Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100621_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 08, 2012 |
Start Time | | 2012/10/08 12:00 |
End Time | | 2012/10/09 12:00 |
Key Words | | By reversal storm |
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 | | -3.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.85 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100621_3 |
Minimum Dst Value | | -111 |
SW Source | | OMNI |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIE5vdiAwNyAxMToxMjo0MSBFU1QgMjAyMf9pObAAAAGydEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiUGF1bGluZV9EcmVkZ2VyXzEwMDYyMV8zOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxMi0xMC0wOFQxMjowMDowMC4wMDBaIiwgIm1heCI6IjIwMTItMTAtMDlUMTI6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMC45NTk3MjEwMDA1LCAibWF4IjoyNC4wNjk3MDEwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF190BPKSgAAAARnQU1BAACvyDcFiukAACYlSURBVHic7d1/bFX1/cdxSrlcSym1TrHBypcxWDXIWIMaxxjrWCdpCCOMsRA0TdMgCyMmI6xTm2ZR0inJ4pjTjrk1pO6PhegmM242jk2RuDkXlWHnGEMj24iaYjCkMQ1pGr7v9Hz9fI+f8+Oee+/n3HPu+Twff5B7D+d8zue+P7f387rnnnvujEsAAAAwakbSHQAAAMgaAhYAAIBhBCwAAADDCFgAAACGEbAAAAAMI2ABAAAYRsACAAAwjIAFAABgGAELAADAMAIWAACAYQQsAAAAwwhYAAAAhhGwAAAADCNgAQAAGEbAAgAAMIyABQAAYBgBCwAAwDACFgAAgGEELAAAAMMIWAAAAIYRsAAAAAwjYAEAABhGwAIAADCMgAUAAGAYAQsAAMAwAhYAAIBhBCwAAADDCFgAAACGEbAAAAAMI2ABAAAYRsBC0WbMqJqnTRV1FSHiGMdjx461tLQUbDmOXSf1tOTPAagk/t5QNPUynf7X6/T3EFHEMY633HLL0aNHE9k1AcugTD4oZANPTYvM+EhdXd3WrVvHxsZKbsdsx1Szora2Vrq3YsWK3t7e9957r/w2jfQtpH2Htry/v79+Wl9fX5Tlo6OjHR0d8sBbWlqGh4edhc8999zatWvz+XxDQ0NPT497vIL26yWNtLe3O410dXW988474etfuHBh9+7dCxcuzOVyssnmzZtffPFFWTh//vypqSm12rZt29RtWd7c3Hz+/Hnpjwyc1mBbW5s7kbsV7LwSx3EmqYmRXZcg7qflqVOnNm3aJE8zGUTJkYcPHy5nv6Z6W3DcKxmViGWoAJ5kFlGvKTJfyoQtc2eZ7ZilmpUJ+4033pAsIpP6f/7zHyNtxkrby9DQ0Jo1a96fJuFG7oYvP3ny5OLFi0dGRuSBS4q68847neXr168/cuSILJyYmJDQI2ErfL++1q1b9+yzz05OTko7+/fvv/nmm8PX7+zs3LNnj5PDLl68+Otf/1q6Kre3bNkit511ZLnkYOmVc1eWy3Tu9Eemc+mzak0elCwp/5BnHAEr4iZVF7Deeustycfy7JJhkrvHjx9XaTjZgFWwNQIWMoYnmUXcrykffvihegd/9uxZCVt1dXXyflfmV3WkRHsN8k6T7hvygu4c9mhraztx4oTaqq+vr6mpSfYlr/Lj4+MRu+fYt29fd3e3+t+HH364ublZpvaQlmVSkU1koYSzH/zgB6rNoOVB7Xh3F73nkqLUZ09yY/Xq1eHLpWPqqFUQiUdS2/D9RuE+bOO7uezFfaRKkai0YcMG5/bTTz8tZZF/nbuy/He/+53ToCx0AplDHuNTTz0VPWDJCg8++KCMkfRTyqIynNpQluzcudM5Cig3nBXCj4oVu4k29EHPbd9mNQX/soIaCdppyNNYkRUGBweDyqvd0O7KKC9fvlzaX7Ro0cGDB4MKVc6fTNBzwLsjrcEoL1NBrzZ33XVXY2NjQ0ODNOi7r5CBUH2QJ/bjjz+u2pQ3IQsWLAh/TYPlCFgWCQpYy5Yt+/Of/yzT6uTkpLwSuTON7+a+N+QV7f3335dGZIJUh0nuvffejRs3ynJpefv27erYTMHuOS5cuCCviep/u7q61MtZUMvS/02bNl2YJjdUm85y2VyWy8u0Wh7Ujra7cFrPZQ5QGUVuyN3w5fLSf+DAAXkRlxHZsmXL+fPnvbuQma+0I1iK7PGhhx5av359+Oayl56eHuf5oG0u04kU6tL0NCb9lJLKbZnnZLmzstNga2vrK6+8IjekEbl9KXhe95IV3MPn7MK9YW9vr4yXWkHuFmy52E20oQ96bgc161bwLyukb747DXoau8nTSf436KH5PnZ198orr3QOQLqPpGorl/knE/0IltZgwWIGdex73/ueBDJZLvHU+4xyhAyE6sOxY8ckfapNdu3aJRk3/MHCcgQsi6jXlJCPCOX1y51pfDf3vaHe87mPtbS0tKjP+CTSyUt/lO65qabkf53ZPbxlmezV8jNnzqg2Jb7IO2DnttxQy4Pa0XYXLqhQ3ocQtFzmA3n1lxru2LHDfXqTY3R0VGYXeTjh+w3voZg/f/7p06fD15R419/fLxOJc0LYnj17VOCTWcc5ALBu3TrnpDG5LdO/FlkkLEr8ujR9ZEsdBXF3I+Rokyx0D5+MmvZIZYmqg9yQR1SwFMVuog190HM7qNkgvn9ZIX0L2qnv09jNe6TT/Vi0G9rdhQsXyhBrJ+ppK5f5J1NUwApq0LeYIa8JBf92QgbC3Ydbbrnl0KFDlz76HNb5EBYIQsCyiJrY8vm8+yR3eV+4Zs0amVCd/1VH+IsKWEFruhX72YG8tLlfvn0fS7F9jtjD6NnFu3KxR7DkhppN5SVbO/la3jcvXbrU/alr0H7DyR7lDfeqVauibyIzjbxNV0fO3njjjZtvvlnauf766+Wu/Cu3JYpJ2HL3RxbKVPfUU0/Jv+4jW1E6XDCbRgyvRbUZvn7EZ5RvrCn4lxWxbwWfxm7lHMGSp5mEY2mhtbV1ZGQkaOWIf3qOoD6EdM/3bpRiRv9bDt9X0EA8++yzzpO/u7vbebMBhCBgWSTopU0mwqeffnpyclJuy79qNXmFUoFgfHy8hIAlLUf/rqK3e/fff3/Q55VBLUc5giUrFOxhOQFLO9dK7oYvb29vdwcsFbzE4cOH5Y3y8ePHo+w3ipDDG1E2kYA1PDzc09Nz6aM5ZuXKld7+SJKrr69/8MEHteVRAlbBI1juFSIewSpqk4gBK6hZt6C/rGIfTsGnsVvI3F/wT1uRWO8tvnpQ5fzJlBywChYz5DUhyhGsiE+Stra2vXv3Llq0yPdURcCNgGWRoJe2pqYmdeLF7bffrlaTufOhhx5yvtq2bdu2EgLWvn37NmzY4EwJp0+fVmkpvHuyx5MnT/b397tf9bRdBLWsTlIRGzduVFvJ8s2bNzvL5T16wR6WE7CcbwtK0Xy/RehdLpFlx44dE9O2b9/e1dXlLB8cHJQ5Q0oRcb++du7c+dZbb12a/ly4r69PpbqgzdeuXSupzgl80s/e3l73JjJzS5ecrxMeOnToyiuvdM/lBSNLlIClhs/3HCx1jp0zvurTSclzQRf1CNqkzIAV1Kxb0F9WwUZCdur7NHZzPr169NFHnSwyOjoqu9baCfrTlue/k0UkYEnnnYVabcv8kwlZTduRtmbBYgZ1zDkHS7Zyn4Ol7Sv6k0Se/LJQ+1ZKCW91YAOeFhYJehUYGRlZvHixvKmV12WZ1NVqJ06ckLdrzvIDBw6UELAuTb/qybs9aWTFihXu7+D4ds+Rz+dlv/KSp135SVvft2V5DZWMksvl5OXY/TUrSQw9PT1qufuojG870WcLN7Vcoozv9a6Clg8MDDjfftq6das652mGR8H9eklakscl60j73otpedd/8cUXZeauq6uTgkjAlXzm3kT6JqVzzkp555135Lb7lHwjAUtGxymFc16atqGM45133pmftmvXLrXC/v37ZYlv+0GblBmwgpp1C/rLKthIyE6DnsZup06dcr5wJ7uWLOW9DlbQn7Y8/6+//nppdvny5eojQm9tS/uTKfik1XakrVOwmEEduzR9+qD80alvEXr3Ff1JIsV0PiXUHlr4Y4edeFrAOvIWX16Fk+4FfDBRRcfT2BHlQioGSXJVF4QDwvFyBlvIu9jx8fHz588HfaCDxBGwCuJp7CYpU50rVgGHDh1yX6kBCMfLGSot76cC+x0cHJw/f35dXZ37CpZRJNXholRFJwuqxj5XWMlP40ySOjz66KOV2Zc8ORcuXOhc4w2IgoAFAABgGAELAADAMAIWAACAYQQsAAAAwwhYAAAAhhGwAAAADLMlYHkvig0AAAxKeqpPlyyXg4EHAKAymGc1tpSDgQcAID7MsxpbysHAAwAQH+ZZjS3lYOABAIgP86zGlnIw8AAAxId5VmNLORh4AADiwzyrsaUcMvBvv/120r0AACCbCFiaLJfDe4mOb3zjG0l3CgCADCJgaWwphxOwLrvssqQ7AgBABhGwNLaUwwlYs2fPTrojAABkEAFLY0s5nIA1d+7cpDsCAEAGEbA0tpTDCVgNDQ1JdwQAgAwiYGlsKYcTsPL5fNIdAQAggwhYGlvK4QSs+vr6pDsCAEAGEbA0tpTDCVhz5sxJuiMAAGQQAUuT5XJ4r4PFR4QAAMSBgKWxpRxOwJo1a1bSHQEAIIMIWBpbykHAAgAgPgQsjS3lcALWzJkzk+4IAAAZRMDS2FIOJ2DV1NQk3REAADKIgKWxpRzqPPekOwIAQAYxw2psKQcBCwCA+DDDarJcDu9lGhh+AADiwAyrsaUcnIMFAEB8CFgaW8qhjmBNTEwk3RcAALKGgKVJYzmee+65tWvX5vP5hoaGnp6esbEx9V/9/f310/r6+opqUwWst99+23B3AQCwHgFLk8ZyrF+//siRI1NTUxMTE7t375aw5SwfGhpas2bN+9Pa29vlbvQ2VcA6ceJEPL0GAMBeBCxN2sshMSuXyzm3JV0dPXrUuS03Vq9eHb0dFbDeeOMN870EAMBuBCxN2ssxMjKijmDV1dVJ3nJuyw25G70dFbDefPNN870EAMBuBCxNqssxOjq6bNmyM2fOOHe1wVNHthTf6zJojhw5UqHeAwBgDQKWJr3lOHbs2NKlS92nTBk5gvX0008b7igAANYjYGlSWo7Dhw8vXLjw+PHj7oXaOVhyN3qDKmD94Q9/MNlRAABAwPJIYzkGBwdbWlpOnjypLXe+RTg2NlbOtwifeOIJo50FAAAELF0ayxHy+zZ9fX1lXgfrmWeeMd1fAABsR8DS2FIOzsECACA+BCyNLeVQAevnP/950n0BACBrCFgaW8qhAtbPfvazpPsCAEDWELA0WS6H73Ww7r///qT7BQBA1hCwNLaUQwWsBx54IOm+AACQNQQsjS3lUAHrpz/9adJ9AQAgawhYGlvKoQLWzp07k+4LAABZQ8DS2FIOFbC++c1vJt0XAACyhoClsaUcKmDt3r076b4AAJA1BCyNLeVQAaujoyPpvgAAkDUELE2Wy+F7mYYbb7wx6X4BAJA1BCyNLeVQAWvlypVJ9wUAgKwhYGlsKYcKWJ/61KeS7gsAAFlDwNLYUg4VsJYuXZp0XwAAyBoClsaWcqiAtXDhwqT7AgBA1hCwNLaUQwWs5ubmpPsCAEDWELA0tpSDgAUAQHwIWJosl8P3Mg1z5sxJul8AAGQNAUtjSzlUwJo3b17SfQEAIGsIWBpbyqEC1ty5c5PuCwAAWUPA0thSDgIWAADxIWBpbCmHCli5XC7pvgAAkDUELI0t5VABq7a2Num+AACQNQQsjS3lIGABABAfApbGlnKogDVz5syk+wIAQNYQsDRZLofvdbBqamqS7hcAAFlDwNLYUg53xkq6LwAAZA3Tq8aWchCwAACID9OrJqXl8A1D2od9pTUoxsfHjXYWAADbEbA0qS6HN2CV01RNTY0TsE6cOFF21wAAwP8jYGlSXY6YAtaLL75YdtcAAMD/I2BpUl0Ob8BqbGzM5XKtra0DAwPFNqUC1gsvvGC0mwAA2I6ApUl1OYJG69SpU52dnb29vd71Q8ycOdO58atf/Sr+vgMAYBEClibV5QgZrQsXLtTX1xfV1KxZs5yA9cADD5joHQAA+D8ELE2qyxFTwLrnnntM9A4AAPwfApYm1eXQRqu7u/v06dNy4+zZs5s2bdq5c2dRTamAdccddxjuKAAAdiNgaVJaDt9LXh0+fHjFihVyd8GCBb29vRMTE0U1OGfOHKe1LVu2xNNrAAAsRcDS2FIOd8Bav3590t0BACBTCFgaW8ohAz9v3jwnYN1www1JdwcAgEwhYGmyXA7tc8bFixc7N6688sqkuwYAQKYQsDS2lEMGfuXKlU7AmjdvXtLdAQAgUwhYGlvKIQPf0dHhBKy6urqkuwMAQKYQsDS2lEMGfvPmzU7AyuVySXcHAIBMIWBpbCmHDPyuXbvUb+Yk3R0AADKFgKWxpRwy8HfffbcTsGpqapLuDgAAmULA0thSDhn4H/3oRwQsAADiQMDSZLkc2mUannzySe3S8AAAwAjmVo0t5ZCBf+211whYAADEgblVE3s5uru7GxoapO6NjY09PT1x7y6IdGBiYoKABQBAHJhbNfGWY/PmzRs3bhwfH5fb8u+GDRu2bdsW6x6DOAOvAlZRPxQNAADCEbA08ZYjl8tdvHhR3ZXb+Xw+1j0G0QLWSy+9lEg3AADIJAKWJt5ySJxyHyuSgJXUVdS1gDU8PJxINwAAyCQClibecmzatKmjo+PChQtyW/5du3bt7bffHusegzgDX1NT4wSs7373u4l0AwCATCJgaWIvx/bt2+vr62traxsaGnbu3Bn37oJoASvB0+0BAMgeApYmy+XQroN1yRWwbr311qR7BwBAdhCwNLaUwxn42tpaJ2AtX7486R4BAJAdBCxNvOU4c+bM/Pnzpei1H8nlcrHuMYgz8Pl83glYV199dSLdAAAgkwhYmnjL0dzcfPDgwampqVj3EoUz8M4lT8Xs2bOT7hEAANlBwNLEWw4pdxrS1aWPBv6Tn/ykE7Bqa2uT7hEAANlBwNLEW47GxsaUXDPdGfibb77ZCVg1NTVJ9wgAgOwgYGniLcf+/fu7u7snJydj3UsUzsBv3LiRnyMEAMA4JlaN+XLUhqrkSe7eyzTcddddBCwAAIxjYtXYUg5n4H/5y18SsAAAMI6JVRNvOdJzLrkz8P/85z9VwErDB5cAAGQDAUsTbzkaGhouXrxYwoZBx5n6+/vrp/X19RXboNby0aNHS+gYAADwImBp4i3Hvn37uru7P/zww9I210ZraGhozZo1709rb2+XuyU0pQJWb29vab0CAAAaApYm9o8IyznJXRstSVfqsJPcWL16dQlNqYDV0dERfXMAABCCgKVJdTm00aqrq1OXLZUbcreEplTAWrJkial+AgBgOQKWJtXl0EZLu+s9GDYjlLNOTU2Nc3fu3Lmxdh4AAHsQsDSpLkccR7Bqa2udgDVz5kxT/QQAwHIELE2qyxF+DpbcLaGpxsZGJ2DxazkAAJhCwNKkuhy+3yIcGxsr51uEra2tXGsUAACzmFU1KS2H7+lToq+vr8zrYH3ta18jYAEAYBazqsaWcqiBf/LJJ1XAGh8fT7ZXAABkAwFLY0s51MBPTk6qgHXgwIFkewUAQDYQsDS2lMM98CpgrVq1KsEuAQCQGQQsTZbLEXQil1rS0NCQYPcAAMgMApbGlnL4Biyu1AAAgBEELI0t5XAP/KxZs/giIQAABjGlamwph3vgm5ubCVgAABjElKqxpRzugd+zZ48KWOfOnUuwVwAAZAMBS2NLOdwDPzExoQJWT09Pgr0CACAbCFgaW8qhDTxfJAQAwCAClibL5Qi6TMMlvkgIAIBRBCyNLeXQBn7mzJmc5w4AgCnMpxpbyqEN/IIFCwhYAACYwnyqsaUc2sAfPHhQBayHH344qV4BAJANBCyNLeXwDrwKWJdffnkiXQIAIDMIWBpbyhESsHhOAABQJiZTjS3l8A58TU0NAQsAACOYTDVZLkfIZRrEtddeq/7r5MmTifQQAIBsIGBpbCmHd+Bff/11FbCampoS6RUAANlAwNLYUg7fgec0LAAAjGAm1dhSDt+Bd5+GNTExUfleAQCQDQQsjS3l8B34trY2FbBaW1sr3ysAALKBgKWxpRy+Az85OcmnhAAAlI9pVGNLOYIG3h2wTp06VeFeAQCQDQQsjS3lCBr45cuXq4A1a9asCvcKAIBsIGBpslyO8Otg+a5Wye4BAJAZzKEaW8oRMvDu7xJ2dnZWslcAAGQDAUtjSzlCBv75559XAUvCViV7BQBANhCwNNVUjogf+QVtG7HlY8eOlddNAACsQ8DSVFM5yhm88G2XLFmiAtbMmTNL3gsAAHYiYGmqqRzxBaxLHz+IxVXdAQAoCgFLU03lkMFrbGzM5XKtra0DAwPFbhu+Qm1trQpYs2fPLqObAABYh4ClqcpynDp1qrOzs7e3V1s+I1R4mxMTE1yvAQCA0jB1aqq1HBcuXKivr4++fpSBd1+voba2tozeVc66des+97nPffDBB0l3BABgNQKWplrLEUfAeuaZZ9wHsf7617+W0cHYHThwwN1bzs0HACSIgKWppnJ0d3efPn1abpw9e3bTpk07d+6Mvm3EgXcfxEr5NbG8n4GSsQAASSFgaaqpHIcPH16xYoUM4YIFC3p7e4v6rl/EgdfOxErtzz9LlvI9z+yKK65IumsAABsRsDS2lCP6wLu/Tpjag1juUOU+6ibOnTuXdO8AANYhYGlsKUf0gZ+cnHTnlcsuuyzWjhXkHKySFPX88887S7yfY2oZ6+jRo0n2GABgHwKWJsvl0D4+i75hLpdzbzg6OhpfJ8Npycl7vMo5E//QoUPaOkl1GABgJwKWxpZyFDvwlT/b/ZprrtGy1IYNG2aEcndMC4V///vfK9BnAAAcBCyNLeUoduBfe+01d14ZGhqKqWOOWbNmhWep8HTlyOfzHMQCACSCgKWxpRwlDLwWeuLole+Oogi6Dmp4AgMAICYELI0t5Sht4CuQV2677TZveNKWXH311RFb0z4oJGMBACqDgKWxpRylDfwnPvGJuPOKdtL6Sy+95F1YToNFXS0MAIDSELA0tpSj5IHX8orZq6Vrl4Rw/ziP2u+ePXvK6fNVV11lsMMAAPgiYGlsKUc5A69lrN/+9remevWZz3xGNbtkyRJTzWq5zVSzAAAEYbrRZLkc2plM5TTlzlhlHsTatGmTtCANzpkzx909SUXlNKtxd/jll1822DIAAF4ELI0t5Sh/4MvPanV1dTOCldk9jfsaWpzqDgCIGwFLY0s5yh9495f7Zs2aVdS2H3zwgfea7G433XRTmd3zcrf/wx/+0Hj7AAAoBCyNLeUof+CPHz/ujiwSmN59913fNSWK1Uy74YYbLn08mfmaPXt2mX0L6kZ8R8gAAHBjotHYUg4jA+89CjUyMuL81+DgoBOqwrOUY+nSpc7FRWX9P/3pT+V3LIh7p7lcLr4dpVZbW9s111yzaNGiVatWJd0XAMgyApbGlnIYGfgPPvggSn4KYfYqDwVpv28YdP33THr55Ze99f/0pz+ddL8AIJsIWBpbymFw4CUklRCtampq7r77blN9iM57UM259GhXV5fqmPPvl770pcp3r3z//e9/1QNxloQfR5T/NfuFTQDAJQKWR5bLoc2sBlu+7LLLwqfw++6774orrqj5yAsvvGBw70UZHx/3di+k50n1syjaLwKVYM6cOUk/CADIFLPzbAbYUg7jAy/Bpbm5uXaa5BL5d+3atWZ3YcqhQ4eKCh/ycFpaWsLb7OzsdLLj448/XplH4Sj4jQEvZ4y8y7/61a9WsucAkG0ELI0t5WDgS4gmkp8eeeQR1cKbb775hS98wdtOxR5CxO8QqM5LV3/zm9+EbF6xngNA5vGiqrGlHAz8JU/CkPxx6tQp3//SNDc39/X1Bf3vL37xi6K68cQTT6gTv6TlKJsU/ExQmtLOjfvHP/7hbUfyonsdPigEAFOYZzW2lIOBd9x7772SKhYvXuz9r/379xd1iMgdbgruV10brL293bt5SMsh+33ggQe0vTz11FOf//znJQuG9OTrX/+6u5Fz584VVUAAgC/mWY0t5WDgo+vq6io2aQVdA8z51cWimoqyrzIfoLtL1XJePwCk3Azm2Y+zpRwMfAlCPpj7yle+4lwrtcK+//3vl/+4XnnlFXebc+fOLb9NALDcDObZj8tyObS5OenuVKuWlhZ1vYlvf/vb7v8q5+jUrbfe6t1clkhu813u/O6QKdqp+rfddpvBxgHAQsyzGlvKwcDHxJucfD8ulCWdnZ3q7rp165LuuN7zH//4x+W32draKgFR0tvs2bOHhobKbxCovLfffruxsVGexnPnzv3b3/6WdHdQNZhnNbaUg4GPycTEhHOilbwc/+Uvf3H/17lz5+QFWpbfdNNNSXUvxOuvv+4bDRXfA2/OI1XXP/NdJ5y2F1OnqbnbVD38zne+c9VVVzm3nR1pZHlDQ8O//vWvpEfDAEnw6qk4b9487UH19fV5h0w7G09WuOuuu7zreJ8Sclsy9L///W/V/k9+8pOgz68fe+yxpqam6667rswHeN9996kvi7hHcOXKlV1dXdKfWhf503v00UeNnwSp7bq5udn5ZQjgEvOsR5WVo7+/v35a+DfFvBh4eH35y182OPdACQ+p3jUr0CUkzpvvtfcDGt81fd8nBLUT/r833nhj0q9AqfDqq6/mcrmgqmpWrFjhHN10/M///I+7qRnMsx9XTeUYGhpas2bN+9Pa29uL+giGgYeva6+9Nul5B0A2FQyCTU1NZ8+eLf917I9//OOcOXN8U2lQMI3pIZf/WLKkmsoh6ero0aPObbmxevXq6Nsy8Aiyb9++kJcb58Uo/KMW5yXsjjvucDe7fft254T9Yl/Lor8CxvpCmW0F65bhwqpJt7OzU15FnbMGv/Wtb/n+dUxOTqqvuSTdcVSBirxmV41qKkddXd3U1JRzW27I3ejbMvBAiDfffHP27NkhHw04p/WMjo6qTR555JF8Pu9+Zxz0mlvaW2fv+r7bqu4tWbLE/YheffXV+vp65zjBPffcE1PR1Mcl/f39suT3v/+91MRbuvvuu++LX/yiqlXQkYZwstVjjz0WxwMp2apVq9R5bw7nWRQ0gsi8pJ+S6VJN5dAGL5fLeVdg4AEApbnuuuucQ3ohtDOW1BRTdYFSBfeurq4y67Zs2TLnyohGRiEzqqkcHMECAGTJu+++e/nll4dHuiCf/exnk+7+xzDPaqqpHNo5WHI3+rYMPAAA8WGe1VRTOZxvEY6NjfEtQgAAUoV5VlNl5ejr6+M6WAAApA3zrMaWcjDwAADEh3lWY0s5GHgAAOLDPKuxpRwMPAAA8WGe1dhSjgSuMQIAgE2SnurTxaJymB17e1oz3mCaWzPeoD2tGW8wza0Zb9Ce1ow3mObWjDeY5tbiaLDaWVSOND8109ya8QbT3JrxBu1pzXiDaW7NeIP2tGa8wTS3ZrzBNLcWR4PVzqJypPmpmebWjDeY5taMN2hPa8YbTHNrxhu0pzXjDaa5NeMNprm1OBqsdhaVI81PzTS3ZrzBNLdmvEF7WjPeYJpbM96gPa0ZbzDNrRlvMM2txdFgtbOoHIx9JjGsWcXIZhUjm1WMrMaicjD2mcSwZhUjm1WMbFYxshqLysHYZxLDmlWMbFYxslnFyGosKgdjn0kMa1YxslnFyGYVI6uxqByMfSYxrFnFyGYVI5tVjKyGcgAAABhGwAIAADCMgAUAAGAYAQsAAMAwAhYAAIBhBCwAAADDCFgAAACGVXHAmvER98Lnnntu7dq1+Xy+oaGhp6dnbGzMd9v+/v76aX19fVGWo2J8h/XMmTPr16+vmyY33nrrLd9tGdY0K2d0GNk0CxqF0dHRjo4O+ZttaWkZHh4ualtGNg2YZMtUxQHLoY29zL5HjhyZmpqamJjYvXu3PA+8mwwNDa1Zs+b9ae3t7XI3fDkqTxvWFStW3H///ZPTBgYG2travJswrGlWzugwsmkWNAonT55cvHjxyMiIvBrLHHznnXdG35aRTRUm2ZJlLWC5yTMgl8t515QBPnr0qHNbbqxevTp8OSpPG9ba2lr3XXnz5F2TYU2zEkaHka0KQaPQ3d0ddNSKka0uTLIly3LAkjdP7nCt1qyrq5OnhXNbbsjd8OWoPG1YN2/ePDAwMDVt7969cte7JsOaZiWMDiNbFYJGobGx8cCBA83NzfJ2aMuWLefPn1ebMLLVhUm2ZJkNWKOjo8uWLTtz5kzBTVQAD1qOytPG4uzZs4sWLXLOBpAb7733XsFNGNZUKWd0GNk0Cxmd7du3X7x4cWJiYseOHdu2bStqW9/lSASTbMmyGbCOHTu2dOnSEydO+G5CuE4/bVg7OjoGBgbUOVi+n/ozrGlWzugwsmkWMjoSrZzbErPcH+tH2ZaRTQ8m2ZJlMGAdPnx44cKFx48fD9pE+xhY7oYvR+WFv9Hxfd/DsKZZOaPDyKZZ0Ci0t7e7A5bvVMrIVgUm2ZJlLWANDg62tLScPHkyZE3niwxjY2O+X3DwLkflacPa1ta2d+9edQ6W+1uEDGtVKGF0GNmqEDQKw8PDO3bsmJi2ffv2rq4utQkjW12YZEtWxQFrxsf5LnQ/M9y3+/r6fC/FEbQcFeM7fKdPn3auvCLkhtx1r69uM6xpVuzoMLLVImgUBgYGmpqa5G9269atvie5h2zLyKYBk2yZqjhgAQAApBMBCwAAwDACFgAAgGEELAAAAMMIWABiF/IDsUE//uo9hTa8HY3v5iG7i7La+fPnt23bJntvamrau3dvlAcOwFoELACxC/qB2II//qolpCg/NBuyecTfmg1araury3118oMHD0avAADbELAAVJT7B2IL/vhr0M90XPL80KwvbfOIvzUbtFo+n1cXz5QbBeMdAJsRsABUlPsHYgv+dEZIwNJ+aNaXtnnEX+oIWs0dsIKuTg4ADgIWgMrRfiC24I+/lvBDsyGbR/yt2aDVbr/9dnV1crmR+Z+qBVAOAhaACvH+QGxpR7C87QSd0h7xCJa2edBq58+f37p1az6fb25uHhwcbGxsjPrIAdiHgAWgEnx/ILbgj7+W8EOzIZtH/K3ZKKsNDw+7f18PADQELACxC/qB2II//hr9h2Z9+X6LsOBvzQattmvXLlk4NTU1MjKydOlS929iAoCGgAUgdiE/EBvyY89F/dBs+B4L7k7ju9rw8HBzc3M+n+/o6BgdHS22CACsQsACAAAwjIAFAABgGAELAADAMAIWAACAYQQsAAAAwwhYAAAAhhGwAAAADCNgAQAAGEbAAgAAMIyABQAAYBgBCwAAwDACFgAAgGEELAAAAMMIWAAAAIYRsAAAAAwjYAEAABhGwAIAADCMgAUAAGAYAQsAAMAwAhYAAIBhBCwAAADDCFgAAACGEbAAAAAMI2ABAAAYRsACAAAwjIAFAABg2P8CDHjKHaUOQ70AAAAASUVORK5CYII=)
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