByAnkKjxU/GoaeKMAgWmgNgoTkAFpoDYKE5ABaaA9BTaLT4yTj0VBEGwUJzACw0B8BCcwAsNAfAQnMAegqNFj8Zh54qwiBYaA6AheYAWGgOgIXmAFhoDkBPodHiJ4IgCIIgyISBAgtBEARBEIRhUGAhCIIgCIIwDAosBEEQBEEQhkGBhSAIgiAIwjAosBAEQRAEQRgGBRaCIAiCIAjDoMC6xV23GbQ99/+3d/+gTW5xGMcvCloNeBMJSgKxFOc6OBTEVlSq+G90sNS0FYdA6ao2ba246OQmWJBsCuIgLiq4ODgJRZxS0uqFlhZSY5smEYQMyT30vYTkvDknb9rDJZz3+5neHHK4+T28Fx/b15xv3y5evBgIBKLRaCqVcm+sVCp3794NBoOhUGhyclK81K/bpGloP378uHbtWnCbuBAv3Rt9G9qHDx/Onz/f1dUViURu377969cvZ93L4IQmhaZar+fb0HYzOKFJA3KnaegHzOVysVhM9cVX1odGwWog3QeZTEbcHC9evNjc3FxeXh4aGnJvmZubO3ny5D/bxMXz58/16/aRQjt16tT09HR+WzKZFC/dW3wb2oULF96/f18qldbX1xOJxNWrV511L4MTmhSaar2eb0PbzeCEJg3InaahH3B8fPzRo0eqgmV9aBSsBtJ9IBrV06dP9e8UBUL8v+dci4vTp0/r1+0jhXbw4MFisehcFwoF8dL9TkITREqBQMC51gxOaPXqQ9OsE9oOBic0LwNyp0k0A6bT6ePHj//580f6M8I/oVGwGkj3wdGjR+/fvx+JRA4fPjwyMpLP593vPHToUC6Xc65//vwZDAb16/aRQrt+/frs7OzW1paIa2ZmRrx0v5PQhLdv3549e9a51gxOaPXqQ9OsE9oOBic0LwNyp0k0A165cuXly5dV158R/gmNgtVAug/27t178+bN9W03btwYGxtzb9mzZ0+5XHauxYXYol+3jxTa6upqd3e382yWuFhbW3NvIbSvX7/29PRkMhnnpZfBCU0KreV61ceh7WZwQqsqBuROc1MN+PHjx76+PufxKdWvCK0PjYLVQLoPRI8W9dm5Fh0rHA67t1jfwVuSQhscHEwmk7VnsMRL9xafh/bp06djx459+fKltuJlcEKTQtOvO3wb2m4GJ7RqswG505pSDdjb2/v582fnWlWwrA+NgtVAug/6+/tFr3Kus9ls04Jl/W+RW5JCO3DggOoZrBo/h/bq1atoNDo/P1+/6GVwQpNC06zX+Da03QxOaFXXgNxpKqoB/3Lxvtea0ChYDaSbIJVKDQ8P135FeOvWLfc7nz171vTfO6jW7eP+V4QzMzPOT7CmpqaaPkXr29CePHki/hK8sLAgrWsGJzRVaKr1KqHtaHBCUw3InabhZUDVM1jWh0bB+o+qa8/OzobD4VAoFI/Hmz7kXqlU7ty543zt07179+q/yaPpuk2ahra4uHjp0qW/t12+fPn79+/173cufBua+291pVKpqh2c0FShqdarhLajwQlNNSB3moaXAVUFy/rQKFgAAACGUbAAAAAMo2ABAAAYRsECAAAwjIIFALZp91hxzfG6mn9mX6Pa/u7duzNnzuzfv198jNHR0Ww229an9XLKMtCxKFgAYJt2jxVvebyuvmCptp87d+7Nmzf5fL5YLD58+FC0pbY+rZdTloGORcECAJt5OVa85Vc76guWl2+GFD2p6dcOaz6tl3WgY1GwAMBmXo4Vb3k4ib5gtdz++/fvx48fe/kRlMfzvIHOR8ECAGt5PFa85fG6+oKl3+48wnXkyJGlpaW2Pm3LdaCTUbAAwE7ejxVv9ydY0pPvLbcXCoUHDx4MDAw03a76tPp1oMNRsADAQm0dK/4/PIMlOpbmIaodn+cNdCwKFgDYpt1jxVser6svWKrt8Xg8nU6Xy+WVlZWJiQnVM1g7OM8b6HwULACwTbvHiusPga7X9D+n2v769esTJ07s27cvFoslEomNjY22Pq3mlGWg81GwAAAADKNgAQAAGEbBAgAAMIyCBQAAYBgFCwAAwDAKFgAAgGEULAAAAMMoWAAAAIZRsAAAAAyjYAEAABhGwQIAADCMggUAAGAYBQsAAMAwChYAAIBhFCwAAADDKFgAAACGUbAAAAAMo2ABAAAYRsECAAAwjIIFAABgGAULAADAMAoWAACAYRQsAAAAwyhYAAAAhlGwAAAADKNgAQAAGPYvWBMCj342vT0AAAAASUVORK5CYII=)
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