Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyle_Murphy_053018_1a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 24, 2013 |
Start Time | | 2013/08/24 00:00 |
End Time | | 2013/08/29 00:00 |
Key Words | | SMC |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 8.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 119.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kyle_Murphy_053018_1a |
Minimum Dst Value | | -53 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIERlYyAzMCAxODoxODo1NCBFU1QgMjAyMLHdV9YAAAGvdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiS3lsZV9NdXJwaHlfMDUzMDE4XzFhOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxMy0wOC0yNFQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTMtMDgtMjlUMDA6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMC44Nzg1NDUwMDA1LCAibWF4IjoxOS4xNTU2NDUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19Qa4APwAAAARnQU1BAACvyDcFiukAADQVSURBVHic7d19bFXnfcBxB9sYY4ztBBxjCKEmhKQJ5SUtSSPGi0tDXiDEYWiph6jrklQWyzbEnEgOMEpZSosySiqaVGUszbQ0KmUoq1aGMqU0I9mUpk1TmmQeiYQWlCISESGrQshC3i9+1EcPz3m55957Xu455/v5w7r3+Lw89/ec53l+5+WeWzUCAACAUFUlXQAAAICsIcECAAAIGQkWAABAyEiwAAAAQkaCBQAAEDISLAAAgJCRYAEAAISMBAsAACBkJFgAAAAhI8ECAAAIGQkWAABAyEiwAAAAQkaCBQAAEDISLAAAgJCRYAEAAISMBAsAACBkJFgAAAAhI8ECAAAIGQkWAABAyEiwAAAAQkaCBQAAEDISLAAAgJCRYAEAAISMBAsAACBkJFgAAAAhI8ECAAAIGQkWAABAyEiwAAAAQkaCBQAAEDISLAAAgJCRYKFoVVWVuNtUZqlQlCgq8eWXX542bVrBNUex6aT2SdoCUAlohyhaZXbflVkqFCWKSrztttuOHTuWyKZJsEKUyQ+FbGOXxSfMzuutt95qb2/fu3dvkJmL2sTcuXOtifPnzw+r3wxlPVu2bGkYNTAwYK7ZpKe/9NJLS5curaura2xsXL9+/QcffOC/HnNV5sRTp07dc8899aPkxXvvvedfSNeVFOv8+fObNm2aPn16bW2tlH/NmjXHjx+Xia2trZcuXdKzdXd369cyva2t7dy5cwWr0itiBUVxnkkqKJRNlyDqnGBwcLCrq0t2M6lEySMPHz5cznZDKa1Powh3QwGRliFB7Hz4hO6GXnvtNRlEf/zjHweZudhNyBjw4osv6ilHjhyRKZWTYO3fv3/x4sUfjZJBQt76r3nFihVHjx4dHh6WzGPPnj0LFy70X49XUSVZefzxx4dH7dy5UzKVIKUt8/PeddddmzdvVuPfxYsXDx06JEWV12vXrpXXah6ZXl1dfeHCBfVWpstwPhKgKksuWxQJVsBFUpdgSSIu+bHsXVJN8vaNN97Q2XCCCZZXowh9QwGRYCFB7Hz4hOqG1N0qcgyqJsqIa2ZaMhi3t7cPDQ2ZfdbAwEBLS4scsErnLv/y38RPf/pTNYorixYteuGFF7xGZXP6d7/7XUn7ZLBXb5944onW1lbZaE9Pjx7+ZboMNuqUjOQob775ps9HcC2hZEX6WpK8kOK5FsyLPlPitR7nR1PU53Kux5+1ktOnT69Zs6a+vl4+viRPZ8+e9ZpTkdnMM1WapEqrVq1Sr6W+pGzyV72V6f/2b/82UnxVuhbeqxLVC5nS19enzgLKCzWD/1mxYhdx7lfO/cdrtRav4Pt/HJ+NSs4kYZHgSIh2797t+nllhn379nmF13phvZVanjNnjqx/xowZBw4c8AqUa+u24ubPuTM7N2StsGAwvQomHn300aampsbGRlmh67Z8KkKXoahOA/BBgoVPqCFTOnrdxY+M5lvSC+u3GzdulL5+xOjptm/fvnr16o8++kgOWDds2PDwww/7b0L+zp49+/XXX5cXr776qrweCTAYyIv169eb/XtXV9f5UfJCulQ9XXpbKYzkDTJ4q0Nnr4/gSvp0nXPIC3mr1yy9tnT3UuCdO3c6F5SZ9+7de8899/ivx/nRFBlOZLWXRu3YsUPeepXQZyU33XSThFTWIHUhMZHR12tOpbOzs7e3Vy1ifRYZTiSMI6PD2Nq1a1WEZZyT6WrmYqvStfBelahe9Pf3y66lZ5C3Bddc7CLO/cq5//is1uQV/CAfx3WjshKZTcom88v+4PoRZJ+U/3p9NNfPrt9OmjRJnYCUatXN1prZq3VbcfNiNQrXYriusGAwvQq2bds2SchkuqSnzj1K8akIXYaiOg3ABwkWPiH9ixy6yXGtNf222257/vnnR/54PUJdjNB91rRp0/7v//5Pvf7DH/4gPb7/JuTvU089JWP2yOjpEH3obM5gza9eqPFev9UbPXXqlBx06un6eFR6Z8mHfD6CTwk1vQZtcHBQenBriFXHx62trSdPngy4HufJpxkzZqj1yIszZ854ldBnJSb5+HIQ77/4uXPntmzZIgOJ5H9Sj5s3b5Yp6l/yAdUJgBUrVpw4cWL58uXyWoZ/K2Xxr0r/s00+laheyBSZrmeQ8Bb81MUu4tyvXPcfr9V6MYMf5ON4bVT2CvVaXrh+BOd+ZX4W64X1VhqCVLF1g5Q1s1frtuLmVQCrUfhsyGeFrsH0KpgcAOgge23LpyLMMgTvNAAfJFj4hPQvzz33nBzXyrGjOf3o0aM33njjyOj1CDXojniPo/6XDNRS0mNK//jCCy/IX/N0yIj3YOA1XdHDjNdsrh/BVcEzTyOj94Y3NDRYE2VmOca9/fbbA67HKqpkMDt37tT3YHV2dvoU0mslUnGLFy+WbQWpC4uMNHKYrrf71ltvLVy4UEqu4iZ/5bWkYpJsmZsOXpUFC++sxIC1XNQ6/ecPuPu5pjVewS/24wTc55VyzmC9+eabkhzLGmbPnq0Pq5wzu7Zur9msMliNwufjBNyTC3Y7Xqm8z1uvigjeaQA+SLDwCdW/SLfS0tIif81/zZ8/f8eOHTNmzNBJg3koad7rE2QTQrpdyVGeeOIJa7p0lHoT5p1ezi7S/+SH863zI7iy7p2St855XBMsRXfWBdfjP2b7nJnwWYnUxU9/+lNJ0eS1/C2Y4jiZ25UE65lnnunt7R354xhzyy23ODftVZVBEqyCZ7DMGQKewSpqkYAJltdqTV7BL/bjmPPrM1iyoOtH8Bn7C7Yp7eWXX/ZqQV6tu6hdy3Vn9o98wWB6FSzgGayAO0nATgPwQYKFT+j+RQ4fJ02a9Nxzz+l/HTp0SP4rw61z5l27dq1atUqNBCdPnjTv+/HZhNd0GcL37t0r3Zn0nt3d3T4Jlro9RbjevuN86/wIrtS3/2Tr1rf/5HOpKx3ySWWLfX19arq8UI9UkKxrYGBAJ1Je6/EKherK9T1YpX2LUDJjfVfNunXrzP+6Rr6zs/Pw4cPq+pSUs7+/30wEZeSWYUx9nfD555+XXcIcywtWZZAEy78S1U1IEliZYfXq1frqpORzXpdQvRYpM8HyWq3JK/gFV+Kz0TVr1qj4rF271vUjqKtX3//+91UucuLECdm0tR6vNiW7tMpFJMGSwquJVmy9Wrd/5Xo1CpO1oYB7csFuR92DJUuZ92BZ2wq+k7h2GiUctyDP2F3wCbPjeOedd+RYcM+ePeqtDMPqbLnrzNLZyUGeHCjPnTu3tIc7mJctJLeQVcmw8dRTT/kkWLt371bfIdqwYYO+PcJnvHR+BC8yJDifXyWLy6eTFUpYpEfWN83o6VKY3t5e86jadT0jjqsbaqIMEpLu1I2SF663rRRcyZEjRzo6OlT09u3bVzDBOn78uIzc9fX1sogc1su4aJb/3LlztbW16q6UDz74QF7rO7S8VjhSZILlX4kS5IcffljFZOPGjXoG2S1liuv6vRYpM8HyWq3JK/gFV+KzUdmjJOwSIgmU10nNwcFB9YU72bTkUs7nYHm1KWmq0iJktXPmzNGXCJ2xdW3d/pXr0yg0a0PWCgsG06tgI6O3D0qj098idG4r+E7i2mmQYKEo7C4oQHpw/WCkSlBCH1dpHwEMVMG99957kkwkXYrkFXVbYfnoNFA+ujn4ef75581vLFeCYsfmCvwIIMEqqL+/f2ho6Ny5c17XJXNFskx9r1gM6DQQCro5eKqrq5s+fbp61lFRSzmFW6qiZnZ+hKhLGIpUFLJkWfosEdm3b19ra2t9fb35INbckjh8//vfj2dbpfV7gBMJFgAAQMhIsAAAAEJGggUAABAyEiwAAICQkWABAACEjAQLAAAgZHlJsKoAAECUkh7qK0tewkHFAwAQHcZZS5bDQWYNAEA8GGcteQkHFQ8AQHQYZy15CQcVDwBAdBhnLXkJBxUPAEB0GGcteQkHFQ8AQHQYZy15CQcVDwDJOnHixPe+9z35m3RBEAnGWUtewkHFA0CCDh48qL/T3dXVlXRxED7GWUtewkHFA0CCrr/+ep6bk21UqyUv4aDiASBB06ZNI8HKNqrVkuVw8KBRAKgQzc3NdMjZRrVa8hIOKh4AEjRu3DgSrGyjWi15CQcVDwAJqqur09nVFVdckXRxED7GWUtewkHFA0CC6uvrSbCyjXHWkpdwUPEAkCAuEWYe1WrJSzioeABIUENDAwlWtlGtlryEg4oHgARVV1dziTDbGGcteQkHFQ8ACTJPX5FgZRLjrCUv4aDiASBBJFiZxzhryXI4eNAoAFQIEqzMY5y15CUcVDwAJIgj3syjWi15CQcVDwAJIsHKPKrVkpdwUPEAkCASrMyjWi15CQcVDwAJIsHKPKrVkpdwUPEAkCASrMyjWi15CQcVDwAJIsHKPKrVkpdwUPEAkCArwdqxY0fSJULIGGcteQkHFQ8ACbISrLa2tqRLhJAxzlqyHA7OSANAhbA6ZJ41mj2Ms5a8hIOKB4AEVTkkXSKEjDq15CUcVDyK8rnPfU6OsGtqapIuCJARJFiZR51a8hIOKh5F0WPA+PHjky4LkAUkWJlHnVryEg4qHkXhThEgXCRYmUedWio0HK4tsJzGScWjKCRYQLhIsDKPOrVUdDicCVZYqwJ8VFdXk2AB4SLByjzq1FLR4SDBQiIkqWIYAMJFgpV51KmlosPhTLCamppqa2tnz569c+fOclYF+CDBAkJHgpV51KmlosPhVVuDg4N33XVXf3+/c34f0ZcXGUGCBYSOPjnzqFNLRYfDp7bOnz/f0NAQyqoACwkWEDoSrMyjTi0VHQ4SLCSCBAsI1wsvvECClXnUqaWiw2HVVk9Pz8mTJ+XF6dOnu7q6+vr6Sl4V4IMECwjXtm3bSLAyjzq1VGg4XNvh4cOH586dK2/b29v7+/svXLhQ1AqjKSkyiAQLCFd3dzcJVuZRp5a8hIOKR3AMA0C4pk6dSoKVedSpJS/hoOIRHMMAEC7z4b20rKyiTi15CQcVj+AYBoBwjRkzhgQr86hTS17CQcUjOGsYmDNnTtIlAtKttraWBCvzqFNLXsJBxSM4axgo6oEgAJw4g5UH1Kkly+GgMaM01p5z5ZVXJl0iIN2sb+Yqb7/9dtLlQpgYZy15CQcVj+CsYWDy5MlJlwhIN9cEa9euXUmXC2FinLXkJRxUPIKzhoGrr7466RIB6aYvEZrXCrdt25Z0uRAmxllLXsJBxSM4K8FqbGxMukRAutXV1enWpFvW3/7t3yZdLoSJcdaSl3BQ8QjOSrBkbEi6REC6NTc3q9Y0c+ZM3bIee+yxpMuFMDHOWvISDioewVkJ1tixY5MuEZBu06ZNU63p1ltv1S2rt7c36XIhTIyzlryEg4pHcFaCVVtbm3SJgHSbNWuWak3333+/blmLFy9OulwIE+OsJS/hoOIR0JkzZ6wEq7q6OulCAek2fvx41ZoWLFigW9btt9+edLkQJsZZS17CQcUjoO3bt1sJ1hVXXJF0oYB0049paG1t1S1r2bJlSZcLYWKctWQ5HNYwmXRxkA7r168nwQLCpVtTc3OzTrbuu+++pMuFMDHOWvISDioeAf3FX/wFCRYQLp1UtbS06Ndf+tKXki4XwsQ4a8lLOKh4BNTX11flkHShgHRzPYNFgpUxdJWWvISDikdAd955JwkWEC6dVE2ZMkW/7urqSrpcCBNdpSUv4aDiEdC8efNIsIAQLVy4UDelz3zmM/p1Z2dnPAX48MMPf/SjH7366qvxbC636CoteQkHFY+AzK+Rk2AB5TOb0nXXXafPYM2fPz+eAkycOFFt8a233opni/lEV2nJSzioeARkHmGTYAHlM5vSNddco3/v+eabb465AE8++WQ8W8wnukpLXsJBxSOgKVOmkGABITKbUnNzs06wbrzxxpgL8M1vfjOeLeYTXaUlL+Gg4hHQuHHjSLCAEJlNaezYsTrB6ujoiLkAzz77bDxbzCe6SkuWw8EYiRLU1taSYAEhMptSU1OTvgervb095gLceuut8Wwxn+gqLXkJBxWPgKqrq0mwgBCZTenLX/6y+ciGmAvAQ4MjRVdpyUs4qHgEpHt/EiwgFGZTGh4e1k1s4sSJ8Rcgni3mE+G15CUcVDwCcmZX7DxAOcyDFvNtbW1tPAUw2/Lvf//7eDaaQ3SVlryEg4pHQCRYQLispqQTrJqamvgLcNttt8Wz0Ryiq7TkJRxUPALSHbF12A2gNFaCpb9FWF1dHX8BaM7RIbaWvISDikdAuhc273ZPulBAWp05c8brDFZst5yTYMWD2FryEg4qHgGRYAEh+ud//mfdjr797W+POG7JigEJVjyIrSUv4aDiEZDuhc0HYiVdKCCtvva1r1ntKP5DFxKseBBbS5bDQaNCCfQO09DQwM4DlOn666+32lFNTQ0JViYRW0tewkHFIyDdC7e2ttIjA2Uyf9xTTYn/DJb1cLt4NppDxNaSl3BQ8QhI98Kf+tSn6JGBMn36059O/AwWCVY8iK0lL+Gg4hGQ7oVvuOEGemSgTDfffLPVjiZOnBhny3rzzTe5RBgPYmvJSzioeASke+GOjg79emhoKOlyAankPBPc1tYWZ67zxBNPkGDFg9haKjQcXi1hy5YtDaMGBgaKXWF4pUOW6X3vxhtv1K//6q/+KulyAankPF917bXXxpnryGBBghUPYmup6HBYtbV///7Fixd/NGrp0qXytuRVAV50L/zYY4/p1/PmzUu6XEAqTZgwwcpsli1bFmeus2/fPhKseBBbS0WHw6otya6OHTumXsuLRYsWlbwqwNXTTz+te+Hh4WH9evr06UkXDUgl/S1C/dz2devWxZnrbN26lQQrHsTWEnk4enp6GhsbJe5NTU29vb1FLWvVVn19/aVLl9RreSFvS14V4EoSKbMX1q+L2tkAaPqOK51gdXd3x5nr/OxnPyPBigextUQbjjVr1qxevVrdICx/V61aJU0r+OJWbVlva2trnfP7KPVDIEes+0X065qamqSLBqSSOsA2O+G//uu/jrNb/u1vf8tYEA9ia4k2HJIDXbx4Ub+V13V1dcEX5wwWYmY9vV2/HjNmTNJFA1LJ+YsIZsYTQwH+8z//kwQrHsTWEm04JJ26cOGCfisJVjlZkXUPlrwteVWAK68zWPrqBoCiXHfddaoRmdcc4sx1BgcHSbDiQWwt0Yajq6tr+fLl58+fl9fyt7Ozc926dcEXt2pLfYvw7NmzfIsQEfE6g0WCBZRm7969qhEtWbJET9Qt6+DBg1EX4OjRoyRY8SC2lsjDsWHDBhm0qqurGxsb+/r6Ai7l1R4GBgZ4DhaiU1dX55pgsf8ApbnjjjtUC7rmmmv0RN2s1q9fH3UBtm3bRoIVD2JryUs4qHgEYf0MLZ0yUKaxY8eqFiSNS0/UzaqrqyvqArS0tJBgxYPYWvISDioeQZg/Cut8C6BYY8aMUS3IvM6um9Xq1aujLoB51ERbjhSxtUQbjlOnTrW2tqpjF8X5bIV4UPEIwuqFa2pq6JSBcuijFPOruLpZxfAbCWYrpi1Hithaog1HW1vbgQMH9LMVEkTFIwirF5bjATploBz+CZYcgcdWANpy1IitJdpwSLgTzK5oVCiW3lvU5QwSLKBMOr8xn9arm9WkSZOiLkCVQ9RbzC1ia4k2HE1NTeZzsBJExSMIK8Gqr6+nUwbKoVvQ2LFjnROvuuqq2AqgqR8XQejoJy3RhmPPnj09PT3Dw8ORbiUIKh5BWINBc3MzCRZQDt2CGhoa/CdGXQDtkUceiXqj+UQ/aQk/HNW+uMkdlUx3we3t7fJWDq9JsIBy6Bbk+iT3GEYEZ4K1cuXKqDeaT/STlryEg4pHELoL7uzslLczZswgwQLKYZ0V9pkYdQG0p59+OuqN5hP9pCXacJhPlksWFY8gdBd87733yts777yTBAsoh25BV199tXNinAmWfiLX//zP/0S90Xyin7REG47GxsaLFy9GuomAqHgEofviPXv2yNsHHniABAsoh25BEydOdE6M4SDcmWC9++67UW80n+gnLdGGY9euXT09PX/4wx8i3UoQVDyC0H2x+var7L0kWEA5dAsaP368nqif3RDDz6g7LxG+9dZbUW80n+gnLZFfIuQmd6TF0NCQlU69+OKLJFhAOXQLmjlzpp6YbILFGayI0E9ashwOq1ElXRxUultvvdW5t7D/AOXQLeiOO+7QE0mwMol+0pKXcFDxKMj8UVg9UU+pkEfmAumiW9BDDz2kJ8b5M+rOBOvXv/511BvNJ8ZZS17CQcWjIH0PrGuCdeDAgQTLBqSUbkG/+MUv9MQ4f0Zdb0hndf/1X/8V9UbziXHWkpdwUPEoyPWoWk958MEHEywbkEbDw8OuidTYsWPjT7D0EdTx48ej3mg+Mc5a8hIOKh4F+SdYX/rSlxIsG5BGjzzySOUkWLqB/+AHP4h6o/nEOGvJSzioeBRUZXBOXL16dYJlA9Lo7rvvdk2kJkyYkOAZrEcffTTqjeYT46wlL+Gg4lGQf4J1ww03JFg2II36+vpcE6n29vYEz2D19PREvdF8Ypy15CUcVDwKMjti58TJkycnWDYgjb7whS+4JlIdHR3xJ1ia+cAIhIhx1pKXcFDxKMg/wbryyisTLBuQRlOnTq2cM1ia+chThIhx1pKXcFDxKEj3v2PGjHFObG5uTrBsQBrJYYlrInXdddfFk2C9++67zgTrs5/9bKQbzS3GWUuWw2E1qqSLg0qnd5WamhrnxLq6ugTLBqTR5MmTXXvge++9N56e+dprr3UmWJ/5zGci3WhuMc5a8hIOKh4F6f63urraOdHMugAEMXHiRNdEatOmTfEkWM7sqorL/ZFhnLXkJRxUPArS/a/rJUISLKBYzc3NronUww8/nGCC9bnPfS7SjeYW46wlL+Gg4lGQ7n8nTJjgnGhmXQCCaGpqck2kNm7cGH+CNWnSJPXiG9/4RqQbzS3GWUtewkHFoyDdES9atMg50fxqIYAg6urqXBOpH/7whzEkWKdOnTITrMbGRvVi+/bt0W00zxhnLXkJBxWPgnRH/POf/9w5kV0IKJbXT+JcuHAhhmb1N3/zN2b71Q8aXbBgQXQbdRoaGjp48KD5W9dZRSdpyUs4qHj4e+KJJ1x7fNcfKAQQRE1NjdcJ4Bia1bp166rcXH/99dFt1EkHYffu3XFuN350kpa8hIOKh78vfvGLrj2+/v0ydiGgWEESrI8//jiirZu/hGiewVq5cmVEW3SlCzB9+vQ4txs/OklLXsJBxcPfihUrXBMpPUKwCwHFMvMbr3/t2bMnoq3ru9qV2tpa9eLzn/98RFt02r17ty7A1KlTY9tuIugkLVkOh3VaOOnioKJ5PVpad8rsQkCxgiRY999/f0RbnzBhQpWbOL+wUl1drbeb+SfI00la8hIOKh7+vB7YQ4IFlMwnp9H/uu+++yLauvmYU/Nnp+NMsMzEbuHChbFtNxF0kpa8hIOKhz+vB/bU19eTYAGl0W3H+Rg5/a8lS5ZEtHXrBkp9D5YcNUW0RSfzWzLz58+PbbuJoJO05CUcVDz8jRs3zjWRuuqqq0iwgNIESbCiuzPJ+gqwvlpn/hZW1MwyXH311bFtNxF0kpa8hIOKhz+vS4Gtra0kWEBpdNtxnjTS/2psbIxo61aCNXPmTPW6paUloi36lyHOxC4RdJKWNIWj6nLFLhtRqZANXt8WbG9vJ8ECSqPbzrhx47z+NX78+Ii2rp8jrzKblStXqrfXXXddRFt0MhOszP8aBJ2kJU3hKKfyqHj4M7/sY07/7Gc/S4IFlEa3nfr6eq9/RXdexzog/5M/+RP1OrbHJQwODpZzXiB1Mv8Bi5WmcJBgITpeT2zv7u7OSecIhE63Hef93TGc17EyG/2lwpqamoi2aOnt7SXByrM0hUMqr6mpqba2dvbs2Tt37ix22YhKhWzw6gRJsICS6bYjqYbXv6JrWfqoSV2F9HmsfETuvfdeEqw8S2U4BgcH77rrrv7+fmt6la9Eioq08NpVHnvsMXYhoDS67Tz44INe/4quZen1T5gwYcS4nzK2m80XL16cq2Eo8x+wWGkNx/nz5xsaGoLPT8XDn+4BraPbU6dO5aRzBEKn284vf/lLr3/FkGCp7zDefvvt6m1slwjzdpyf+Q9YrLSGgwQL4fJKsMx/JVIwIL182o7XXY9RbH3s2LEjxk8TRneJUD+XWG2RBCvn0hSOnp6ekydPyovTp093dXX19fUFX5aKhz/dAzovH+h/vfLKK4mUDUijt99+2yexsB6zHgW9/okTJ8rbyZMnR51gWbkUCVbOpSkchw8fnjt3rlRhe3t7f3//hQsXgi9LxcOfdbDr+i9J8RMpG5BGX/nKV3wSC68Ho4RIr19d7vD6vdEotkiChZF0JVjloOLhT/eA0gt7/WvZsmWJlA1Io1WrVvkkFlH/yqeZwKlHt5u//RzFFkcuz6h+/etfk2DlXF7CQcXDn+4Bb7jhBq9/3XLLLYmUDUijefPm+SQWEyZMiDTtMO/xuvPOO2XK9OnTI93iU089ZeZSu3btIsHKubyEg4qHP6svdv3XVVddlUjZgDRqaGjwSSyampoiTTvMM1jvvPOOTOno6Ih0izNmzDBzqWuuuYYEK+fyEg4qHv50D/izn/3M619FfXEVyLmxY8f6JBb6p5cj6pz1DxHq9Ud9ifCWW25xZlSWjz/+OIpNVwjGWUuWw5GrQweUw/zJMOd/9b+cv6cGwIv/9wSXLVsWaec8btw4tXL9ncGof7i9s7OzYIL1ve99L4pNVwjGWUtewkHFw8f69euDJFixPQAayAD/J13t378/0nRn/PjxauX6saLqS+jRbXHjxo0FE6z77rsvik1XCMZZS17CQcXDx+c///kgCZYckcdfNiClzMTCf4ahoaHQt67vAFOPcR8p1MzLt3nz5oIJ1uzZs6PYdIVgnLXkJRxUPHxMmzYtSIIV22/EAhkQPMHatGlTWBt98MEHpZ3W1NRIXmUlWE8++WSkCdajjz5aMMHK9m0GjLOWvISDiocPfTWBBAsIS/AEy/lslFA2qujvprz22muRJlh/+Zd/WTDBcj7HOEsYZy15CQcVDx/+X3cqOE4AcCp4ZKJnmDBhQugbdSZY77//fqQN2XxyvRfOYOVKXsJBxcOH/924JFhACYInWPo+9BA3qo0bN87537A2Z9q0aVPBBEtfr8wkekhLXsJBxcOHf4Ll/18ArnSrUb9U4zNDiBffnTlNXV2d879hbc5kPcndlXzSf/iHf1Cvs/elGXpIS17CQcXDh9kDOv9LggWUQLcar6/OhZ5gDQ0NOXMa1zNYr7zySihbNB06dMg1ozp48KA1Jav9SfY+UZmyHA5rR0+6OKhc/vuJ+Zsb8ZcNSKNf/vKXutV861vfcp0n9P75z/7szwImWN3d3aFs0eSaYP3gBz8YufwgjQQrP/ISDioePsy+z/lf529uAPA3ZcqUgq0m9ARr6tSpzhRn/Pjxzi3Onz8/lC2ann/+eWvTGzZsUP8yv6dMgpUfeQkHFQ8f/glWkKECgClIGhF6qlFfX+9MsJqamvQMeqJ5Y1ZYfvjDH6qVjxkzRj5aR0eH/pf5M4ihp5WVI3ufqEx5CQcVDx+6v3P9MZwlS5ZktUMEIpJIgmVezdemTp2qZ9ATo7jBfO/evWrlzmcx/NM//RMJVg7lJRxUPHzo/m7SpEnO/77yyit6hg8//DD+4gGpEySNqKmpCTfVMDM2zXyKqZ4YxUODv/71r6uVX3XVVc7/uiZYbW1toRcjQYyzlryEg4qHF/Nu3G9/+9uu8+gZlixZEm/pgFQKkmB1dHSUn2CZa3BNYm699daiSlWyxx9/XK3ZPGfmuulI87wEMc5a8hIOKh5e5syZU7DP1TNEcesGkD1BcohXX321zEOXcePG6TVs377dNYl54IEHnKWKYkT4xje+odbc3t7u/C8JVg7lJRxUPLwEuU6hZ8jeswGBKATMIYptWeoioH4eutfjD0yPPPKItXhRCZa+r+uhhx7yn/M73/mOmvNTn/qUzye1BCxGKmTs45QvL+Gg4uElSJ+b1SNOpNE999wzb968AwcOJF0QT/fdd59uMgsWLPCZs6iWZTbVp59+esQ7azFt27ZNr0HSOLOxd3d3r1y58sKFC6GUUIqk5pw1a5bPekiw8iPL4cjwfowQFZVgsSMhWatXr678XTH4iaKiWpY5s2zCzJZ8fP3rX9drkNTHXIN64X/yzFzV+PHja2trh4eHXefUlwinTJniv56s9icZ+zjly0s4qHh4CdLZZbVDROqk4rG3wRMsc86FCxeqiZLE6Ik6+wmYTlU5rhVu375db87rPi2fErqu3zUn+9a3vqVmuOaaa4KsJ0h80iVjH6d8eQkHFQ8vZr9ZcB52JCSrqanJGqHNJ5WPjJ6kmTlzZlLFU4K3F/PRoLoBWh9QPbfTK0FxTYDMt48++qje3Icffui6yLx584J8Fmsr1pzf/OY31b9cv0VoPszd9Lvf/S5oWCteFd3j5fISDio+bz796U87O2XXFMr/v0qGf90C6dLY2OgcpPXP7Vn7fNSFse4xV/ee33333UHalGYVOPiZKi/W40Yl7/HaXJBy+mzof//3f805t27dqqZfffXVzvXs2bPHdSWud8SnVBXd4+XyEg4qPld8jnetnnTRokX6X653Tij83jMqhOvDyn3O/URXEq9MyGx9K1euLLgea36vlhvcT37yE/Ptk08+aW7Oa6k33njDtXg+G7LCu3nzZjXd9UGjQ0NDritx/fWIlKqie7xcXsJBxedHwasJZo9mzuzzZaIdO3bo2XzyMCBqXru3+q/X9NA9++yz/q0s+NbN56QUdSnQZ6PmW8l7zM15bUKypWPHjlll++pXv+qzIetobePGjWp6S0uL6yc1F/RaSapVMc5eLi/hoOLzwOvg3tml6kVK+LpTljpEpI7XeSP1X6/poQuSCQVvKa6Lq/ND5g3vap3Ou9CcH9l8u3z5cnNbu3fv9i/zxx9/rGd2/fVoa1vaQw89pCY2Nzf7f8yxY8eaWywq8pWsinH2cnkJBxWfea53XL300kt6BvNff/qnf+qc6L/+4HMClk2bNklaMGPGjPJ/y7LYM1ihX4FyFkBdB3Qe3rz77rvlfCjJhLzmd42AGQpzhWvXrg2yOZO+S33y5MnWv8zzbVWXdwW9vb1q4sSJE12LfezYMdkNrr322pGM9idZ+iyhyEs4qPgMs45xFedxoTkAOO9ZKXgcGaRDlOFTfeNJkePUMj8aKt/WrVulol1/HUXTI/pXv/pVNUVGWTXFf0Enr5zA57+/+c1vSvtoFtdTR1bDUfu/9cXGglxPy/nMb11imzJlin6rvjNo9gmnTp2yFpeAmIt7hdT6r+vWzdXef//9amKQjx/wk6ZLlj5LKLIcjuDNFekVMLtSrP3BPFFf8HZgs1f9x3/8R/8ZzJI0NjaW/SlRuYLsQnqejo4Oa0qxXZP563smdY+267/CutU9eEMr1r/8y78UtWbzYMnrFJ1Ml5V4/Xhob29vS0vL3XffPTg46Bo0J72s+SgySTr19GXLlqmJQY6szO7i7bffLjh/BdIfwTxeTbZIlSYv4dBN0fzZBKTC7Nmz1Qkh1+NCZz/4k5/8xGtVZqdmPVzn4MGD/sUwj5Kdvb9/1yzzSz9ewmdHhTt69KjrGGzRM+hsIMhSriZOnKgXnDFjhtcuJ9mD+bbMC4Wu19/D/YqitX7z6aBOZ86c0XN+8YtfLHPTr7/+enNzc8Hrhnr+9957z4yDeiFJ1YIFC9Trmpqaghs1+5PU/cKp112tVSRYl8tLOFzbCVLBp+6sdq5/AtaLflCNT+9ZQkn8+2WzLz5x4kRRnx0VzrrxyGs2PYNrgjU0NBR8iw0NDWqptra2Ee99z/w1QL37lfABXS/eRfFkgUmTJun1B0k4VMHCvUP8yJEjPu3XnNNntoDlH0ntqOR1ql5NT7p0lSUv4TB3hRtvvDHp4iAoq383+1NrbAt4w5Nrhxiwm3b9crXV3cjbOXPmOKebM7S2thYfCVQiq5afffZZ19n0DPqJoNYuof7KLu169dmkd3t16dl1HxP//d//7cyN9Na9iqdvH/RabVW2vvXm5POYU3O2UEJkLpKWp2EVfAxs0gWsLHkJR346iIxxNuAVK1Y4fzojeJ1OmzbNuc4NGzYEWba9vd2/c7GOXN9//32fjlhm/td//deiI4JKYtVpwZv/1GGA/yg1a9YstdTdd99dW1t70003mavSy06aNGnE+OaaRc0csJn479XWThtW6CpfW1ubV+j+/u//3j9QQdZv/XhONB8iZMEvpGIkdQnWli1bGkYNDAwUtSA7QYWTgcT62t3kyZODP3XQ5xmhTtapr6IS7uDPiNekGy14vKvOXghSrnTxqtP/+I//cJ3N9VFtTjU1NTNnztRvzbRG70tXXnmlT2GCTFf0L+j576JB7ivKFf+qDLgSc5FUJK/WXurziEGMpCvB2r9//+LFiz8atXTpUnkbfNmqy79wOzw8HF05UawyH99sfpEnoEOHDqnTYCU8ScG1DAWztJtvvrmcj6nuKZY+/fjx48UWWNu8eXP1H5lXiyQFrHbQz5tQbwve35ZPPvWl5/nOd75Tcr07V6tfO8djfXLL2qvNpXRa9rWvfU3VcsEt8rQRLzqw6huLZtwCriFI/E2qEzAbppn4Xnvttbr9Pvfcc1JxZovWc9577716YrEf2SyY60codoXZlqZwSHalf8pAXixatCj4slUBjh3N+w+uCKbgqpzjVkG/+tWvRi4fCy1ms7HKI1OmTJnS1tbmtawMk2+//bYMrvJC3uqLEdprr72m5nT+KyzqZJV/XTjj6fUvr69hR8rsU67442/clrBstpXWdopaSXBezeG73/1utZFNmtREn6Z6xx13+Jdclz+EaLqtP+Au53UZ0VUqzqNUJv34hiVLlgRfKop9IxT+zdbq9P793/9dPTEn5JimXJrCUV9ff+nSJfVaXsjb4MtKxZvfrUWKqIHEGqWqU3JPqJetW7c67yRDehW8EOxKP9SqhDwseII1UswofuDAgeh2ezi9//77RdV7hfi7v/s752epIsG6XJrCYVWe87SB/w4xUvalKETKrB11/qCzs9OsX3XGLu2plb/jx4+bZ1MSrA4URddgsfNbzMdc+VuwYEHw/Sr4vlTW7otSud7PVLG8kvsq9p/LpSkcZZ7BUi/0BZoQ92aGw9KYZ565zyMg636pgBfIZLc3D0jMk2d6Bv/tul4mqHJcR0hiP0qeOd78+Z//uf/MxV6Da2pqUrE1x+AS7jt01o6uNVmz2iW2bt1a7GqRLL17qIPPCRMmBF/2C1/4gnUePUgTlnn27t3rusIqEqzLpSkc1j1Y8jb4slR8QT/60Y/UmP373/9eT3z33Xel89XDeV1dnc8tKUFwrzQAZBLjrCVN4VDfIjx79mxp3yKMrmAAAOQc46wlZeEYGBgo+TlYERUJAAAwzlryEg4qHgCA6DDOWvISDioeAIDoMM5a8hIOKh4AgOgwzlryEg4qHgCA6DDOWvISjoLP9gAAAOVIeqivLDkKR6R1H/WOReETWXnU66fwWV0/hU9q/RQ+w+tPnRyFg4aRyMqjXj+FT2r9qS581Oun8Emtn8JneP2pk6Nw0DASWXnU66fwSa0/1YWPev0UPqn1U/gMrz91chQOGkYiK496/RQ+qfWnuvBRr5/CJ7V+Cp/h9adOjsJB3SeFyCeFyCeFyCeFyCeI4FtyFA7qPilEPilEPilEPilEPkEE35KjcFD3SSHySSHySSHySSHyCSL4lhyFg7pPCpFPCpFPCpFPCpFPEMG35Cgc1H1SiHxSiHxSiHxSiHyCCL6FcAAAAISMBAsAACBkJFgAAAAhI8ECAAAIGQkWAABAyEiwAAAAQkaCBQAAELKEE6yXXnqps7Ozrq6usbGxt7f37Nmz+l9btmxpGDUwMGAuUvVH1nqWLl2q1rN+/foPPvjAa4uuqz116tQ999xTP0pevPfee8WWVpw7d27GjBlpeRBINiJfdbkS4hC/bERenDhxYvny5bL4tGnTnnnmmWLjEL9sRN7a55uamkoIRcyyEfmAi1eabARfhtfu7m6Z3tLSsmPHjhLikIiExyQJ9Isvvnjp0qULFy5s2rRJIqum79+/f/HixR+NkkqVt9aCVt2vWLHi6NGjw8PDsqo9e/YsXLjQdXNeq507d+7jjz8+PGrnzp3z588vqrTK5s2bd+3alZZhPhuRT0u0TdmI/DvvvNPR0XHkyBH5l3SCDz/8cMkBiU02Im+SrVtDY2XKRuQDLl5pshF8Sek2bNhw8eJFmf7QQw8dOHCg5IDEqYLGJ4lpbW2tei01dOzYMfVaXixatMia2X9klTzXdbrXaqurq4Ms7lVaMTg4KOON7DppHPLTG/k0RtuU3sj39PSk4qyVl/RG3pwofc6ZM2cKLl5R0hv5EhavNOkNvswvqZV6LS9cjzcqUAWNT3I0rKNWX18vwVWv5YW8tWb2qnuZee/evZIFu/7Xa7Vr1qyRnPrSqB07dsjbokorVq1a9eMf/9inYJUsvZFXl0ikEc6ePVvWU3DZSpPeyEvYn3rqqba2Nun41q5de+7cuYKLV5T0Rl6Tg/i+vr6Cy1aa9Ea+hMUrTXqDbyZYFy9edJa2MlVKNnDixImbbrrp1KlT6q1Vtc6jN9e6V5eNW1tbT5486boVr9WePn1a3T4l5EXBg0KrtC+//PLtt9/uU7BKlurIa4ODg3fddVd/f7//4hUl1ZGXpcwz9t3d3f6LV5RUR16Tg4p33nnHf9lKk+rIF7t4pUl18NetWyf9zIVR8sJZ2spUEdmAJCizZs1688039ZRykuvdu3eb6Y55s57XapcvXy7Jtb48bJ4gcd7r5yzt3LlzX3/9df+CVaa0R950/vz5hoaGYJ87eWmPvKzHPKBM0eWStEdeOXToUOrOoKQ98l6Lp0Lag3/u3LkHHnhA+pm2trZ9+/al4rsdI5WQYB0+fHj69OlvvPGGOdG6jitvraX88xiv9NZrtdb8Ptmxa2mrHHzKVjkyEHlTihKsDER+6dKlaTxjn4HIK/Pnz3/ttdd8SlVpMhD54ItXmgwE3/TMM8+sX7/ep2yVI+FUQFLRadOmOU90q28inD17NuAXHPr6+tTXPmWUHRgYcO4r/quV3mrHjh368rDXFxy8SutTsIqVjcj39PSoM9WnT5/u6upKxS0p2Yi89HH6jP2GDRtS0d9lI/Ijo19ld96SXMmyEfmAi1eabAR/48aNsk5Z9siRI7NmzfK6QFlpEs4GfM79SBX6P6LDnF9y3rlz58rblpYW5xOqTK6rldpSz94Q8sLn6nLBM1VpSbCyEXm99fb29v7+fn1OpZJlI/Ji586dsmlZ/IEHHkjFTe6ZibwMYEePHi0tCInIRuQDLl5pshF8OaJTX6lZvnz5iRMnSo5GzNKRDQAAAKQICRYAAEDISLAAAABCRoIFAAAQMhIsAACAkJFgAQAAhIwECwAAIGQkWAAAACEjwQIAAAgZCRYAAEDISLAAAABCRoIFAAAQMhIsAACAkJFgAQAAhIwECwAAIGQkWAAAACEjwQIAAAgZCRYAAEDISLAAAABCRoIFAAAQMhIsAACAkJFgAQAAhIwECwAAIGQkWAAAACEjwQIAAAgZCRYAAEDISLAAAABCRoIFAAAQMhIsAACAkJFgAQAAhIwECwAAIGQkWAAAACEjwQIAAAgZCRYAAEDISLAAAABCRoIFAAAQMhIsAACAkJFgAQAAhIwECwAAIGT/D7b5tk8cGzeoAAAAAElFTkSuQmCC)
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