Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-03-20020531_134800_20020531_183300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/31 |
Start Time | | 2002/05/31 13:48 |
End Time | | 2002/05/31 18:31 |
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 | | -23.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-03-20020531_134800_20020531_183300-constBx0 |
Minimum Dst Value | | -11 |
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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEp1bCAwNCAxNzo0NzoyMyBFRFQgMjAxOCmVTDUAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyOTctMDMtMjAwMjA1MzFfMTM0ODAwXzIwMDIwNTMxXzE4MzMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdlb3RhaWwgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDUtMzFUMTM6NDg6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA1LTMxVDE4OjMxOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4xODI2NDA5OTk1LCAibWF4IjoxLjEzNjk3OTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0MmsV2AAAABGdBTUEAAK/INwWK6QAANORJREFUeJzt3Xt0FGWa+HFIgASImY4ECJBAkIvBAYQYWC5RAgblpkY3OnG4i0q8zcQ1QJCA4DKa2QOc6DKQWWAnnoNO1IxmRkDGw5rdE3cYJi7RzQ4RggKCGySOEeJMK9HweyY1v9r27a5Od6c6Xen6fv7Iqa7U5a3n6ar36arq6m5XAAAAYKpuoW4AAABAuKHAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACThWeB1a1beG4XAARVMA6ev/vd70aNGtXukoOx6jDuC8J408JGeGbI6J3HOxIAvAjGQTI9Pf21114LyarD75ivb5GJmxZ+UbKI8Ayrvx+V3nzzzVmzZkVHRw8aNGjFihWfffaZNr6pqWnJkiVXX311fHz8U0895Tq7q9jYWI9raW1tXb16tcPhiIuLKygokJfa+P379990001RUVGyuqVLl54/f97j7EatMlqs0Xh/l6Nsnd4eL812n9gLjxN7j0ljY2NSUpLrLB9++OGCBQscbWRAXgYWHCJvFEmjlRqNNyXywaBsrx6E7t27Dxw4MCcn5+zZs15mD6D9DQ0NDz/8cHJycs+ePWWuOXPmSNA8NkYZKQPXXXed6ypkeMyYMR771Lq6urvuukuOTr169UpLS3v11Ve18V988YW0c9SoUb1795a133HHHYcOHWq3ze6NCXgCd3KE/Oqrrzq+6gAEu3Twkmt/+dtU7++lTkBZ1q7wDJC/x4jZs2cfOHCgubn5008/Xbly5fz587Xxy5Ytk+Pv+Tb33HPPv/7rv7ovatu2bfn5+R7XUlJSkpqa+lEbGdi1a5c2fubMmfJ5Tqq3S5cubdq0Sfpgj7MbtcposUbj/V2OUfTabbZf+5sysfeFyyHsmWeecZ1l6tSp69ata2qzdu1aeRlYcDyyVeSNImm0UqPxpkQ+GNwLLG3g22+//eSTT5544on09HQvs/vb/nPnzg0bNkwWe+zYsb/85S9SVb/xxhu33nqrx8YoI2VASqXf/OY3+r9ef/11GeNeYJ04cUKqwy1btpw5c0Zql9///vd///d/r/1L1vXAAw/IBF9//fWFCxdefvnlGTNmeG+zx8YEPEHAs3S5Ast7rv1FgRV+uliA5FDy4x//eGAbGdA/FUmmpdBJTEyUT6Xay5/+9KcDBgyQj3ePPPKIHGj0ya589zyB+yqk2+jbt6823K9fP+katWGpsdwPxLLk4cOHy27msbXSV0n/qg3LwPTp092nkd63T58+7W64a6uMFuvL6nxZji+7jcdmd6Sb97JwOXiNGDHC6XS6ziITyLZowxcvXtSn70hwPAr7yBtFst2VKuM7GPmWlpb169cPHTrU4XBI3aCN9LK/79y5U/q26OjoKVOm1NbWauMPHTo0ceJEGSn/0ioh951d2fwvvviid+/eMpCbm+v6CWrPnj0yxnv7PYb9vvvukzrV4zYazeLatldeecV1FbJ1r776qnvjf/jDH27evNnjKmRzZKOMGuC6Ui8HySsGwfd+8PR3Fvfjtse0Gr0NXB0/flxKTNmW2NjYO++8s7Gx0ZfN8b5SeQPIAmV6CVQAuZYK/h//8R+Tk5Pj4uKWL1/+5Zdf+hWldrfIYzzd3+2uEW53mUZtdt893dflS+984403/vKXv9QbLB8PBg0a5MvbtYvqYgWW5DgzM/NsG/kkvWHDBm28pPCOO+6Qz6P6S5nsXBsZ2Lhxoz5eGXBXUVGRkZGhDUuBJR8BtWGptOS9pUwsB3F5FxotSt7E+jtYluM+u7x9n332Wf3EhheurTJabLur83E5Epz4+HjpOMeOHfvcc8998803PjbblALLfeHz5s178cUXlVmys7Ml+7JnNjU1FRYWykvvG+VLcDwK+8gbRbLdlSrjOxh5KRckPidPnvz888/z8vK0kV7296ysrFOnTkkbNm3apFckcrAuLy+XI7scuFesWOFxe137koaGhjVr1mgneKTCuOmmm15++WUZLisrk+HLly97b7/HsEsbpBvzuI1Gs7gel6RVo0aN+s///E95WVlZKcMyxv3AJX2YfjFXMXfu3Hvuueedd975y1/+YtSMKz4cJL0E32iZ/s7iftz2mFajxboaP37822+/LZss7+RHH330/vvv931zPK5U9gWJ5CdtbrnllgByvXXr1ptvvvmjjz6St/SiRYv+4R/+wa8otbtF3t9L+kvXCLe7TKM2e9w9lXX50jsfPHhwzJgx8pbW/iU7aVFRkVEAw0AXK7CuueaaP/7xj9qwfNQYMWKENiwpPH36tD6ZvNQn+5//+R/XyZQBxdGjR4cPH67vM4sXL164cOGnbeQjY48ePVwnlnfJ6NGjjx07ZtTaiIgI7RgtZCAyMtL1v1rtL58g6+vrvW+10iqjxXpfne/L0UgvVV1dLYcbfXdqt9kdL7DcF/7WW29NnjxZuyvFdRbt5Lw2vQzoR5CAg+ORHSJvFEnvK3Uf38HIjxw5Uj95oPOyv0ttpA3/+c9/1k5BiaSkpOeff/7jjz/2sr3dvks+qcshQvvX+fPnJU0FBQXyV7+3zN93jhwlXCsb9zMK7rMo//35z39+++23X2m72Pcv//Iv7hNoa3E6nR4bcPHiRenqrr/++ujoaAlgfn6+xzME7R4kvQTfaNv9ncX9uO0xrUaLNSIRSExM9H1zjFZaV1enDcuMHjfBe65TUlI++OADbVjeTrJztdsSv7bIxwLLNcLtLtOozR53T2VdPvbOkyZN0j4wnzhxQhogMffYvPDQxQosOWTohxUZkJfasKTQ9c5QeWk0mTLgSj4vDh069MiRI/qYP/3pT1JXySFYPi/+5Cc/SUhIcJ1ePubedtttrmOUHazdz+7yFn/qqaduvPFGj7MbtSqwUwW+L8fVmTNn2m226+a7L8GI0cTKwseNG1dVVeU+i3xUWrt2rX7nkLz0vlEBnMGySeSNItnuSpXx/gZHebe77to6L/u7xy36r//6r6ysrH79+o0aNUq/rmc0sdaedevWud7TJh+7ZQL9GqWX9huRo4T7WQ19pT179lSucMl2SQ3nOplMMGjQoJdeekn+6tePlOV4OYOlk0OiVE5Lly71eI683YOkj8F35e8s7sdt5b/eF+tKPpNIHuVYrb2p9DrY381xnV7PlHJ/gs57rqVWcy3l9Sz72JJ2t8jHAss1wu0u05c2G63Lx965oqLi2muv/eabb+699175OOS+CeGkixVYPtb+rh/OZMB9Mu2CtCuplgYPHvzuu+8arfpnP/uZFFuuYyZMmPDOO+94aa0vd59IL6XfmuPOY6sCuNnFr+W4Onv2rBzKfWy2KQWWsvBubrTxciAI6j1Y9om8USTbXakyvoORl5LIrzNYXrZIjub79u3TPw4pO7sysWy7ftLivffek4/Ur7322pAhQ/Qzc/6+c6SgKSgoUEbqKx0zZszvf/97138dPnw4OTlZmezZZ5/t0aOHfvXEvU+VY9EzzzzjvSUaqZuvuuoq9/HtHiSNgu9+8NQFcAbLl5e+nMGSkS+88IJ8JJaeW/66R8zf95IvZ7C851rKiFOnTrnP5WNg290ij03y/m5vd5lGbfa4eyrr8jHCsnvKx+ZVq1bJ216/8y9cdbECSz5u6ld5pRIvLCzUxrvvJLfccot2e4EMuF/k7t+/v+ulva1btw4dOlTfnXQLFy6UFckR6pe//GVSUpJ+7vRK25fVp02b5r21O3fu9Pj9o8WLF8vaL1++/PHHHz/66KNG92AZtcposUbj/V1OTk6O7B7y1pdGSrQfe+wxH5vdkW7el5i4ziLdnmRfO+/y5JNP6t2ev8HxyFaRN4qk0UqNxncw8j/5yU8yMjI+/PBD15s8fN/f9QDKIV4CKAWW1LXaSGVnd533s88+W79+/ZQpU6603VImx/3/+I//kOHf/OY3EydO1K7+eGm/x7CfPn1aVq1/s0w254033tCnlM9pspZ///d/v9imsrJy7Nix//RP/+RlgVc89aknTpyQCnLbtm0Sma+++urIkSP6twhnzJjx8ssvnz9/XnIkbV65cuXcuXM9LtP7QdIo+Eo8XfmYL6MAGr00Wqwricbrr78uoZC3kITCPWL+vpdkev0erFtvvTWAXBcXF8sa5V/yhvzv//7vH/zgB95bogS23S3y2CQv73ZflmnUZo+7p7Iu37MvHztl5O7du11H+nUQ6yq62CY5nU7pdbTvKciAfkLSfSfRviATFxf30EMPuX6dQRuQns/hcLi+vRTNzc1X2r5JJPuPfKafPXv20aNHXVeRnp5eUVHhvbVSqkudrj1haM2aNfpp0ldeeWX8+PG9evWSok0Of/JJwuPsRq0yWqzReH+XozUvKipKPoLIPqMH2UuzleV7D4vHiX2JieuSpYOZM2fO99rIcfDkyZPeg2A0nsgbRdJopUbjOxh5qQakvEtMTJR9VuoGbaTv+7s2IB+E5CN4dHS0lEdvv/22NtLLzn711Vfffvvt2iYvWbJEu+FJI23Qvr/ipf1GAT9z5sx9990nh44ePXr069fvzjvv/N3vfqdH4xe/+EVaWpoWcBl44YUX2l1gN099qvRtsmRpleRi0qRJ+nOw/u3f/k3GSxglDsOHD3/kkUeM9ibvB0mj4CvxdOVjvoy21+il0WJdySdeSX3Pnj3lI83zzz/vHjF/30sywYMPPijBkRA9/fTTsmSPm+Al199++620JCUlRfZoqar1/sLHwLa7RR6j6v5u9ytKRm32uHsq6/I9+/JeHTVqVEtLi8fIh5Mw3CQAgHdh2Z8Fyfvvvy+laqhbESzffPON8v2tYLvtttteeumlzlxjqLCPAYDtUGC1Ky8vr6Gh4fTp0zfffPPjjz8e6uYES3V1tf5twWD79ttvf/7zn48bN05/UkN4Yx9DULhfHbPgAb1LNNJfYblRMB3vinYVFxcnJiYOGDDggQceCOOnCcTExOzYsaNz1iXvuuTkZCnpOmd1Icc+BgAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwmV0KLI/fXQcAAGYJdVdvLXYJB4kHACB46GcVdgkHiQcAIHjoZxV2CQeJBwAgeOhnFXYJB4kHACB46GcVdgkHiQcAIHjoZxV2CQeJBwAgeOhnFXYJh0US73Q6Q90EAADMZ5F+1jrCORyWej5HS0vL8uXLIyMjH3jggdC2BAAA04W8n7Uau4QjVIk/depUSUlJdna2w+HQ6rzu3btv2bKFU1kAgHBCgaWwSzg6M/HNzc0VFRW5ubkjR450PYWWkJAQExOjDScnJ5eWlnZakwAACCoKLIVdwmFK4ltaWtxHNjQ01NbWVlZWzp8/PzY2NiUlpUePHnpR5XA4srOzS0pKTp06pU1/8ODBCRMmaP+VgUOHDnW8YQAAhBYFlsIu4Wg38VIn6TWQMl7qJymDRo8e3bt377vvvnvZsmWZmZlSGyUmJnr8MSYpsNLT0zdu3Hj48GGPNZmMLC0t1WeXpdXU1JiymQAAhAQFlsIu4fCeeCmtoqKiZJof/OAH7dZPivj4+JSUlIyMjOuuuy4mJubxxx9vbm72pUlOp7OoqEi/N0vWK83wcV4AACyFAkthl3B4SXxNTc2MGTParZ+uvfbaQYMGPfTQQ6WlpQcPHqyurvZ4xstfTU1NeXl50dHRsq6ePXtGRERMmzat44sFAKAzUWAp7BIOj4nft2+fVE5aISWVzbhx4zZs2GBu/eSj+vr6RYsW6VXdsmXLZEynrR0AgA6iwFLYJRyuiXc6nVJFjR07Vr8PPT8/v6GhIYTN07z44ov9+/fXy6ysrKyqqqpQNwoAgPZRYCnsEg5JfHV1dVNTU1FRUUJCglbBJCYmFhcXy8hQt+476uvrc3NztYuGYsqUKRUVFR5vlgcAwCIosBR2CYdWrPTp00cbmDBhwt69e61ctTQ0NGzcuDE+Pl5r8MiRI7dv387jSQEA1kSBpbBLOPTrbnPmzOlCj56SikrqKv2BpVJv5eTkHDlyJNTtAgDgOyiwFHYJhyQ+Pz+/iz5uqqWlpaKiYsqUKVqZ1b179z/84Q+hbhT+pjO/DAEAlkWBpbBLOMIj8Q8++KBWY/Xv3//w4cOhbg6uSNUu6Zg0aVKoGwIAIRYe/ayJ7BKO8Ei80+l8/vnnb7jhBtmc6OjovXv3hrpFttbS0qI/J/amm27avXs3z4kFYFvh0c+ayELh0G+TMpqgtbV19erV0qXFxcUVFBTIS78WbkYbLUH69dzcXC1WhYWFoW6OfW3evFlSEBUV1bNnTy0dUvXm5OTs27fPyt+fAIBgCKd+1hSWC4eXDJWUlKSmpn7URgZ27dplymK7KImG9qvSWVlZnDjpfFVVVT3aHDp0SOJfWlqamZnp+gMAeXl51dXVoW4mAHSS8OtnO8hy4fCSoalTpx44cEAbloHp06ebstiuS7p27RLVhAkTzp49G+rm2EhTU5P2U5UFBQWu4yULRUVF+jNsxYgRIyZNmvSzn/0sVE0FgM4Rlv1sR1guHF4yFBsb29jYqA1fuHBBagtTFtul1dXVpaSkyNYlJCRw23unycrKkpinp6cbXQqsqanJy8vTH2kr3n///U5uJAB0pnDtZwNmuXB4yVBERMTly5e1YRmIjIx0n9eLIDY6pJqamrSLU9z23jm2b9/ere0Xltp9QIOUXz/60Y+0t9+0adO4kgsgjIVxPxsYy4WDM1gB4Lb3TlNTU6P9ilFFRYWPs+zfv3/gwIHaGS9qLADhKrz72QBYLhzcgxUw/bb373//+++++26omxOGpDzSLshKOevXjHV1ddrlQmosAOHKDv2sXywXDvcM6WN27tzJtwi9e+KJJ/RLotKjL1q0qLS0tKGhIdTtChPLli3TvlIQwI9CUmMBCG826Wd9Z6FwGN0ypQ+3trauWrXK0WbNmjW2fQ6WF1VVVbKlERERAwYMcA3m2LFj8/PzDx48yM9FB6ysrEwiGRMTU1tbG9gSqLEAhDGb9LO+s0s47JP4U6dOaY9skO68uLh4zpw5UhPolVZ0dLSUp/369ZNiK9Qt7Urq6+u1MO7evbsjy6HGAhCu7NPP+sgu4bBz4p1OZ2VlZUFBQVpamutprYyMDH7dxRctLS1a6HJycjq+NGosAGHJzv2sR3YJB4nXnDt37vrrr3c4HFFRUfo5LX7dxbu8vDwJVHJysln1EDUWgPBDP6uwSzhIvIJfd/GFROnpp5+W4PTo0cPcyFBjAQgz9LMKu4SDxBtx/3WXpKQkKbxOnjwZ6qaF3vjx47WYbNmyxfSF6zWW/F29ejVnEAF0afSzCruEg8S3S/t1F/3rhwMHDtQf62pPUvH07t1bQvG9730vSKuQGuuqq67SAr5///4grQUAOgH9rMIu4SDxPmpubta/dZiSkmLnZ2ht3rxZey7DH/7wh+Ct5Re/+IUW7ZUrVwZvLQAQbPSzCruEg8T7rrGx8Ve/+pV20TAhIaGuri7ULQqBqqqqHm0OHToU7HX9+te/1h7BX1JSEux1AUCQ0M8q7BIOEu+v5ubm9PR07eZ3qTZC3ZxO1dTUlJiYKNteUFDQOWvcu3evdis9zycD0EXRzyrsEg4SHwCn05mdna1dJtu3b1+om9N5srKytO/3deaN5xs3buzgk+IBIIToZxV2CQeJD4xUGLm5udrJlb1794a6OZ1h+/btsr0Oh+PUqVOdvOpFixbJqhMTE+186xuALop+VmGXcJD4jigsLNRuxC4uLg51W4KrpqYmOjpatrSioqLz1y7lrHZZNi0tjYdjAeha6GcVdgkHie8gKa20G7Hz8vKCt5aGhoba2trKysodO3ZkZWVt27YteOtyJzVNSkqKbGNubm5nrtdVY2Oj1gbZfJ6MBaALoZ9V2CUcJL7jysvLtRpr0aJFHen7Zd6f/vSnvXv3Hj169LJlyzIzMydMmKDdVO7uySef7LQ6Qxoja5TGOJ3OzlmjR3V1dfHx8dKS/Pz8EDYDAPxCP6sI53AoXXWomxMOKisrtadkDRo0qLi42K8nkZ46daqkpCQ7O9vhcHispbRvLKakpGRkZNx44436yLS0tE74GmNZWZl17jHXHhLBgxsAdCH0swq7hIPEm6W6ujoiIkKvfhISEhYsWJCfny8FipQmytmm5ubmioqK3NzckSNHuhZSQ4YMkVpq2rRppaWlBw8elGW631FeV1cn5YV+ZmvRokVnz54N0kbV19drhePu3buDtAp/8eAGAF0L/azCLuEg8SaaOXOmdhJLf+a7Ljo6esKECbfffvvEiRPHjRunnYbROByO7OxsqZn8+nae0+ksLCzUbjyX1W3evNn063dSFKalpcnyc3JyzF1yB/HgBgBdCP2swi7hIPHm0k8m1dfXV1RUSCmQlZWlnKbSTsCkp6fLfw8fPtyRW6mkJtOeyCVkLeZ+xS8vL08Wm5ycbMEv7mkPbpBa9ujRo6FuCwB4Qz+rsEs4SHznkBpFaqlJkyZJwMeMGWNuyXLo0CHtB3xEZmZmVVVVx58X9frrr2uFYHV1tSmNNJdUpTfccIO0sHv37gcOHAh1cwDAEP2swi7hIPGdTOqVYHz7T5a5fft2/Tb5iIiIX//61wEvLTU1VVvOli1bTGykuV566SX9Zv9QtwUADNHPKuwSDhIfThobG2fPnq1fiMzIyNi9e7fvZ8tk9uLi4gkTJmiz9+/fP6it7SCpKZ944olevXpZvBAEYHP0swq7hIPEhxmn05mbmztu3Djt/nft/vqcnJx9+/YZnTmTWcrKyhYsWKDfet+7d++kpKS33367kxsfgIqKCu1SZmVlZajbAgAe0M8q7BIOEh+umpubS0tLMzMz9RNa8fHxeXl5rvdUSVFy//336995lDIlKyurvLw8tA8U9Zf2g0UJCQnBe1wFAASMflZhl3CQ+LAnZUdRUZF+F7wYNmzYrbfeOmTIEH3MlClTtm/f7tfzUa2jpaVFqyNlK/gVHQBWQz+rsEs4SLx91NTU5OXl9e/fX6+rkpOTCwsL6+vrQ920jpLSULalW0h/LREAPKKfVdglHCTebj744AOtunrkkUdC3RYzVVdXa7edlZaWhrotAPB/6GcVdgkHibehqqoqqUK61o1WvpCN0m7qr6mpCXVbAOBv6GcVdgkHiUc4uf/++7VLn130fjIA4Yd+VmGXcJB4hBP99xPnzJnDDe8ArIB+VmGVcLS2tq5evdrhcMTFxRUUFMhL92k+/PDDBQsWONrIgLz0ffkkHmHm7NmzCQkJ8sYuLCwMdVsAgH5WZZVwlJSUpKamftRGBnbt2uU+zdSpU9etW9fUZu3atfLS9+WTeISfQ4cOaQ9N3bdvX6jbAsDu6GcVVgmHVEv6b9nKwPTp092n6dOnz6VLl7Thixcvykvfl0/iEZa2bNki7+2YmJgweAgFgC6NflZhlXDExsbqt+teuHDB4XC4T5Odnb1hw4YvvviiqampsLBQXvq+fBKPcCU7gry9BwwYcPr06VC3BYB90c8qrBKOiIiIy5cva8MyEBkZ6T7NuXPnhg0bpj+k+5NPPlEm6OZV0LcBCIX3339fe4cnJib6/ovXAGAu+lmFVcLhyxmszMzMtWvX6vdgyUvfl0/iEa5kx4mKitJqrPT0dGosACFBP6uwSjh8uQerd+/e3IMFuGtoaHjhhRe0LxVSYwEICfpZhVXCsXPnTqNvEeo5kyKssLBQO4P15JNPeizCjJB4hL26ujpqLAChQj+rsEo4WltbV61apT3jas2aNa7PwdJzduLEiTlz5nyvzdy5c0+ePOn78kk87IAaC0Co0M8q7BIOEg+boMYCEBL0swq7hIPEwz6osQB0PvpZhV3CQeJhK9RYADoZ/azCLuEg8bAbaiwAnYl+VmGXcJB42JBeY02ePLm8vNzpdIa6RQDCFv2swi7hIPGwJ73GEitWrAh1cwCELfpZhV3CQeJhW1JjRUREyC4QHx/PtUIAQUI/q7BLOEg87OzVV1+NiYnhfiwAwUM/q7BLOEg8bI573gEEFf2swi7hIPEANRaA4KGfVdglHCQeuEKNBSBo6GcVdgkHiQc01FgAgoF+VmGXcJB4QEeNBcB09LMK88PhdDoLCwtHjBgRHR0tfzds2PDVV1+ZvhZ/kXjAFTUWAHPRzyrMD8djjz02a9as2tpaqbTk78yZM3/84x+bvhZfdPuukLQBsCxqLAAmop9VmB+OgQMHnj17Vn8pwzLG9LX4i8QD7lxrrJMnT4a6OQC6MPpZBQUWYGuuv6WzdOnSUDcHQFdFP6sIyiXCzMzMP/7xj06nU/7KcKguEboi8YARqbEiIyNlH4mOjm5paQl1cwB0SfSziqDc5L5u3bprrrlGDtbyd/369dzkDlhcSUmJ7LCym2RnZ4e6LQC6JPpZhV3CQeIB76qrq7XfK8zLywt1WwB0PfSzCruEg8QD7aqqqurRo4fsLJs3bw51WwB0MfSzCvPDUVtbO3369N69e1vqEQlWaANgfeXl5VqNtX379lC3BUBXQj+rMD8cU6ZM2bRp05///GfTl9wRJB7wUUlJiewvUmZJsRXqtgDoMuhnFeaHIzo6+ssvvzR9sR1E4gHfFRUVaTVWZWVlqNsCoGugn1WYH45hw4adOnXK9MV2EIkH/JKXlyd7TUxMzOHDh0PdFgBdAP2swvxw7NixIysrq6GhwfQldwSJB/yVk5MjO05CQkJdXV2o2wLA6uhnFeaEo1t7TFlLB1sY6iYAXUxLS8uCBQtk30lMTLTaRyYAVkM/q7BLOEg8EIDm5ub09HTZfVJSUhobG0PdHADWRT+rMD8c3bt3N32ZHUfigcA0NTVJdSV7UK9evVasWBHq5gCwKPpZhfnhGDJkyP/+7//6O1dra+vq1asdDkdcXFxBQYG89DjZe++9d8stt/Tt23fw4MF79uzxffkkHghYQ0OD9kM64uTJk6FuDgArop9VmB+Obdu23XXXXadPnzYqkjwqKSlJTU39qI0M7Nq1y32a48ePJyUl7d279/PPPz9z5sy9997r+/JJPNARzz33XM+ePbVrhdyPBcAd/azC/HAEdpP71KlTDxw4oA3LwPTp092nkYoq4KdLk3igg6SuGjt2LN8rBOAR/azCKuGIjY3Vb6G9cOGCw+Fwn2bgwIHr168fNGjQ1VdfvWTJkqamJt+XT+KBjtPveY+Pj6+qqgp1cwBYCP2swirhiIiIuHz5sjYsA5GRke7TyMhFixZ92iYnJ2fZsmXKBBZ/VAQQBpxOZ3Z2tvYM0n379oW6OQCsgn5WYZVw+HIGS6aRf2nDUmPJZ2jfl0/iAbO0tLTk5uZqv6Wzd+/eUDcHgCXQzyqsEg5f7sFKT0+XukobPn/+PAUWEEKFhYXaueHi4uJQtwVA6NHPKqwSjp07dxp9i1DP2Z49exYuXKhfIly+fLnvyyfxgOmktOrRo4fsXHl5eaFuC4AQo59VWCUcra2tq1atcrRZs2aN6yMeXHO2YcOG+Pj4uLi4xYsXc5M7EHLl5eVajbVo0aLm5uZQNwdAyNDPKuwSDhIPBEllZWVMTIzsYpGRkePGjWtpaQl1iwCEAP2swi7hIPFA8FRXV/fp00e7JSs3N9evs8sAwgP9rMIu4SDxQFDt378/Pj5eq7EcDsfGjRspswBboZ9V2CUcJB7oBDU1NVlZWZRZgA3RzyrsEg4SD3QayizAhuhnFXYJB4kHOhllFmAr9LMKu4SDxAMh4VpmxcTE3HfffQ0NDaFuFADz0c8q7BIOEg+EkJRZkydP1sqsXr165ebm1tfXh7pRAMxEP6uwSzhIPBBae/fuVX5/PSsrq6qqKtTtAmAO+lmFXcJB4oHQamlpKSsr27dvX319fW5ubnR0tFZmTZkypaKigseTAl0d/azCLuEg8YClNDQ0bNy4UX901siRI7dv3+5sE+qmAQgE/azCLuEg8YAFSTkldZVUV1qZFRkZ2adPnx07djQ2Noa6aQD8Qz+rsEs4SDxgWS0tLRUVFSkpKa53aCUkJCxYsCA/P7+srKy2tpZriIDF0c8q7BIOEg9YnNPpnDt3bnJycmpqqvbr0a6io6MnTJiQmZk5f/78ysrKUDcWgIp+VmGXcJB4oGupr6+vqKjYuHFjVlaWfg3R9fzWokWLSktLeaoWYBH0s4pwDodyRA51cwAErrm5+e23346KipJ9OTY21nXXHjt2bH5+/sGDB7Ub5Ll/CwgJ+lmFXcJB4oEw0NDQoF0frKurKy4unjNnjuvFxOjo6H79+snAkiVLKLOATkY/q7BLOEg8EJacTqeUXAUFBWlpae6XEd1vk29ubi4vL+dXEQHT0c8q7BIOEg+EvcbGxoceeuiaa675/ve/b3Sb/JAhQ2R4+PDhUpbV1dVxogswC/2swi7hIPGA3Xi/Td5VcnJyWlranDlzli1btnTpUinRli9fTu0F+IV+VmGXcJB4wOaam5sPHz68adOm6dOnz5s3LyMjQ6ouh8PhpfAyehaXlG5cZAQU9LMKu4SDxAPwSMqmU6dOSe21b9++0tLSrKysyMhIKbyMLjLOmDFDG66oqKipqZF5Q70FgCXQzyrsEg4SD8BHzc3N2oDvFxmlIEtOTs7IyJAplyxZsmDBgnvuuee3v/0t1xlhH/SzCruEg8QD6CDtImNRUdH111//d3/3d1JOjR07NjEx0Uvh5eU6IxBm6GcVdgkHiQcQPI2NjfX19ZWVleXl5U888YRWWkn55fE6o9Rno0ePHjNmzAsvvMApLoQN+lmFXcJB4gF0mpqamtraWm243euMnOJCeKCfVdglHCQegBVov/nTv3//qKgoL8/rSk5O7tu379NPP80pLnQV9LMKu4SDxAOwFO2XE6904BSXfjM+YAX0swq7hIPEA+gStFvpZ86cGR8ff9111xmd4ho9enRERAQPRIV10M8q7BIOEg+giwr4FJd+kgzoBPSzCquEo7W1dfXq1Q6HIy4urqCgQF4aTSkf15KSkvxNJIkHEB60U1wLFy6Uuuraa681OsV1ww03RERE3HzzzfzqIjoH/azCKuEoKSlJTU39qI0M7Nq1y2jKhx9++JlnnqHAAgBNYL+6KB9lf/jDH+7evZvaC6agn1VYJRxTp049cOCANiwD06dP9zjZsWPHRowY4XQ6KbAAwCPtFNeDDz6YkJAg5VRHfnUR8B39rMIq4YiNjdU/RV24cEGOBR4nmzdv3osvvnjF/0SSeAA2p/zq4uTJk+XAGBER0bdvX48XGe+6664xY8bMnj377NmzoW47ugD6WYVVwiE7+eXLl7VhGYiMjHSf5q233pIjgnZ7lsdEevl8RuIBwFVzc/Pu3btramqu+HCRUT70TpkyJTc3t7i4+ODBgw0NDdpCGtqEdDtgFfSzCquEw5czWOPGjauqqtKGOYMFAEGiXWR8/PHHo6Oj+/Tp069fP48l1/jx4+XDsHw8lsqMW+lBP6uwSjh8uQerIyelSDwA+Et/0INUTlJCbd++/dFHH83IyIiPj/dyucD1Vvp58+bNmjXrV7/6FbVX2KOfVVglHDt37jT6FqHR1UC/lk/iAcBEUjD99re/lSrqhhtuuPvuuztyKz2PpA8P9LMKq4SjtbV11apVjjZr1qxxfQ4WBRYAdBWut9L/8z//c69eveTwK7WX0fO6Bg8e3LNnz/vvv5+LjF0d/azCLuEg8QDQ+ZqamqRs0oYDe15XXl7e4sWLuchoffSzCruEg8QDgKVot9LfcccdQ4YMmT17Ns/r6uroZxV2CQeJB4AuQXlel3ZDfUwbjxcZ58yZI5VZXl4ep7hCi35WYZdwkHgA6Irq6+uLi4u1p20F/LvXTU1NId0IW6CfVdglHCQeAMKMfpExIiIiLi7O6BTXTTfdJBMkJSXxTNSgop9V2CUcJB4AwpV+girgU1zoOPpZhV3CQeIBwG60U1zr16+XYispKcnoFNeSJUuWL19eVFTEKa6OoJ9V2CUcJB4AEPCvLqJd9LMKu4SDxAMAFNoprsWLF+vVlceSKy0tbeDAgYMGDdq6dSsPRDVCP6uwSzhIPADAo5aWlvLycqmcrnTgVxeXLl16zz33HDhwwLa1F/2swi7hIPEAgABIwfTGG2+MGDFCiq0FCxZ05IGo+o9nhyX6WYVdwkHiAQAmcn0g6nPPPRcRESEdjZdb6YcOHSrTLF26NFwvMtLPKuwSDhIPAAie2tra8vJy7WRVYL+6eO+9944bN66oqKiL1l70swq7hIPEAwBCQruV/s477xwyZMjMmTM7cpGxqqpKlhbazTFCP6sI53Ao79dQNwcAgP+j/OrihAkTpKvq37+/0UXGMWPGyPDAgQMPHTpkwYuM9LMKu4SDxAMALE7qLW0gsIuMP/rRjyZPnrxq1aqQNJ5+VmGXcJB4AEAXpV1k3LRp08SJE2fMmNHuRcarrrpKKrPi4uKamppOayT9rMIu4SDxAIAwo1xkvOuuu6Sz69Gjh2uxJXVY5xRb9LMKu4SDxAMAwp7UW06ns6GhoaysLDc3NyUlxbXYio2NHTx4cFpa2smTJ01fNf2swi7hIPEAABsyKrYyMjJ2795t4ncS6WcVdgkHiQcA2NyhQ4euuuqqPn36REVF6d9PzMnJ2bdvn/4kiIDRzyrsEg4SDwCA0+mUWqq5ubm0tDQzM1M/oRUfH5+Xl1ddXR3wkulnFXYJB4kHAEBx9uzZoqKisWPH6pVWYmLi3XffLeP9XRT9rMIu4SDxAAAYqampycvL69evn1Zm9ezZMzc3t76+3vcl0M8q7BIOEg8AgHfvvfee8kitrKysqqoqX+aln1XYJRwkHgCAdmlP1frggw9yc3Ojo6O1MmvKlCkVFRXeb4Snn1XYJRwkHgAAvzQ0NGzcuDE+Pl4rs0aOHLl9+3an0+lxYvpZhV3CQeIBAAiAVFRSV+k/iRgTE5Oamqr/bKKOflZhl3CQeAAAAtbS0lJRUTFx4kStzLrjjjuUCehnFVYJR2tr6+rVqx0OR1xcXEFBgbx0n+bNN9+cNWtWdHT0oEGDVqxY8dlnn/m+fBIPAEAHOZ3OhIQE6VJ37Nih/It+VmGVcJSUlKSmpn7URgZ27drlPs3s2bMPHDjQ3Nz86aefrly5cv78+b4vn8QDANBxUmN5fEoW/azCKuGYOnWqFE/asAxMnz7d+/SXLl3q27ev78sn8QAABA/9rMIq4YiNjW1sbNSGL1y44HA4vE9fUVGRkZHh+/JJPAAAwUM/q7BKOCIiIi5fvqwNy0BkZKSXiY8ePTp8+PDjx48r47t5FaymAwBge/SzCquEw/czWJWVlUOHDj1y5IhfyyfxAAAED/2swirh8PEerLKyssGDB7/77rv+Lp/EAwAQPPSzCquEY+fOnUbfItRztnXr1qFDh9bV1QWwfBIPAEDw0M8qrBKO1tbWVatWOdqsWbPG9TlYes7cb6tqbm72cfneb88CAAAdZH5x0JURjgB1zjupE9bChlhqFZ2zFjbEamthQyy1is5ZCxsS9ohLgNg3rLaW8FhF56yFDbHaWtgQS62ic9bChoQ94hIg9g2rrSU8VtE5a2FDrLYWNsRSq+ictbAhYY+4BIh9w2prCY9VdM5a2BCrrYUNsdQqOmctbEjYIy4B4i1lNWTEasiI1ZARSyEdYY8EB4h9w2rIiNWQEashI5ZCOsIeCQ4Q+4bVkBGrISNWQ0YshXSEPRIcIPYNqyEjVkNGrIaMWArpCHskOEDsG1ZDRqyGjFgNGbEU0hH2SDAAAIDJKLAAAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwPqbbv+f+78aGxuTkpKMnlnS2tq6evVqh8MRFxdXUFAgL72Ph488ZqTbd3mckYwEiVHY33vvvVtuuaVv376DBw/es2eP+4xkJEh82UdiY2PdZyQjweAxHR9++OGCBQscbWRAXrrPSDrCFQXWd3jssx9++OFnnnnGqDsvKSlJTU39qI0M7Nq1y/t4+MW982h3FjISVEoKjh8/Lh8/9u7d+/nnn585c+bee+91n4WMBJWXnWLbtm35+fnu48lI8CjpmDp16rp165rarF27Vl66z0I6whUF1ne4H6qOHTs2YsQIp9Np1NPLDnPgwAFtWAamT5/ufTz84nuBRUY6h5ICqai2b9/ufUoyElRGO8XXX389fPjwc+fOuU9JRoJHSUefPn0uXbqkDV+8eFFeuk9JOsIVBdZ3uB+q5s2b9+KLL7r/S38ZGxvb2NioDV+4cMHhcHgfD7+4hz0+Pl4OUmPHjn3uuee++eYb9ynJSFApGRk4cOD69esHDRp09dVXL1myRD6mu09JRoLKqMDatWvX8uXLPU5JRoJHSUd2dvaGDRu++OIL2TUKCwvlpfuUpCNcUWB9h7JvvPXWW5MnT9aufBsdxSIiIi5fvqwNy0BkZKT38fCLx7B/9dVX1dXV8nkuLy/P/b9kJKiUjEgYFy1a9GmbnJycZcuWuc9CRoLK4z7y7bffjh49+tixYx5nISPBo6Tj3Llzw4YN0+7NkoFPPvnEfRbSEa4osL5D2TfGjRtXVVXl8V86PnwElZdrgmfOnPEYVTISVEpGJKoSTG1Yaqz4+Hj3WchIUHncR8rKym677TajWchI8CjpyMzMXLt2rX4Plrx0n4V0hCsKrO/w/n0cjwcyLp8HlZcC6+zZswMHDnQfT0aCSslIenq61FXa8Pnz5z0WWGQkqDzuIxMmTHjnnXeMZiEjwaOko3fv3kb3YOlIR7iiwPoOX+6hVl7u3LnT4xc9jMbDL0rYc3Jyamtrv/7662PHjslnwccee8x9SjISVEpG9uzZs3DhQv0SoetNP2Skc7gftfbv3z9t2jQvU5KR4HH/FmFhYaF2BuvJJ590LZJIR9ijwPqbds9UGRVYra2tq1at0h5zsmbNGtdHmHgcDx95zMgrr7wyfvz4qKioESNGrFu3zul0uk6vDZCRIDHaRzZs2BAfHx8XF7d48WKPN7mTkSAxykh6enpFRYXH6bUBMhIMHtNx4sSJOXPmfK/N3LlzT5486Tq9NkA6whUFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWD91Ztvvjlr1qzo6OhBgwatWLHis88+08b7+xucRstRGM3e7o32mv379990001RUVGylqVLl54/f17/V7vzAgCATkBP/FezZ88+cOBAc3Pzp59+unLlyvnz52vj/f0NTqPlKIxm97Ewmjlz5muvvdbU1HTp0qVNmzZJSadMQIEFAEBo0ROrpGrp27evNtyR57+5LkdhNHsAhZEUc+5PrqPAAgAgtOiJVRUVFRkZGdpwR37BwHU5CqPZuxn/krFHX3755bPPPut+nowCCwCA0KIn/o6jR48OHz78+PHj2suAf4NTWY7C++zef8lYp91rNWDAgPr6evd/ed9MAAAQVPTE/6eysnLo0KFHjhzRxwR2Bst9Ocq9576cAHP9JWOjW9cvXrz41FNP3Xjjjcp4CiwAAEKLnvhvysrKBg8e/O6777qODOAeLI/LUfhyC5fRLxkrpMZyv9OLAgsAgNCiJ/6rrVu3Dh06tK6uThnv729wGi3Hx8V6+SVjV4sXL5YJLl++/PHHHz/66KPcgwUAgNXQE/9VNzfNzc1X/P8NTqPlKIxm9/JLxq60yXr16pWUlLRy5co//elPRhtiYogAAIDv6IMBAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwAIAADAZBRYAAIDJKLAAAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwAIAADAZBRYAAIDJKLAAAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwAIAADAZBRYAAIDJKLAAAABMRoEFAABgsv8HmfJ9eB+UOCcAAAAASUVORK5CYII=)
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