Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-10-20020131_155800_20020131_204300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
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 |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/01/31 |
Start Time | | 2002/01/31 15:58 |
End Time | | 2002/01/31 20:41 |
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 | | 8.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-10-20020131_155800_20020131_204300-constBx0 |
Minimum Dst Value | | -6 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IERlYyAxNCAwODo1MTo1NCBFU1QgMjAxN7xz+C4AAAHNdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNDYtMTAtMjAwMjAxMzFfMTU1ODAwXzIwMDIwMTMxXzIwNDMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdlb3RhaWwgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDEtMzFUMTU6NTg6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAxLTMxVDIwOjQxOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6OC4yNDY4Nzk5OTk1LCAibWF4IjoxMS44NDg3MjAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19pzENZQAAAARnQU1BAACvyDcFiukAAEZDSURBVHic7d1/XFV1nj9whKtc0eiiTCBBUmJZi+Y4tOFARQ0WFRWNbFGiUdnkbDgxEyomKTlWbA9zsaVkVm2Zx4MZzXwYW2RsD1baB21MUVHLJhUWGrWUVFQ0g3oNv+/l/d0zt3vvOffce8+vez6v5x8+DtdzzufzOZ9zzud9zvmcz4k6BQAAAACaijI7AwAAAAB2gwALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGOiBFhRUaKUFABAQ3qcPF999dXZs2cHXLMeSdu4LbBx0SKUKPUht+dhjwQAUKDHSTI3N3ffvn2mJG2/c75UIg2LZr+tZApRNmKwl0ovvvjiFVdc4XQ6Z8yYceedd37xxRee/zs0NJSWlua1yNtvv33llVdOmTIlJSVl586dCgkxzx/HxsZWr17tcrkSEhKqqqroT7/LyuVKbnG534Ndj1y2X3jhhUsvvTQ2NpbWc9ttt3322WfK8we1TaJ+KODvH374YWFhoWscTdCfoW0cv2y55UPIzCl/O79cZjTZ8nqQ29MmTJiQlJRUUlIyMDCgsHgI+R8cHPz7v//79PT0iRMn0lIFBQW00fxmxutHmrjgggs8k6Dp888/32+b2tvb+/Of/3zatGmTJk3Kysp65pln+Pevv/6a8jl79uzJkydT6jfccENbW1vAPPtmJuQZfMXHxx87diz8pEOgd+igUNfBCjaryvuSARCWeRFlcwR7jli0aNH+/ftHRkY+//zzu++++9prr/X8Xzp+Hn74Yc9F3n//fWp1mpqavvrqqyNHjtxyyy1BJdfQ0LBgwYKPxtHE9u3b/S4llyu5xeV+D3Y9ctm+/PLL6TJ0eHj422+/ffDBB6m1Vp4/qG0S7E3HhQsXrlu3bnjc2rVr6U/lQqnc5syWWz60zPju/HKZ0WTL60FuT/v+++8//fTT++67Lzc3V2HxYPP/ySefzJw5k1Z78ODBv/zlLxTIPv/881dddZXfzHj9SBMUKj333HPSfz377LP0i2+A9cEHH1B0uHnzZjr/UOzypz/9afHixfxflNZdd91FMxw/fvzo0aNPP/30ZZddppxnv5kJeYaQF4m4AEu5roOFACvSRfzmoFPJvffemzSOJqSrIqrpLVu2pKam0lUp//kP//APZ5xxBl3e3XPPPXSikWY79cObIr5JULMxZcoU6U86cmbNmjU6Ouo5M0VU9fX16rPtlRBFA9TU8TRN5OTkBFyDZ67kFlezWjXrkcu2J2qn4+Li1M/vK8wAi1KnsvD0N998I2UmnI3jl/22vPrM+N355TIT5pZ3u90PPPDAWWed5XK5KG7gHxWO923btlHb5nQ6s7Oze3p6+Pe2trYf//jH9CP9F0dCvge7V1m+/vrryZMn08SKFSueeuop6fedO3fSL8r597tZ7rjjDor4/ZZRbhHPvO3Zs8czCSrdM88845v5W2+9ddOmTX6ToOJQoeQy4JmowknylMzGVz55BruI73nbb7XK7Qae6KKXQkwqS3x8/I033jg0NKSmOMqJ0g5AK6T5aUOFUNcUwf/2t79NT09PSEi4/fbbv/vuu6C2UsAS+d2evnu75xYOuE65PPsenr5pqWmdL7nkkl27dkkZpsuDGTNmqNldI0LEB1hUx/n5+QPj6Ep6/fr1/DtV4Q033EDXo9KfNNsn42iipqZG+t1rwldzc3NeXp705zXXXPOHP/zBaxHagSgntGfQnrps2TK6mlfOtldytHNLezZdYtIuG7DgnrmSW1zNatWsRy7bEjrqHnnkEa/7fArz++UbYCUmJlJrnZmZuXXr1pMnTyr/XlxcTLVPRyZt/OrqavpTuVAhbHNmvy2vPjN+d365zIS55SlcoCwdOnToq6++qqio4B8VjveioqL+/n7Kw4MPPihFJHRI7t27l87sdOK+8847/W4cz7ZkcHBwzZo1fIOHIoxLL7306aefpundu3fT9IkTJ5Tz73ezUB6oGfNbRrlFPM9LlKvZs2f/53/+J/3Z3t5O0/SL74mLTkHSY3EvV1999U033fTKK6/85S9/kcvGKRUnSYWNL7fOYBfxPW/7rVa51XqaN2/egQMHqMh0TigvL1++fLn64vhNlM4qtCU/HXfllVeGUNePPfbYz372s48++oh26dLS0t/85jdBbaWAJVLel6Q/PbdwwHXK5dnv4emVlprWubW19fzzz6ddmv+LDtLa2lq5DRhxIj7AOuecc959912epksNurzmaarCw4cPS7PRn9Js//3f/+05m9eEl7feeuvss8+WjpmXXnrpb//2b7lLhOciMTExtPN9Pq6kpKSsrEw5217JRUdH87mb0AStTXlxr1zJLR5wtSrXI5dt6UdCF759fX1q5pcjdwXc1dVF5zjpGJb7nW/Oc2ZoQjqDhLxx/LLllleZGbmdXy4zYW75jIwM6eaBROF4p9iIp//85z/zLSiSlpb2+OOPf/zxx15Z9c25hK7U6RTB//XZZ5/RlqmqqqJ/pb5lwe45DofDM7LxvaPgu4jX//7ud7+7/vrrT40/7Pvnf/5n3xk4ldHRUb8Z+Oabb6ipu/DCC51OJ23AyspKv3cIAp4kFTa+XNmDXcT3vO23WuVWK4e2QGpqqvriyCXa29vL07Sg3yIo1/WcOXPee+89nqbdiU5TAXMSVIlUBlieWzjgOuXy7Pfw9EpLZet80UUX8WXbBx98QBmgbe43e5Eo4gMsOmVIpxWaoD95mqrQq6ew3GxeE57oevGss8567bXXpF/mzp3b0dHhuwhd1NK1LE9TjJWYmCjN43mAeebH80+5a2K/i/vmKrRbBerXI5dtCR2ZGzZsuOSSS1TO75fCzEeOHPF7n8Pzd7pUWrt2rdQHi/7k3zW8g2XLLa8+M3I7v1xmgt04Xnu756EtUTje/Rb/zTffLCoqmj59+uzZs6XnenIzc37WrVvn2aeNLrtpBukZpUL+5SQnJ/ve1ZASnThxotcTLioXxXCes9EMM2bM+OMf/0j/Ss+PvNajcAdLQqdEipxuu+0231uep1ScJFVufE/BLuJ73vb6X+XVeqILMKpHCpd5p5Li4GCL4zm/VFNyT8mV65piNc9QXqpllTkJWCKVAZbnFg64TjV5lktLZevc3Nx83nnnnTx58pZbbqHLId8iRK6ID7BUxv6eF2c04TsbP5D2tHv37pSUlDfeeMNrPV7499zcXIqreJrCfCnAkuOVPfX9gfzmKoTOLkGtRy7bnqhx9eypFnB+XwozDwwMUPuh/DudCHTtg2XLLR9UZuR2frnMhLnlKSQK6g6W52xef9LZvKWlhRo//tPrYPeamfYi6abF22+/TZfU+/btO/PMM6U7c8HuORTQVFVVef0oJXr++ef/6U9/8vyvzs7O9PR0r9keeeQRh8MhPT3xbVNvvfXWhx9+WDknjK5ATjvtNN/fA54k5Ta+78lTEsIdLDV/qrmDRT/+/ve///LLL6nlpn99t1iw+5KaO1jKdU1hRH9/v+9SKjdswBL5zZLy3h5wnXJ59nt4eqWlcgvT4UkXb6tWraLdXur5Zw8RH2DR5ab0lJci8erqav7d9yC58soruXsBTfg+5P7Rj3508OBBaf7HHnuMLuulw8kvzyR27ty5ZMkS6RHh7bffrpxtr+xt27ZNzXtJcrmSW1zu92DXI5ftpUuX0kY7ceLExx9/XF5erm0fLNqMdEzS8UZJUBWvXLlS+Xdq9qj2+Q7W/fffLzV7wW4cv2y55UPOjNf65TIT5pZ/6KGH8vLyPvzwQ89OHuqPd56gvYVO8bS3UIBFoST/6HWwey77xRdfPPDAA9nZ2afGu5TRef8//uM/aPq555778Y9/zE9/FPLvd7MfPnyYkpbeLKPiPP/889KcTzzxBKXy8ssvfzOuvb09MzPz0UcfVVjhKX9t6gcffEAR5JYtW2jLHDt27LXXXpPeIrzsssuefvppuvCjOqI833333VdffbXfdSqfJOU2vtf29KSyvuQ2oNyfcqv1RFvj2WefpU1BuxBtCt8tFuy+RPNLfbCuuuqqEOq6rq6OUqT/oh3yv/7rv26++WblnHht2IAl8pslhb1dzTrl8uz38PRKS33t05Ue/bhjxw7PH4NqPqwp4gswOjpKTSy/p0AT0g1J34OEX5BJSEj45S9/6fk6A09QY+NyuTx3Ly8jIyNeSXslQeejxMREWj+1Nwqd3P3eA6AQnuJ3HsNpzZo1ciPryOVKbnG534Ndj1y29+zZM2/evEmTJqWlpdFZmy6AlOcPapvwymNjY+m6hw5UqWblfqcGpqCg4PRxdB48dOiQ8kZQuc1tvOVDyIznstK0XGbC3PIUDVCgnJqaSscUxQ38o/rjnSd27dpFl+BOp5PCowMHDvCPCgf7tGnTrr/+et55li1bxh2eGOWBL5yUK8tvWY4cOXLHHXdQ0+twOKZPn37jjTe++uqr0tb4l3/5l6ysLN51aeL3v/99wBVG+WtTqW2jNVOuqC4uuugiaRysf//3f6ffaTPSdjj77LPvuecezx3Gc53KJ0m5je+1PT2prC+58sr9KbdaTy+88AJV/cSJE+kq4vHHH/fdYsHuSzTDL37xC9o4tIk2btxIa/ZbBIW6/v777yknc+bModMXRdXNzc3KOfHasAFL5Her+u7tQW0luTz7PTy90lJf+7Svzp492+12+93ykSviCwAAAOGzQXtmmHfeeYdCVbNzoZeTJ09SdGhkitddd90f//hHI1M0Bo4oAABAgBVYRUXF4ODg4cOHf/azn/361782Ozt66erqkt4W1Nv333//u9/9bu7cudJIDXaCIwoM4vtAyoIn9IjIZLBsWSjQHPaKgOrq6lJTU88444y77rrLTqMJeJk6deqTTz5pTFq016Wnp1NIZ0xyBsMRBQAAAKAxBFgAAAAAGkOABQAAAKAxBFgAAAAAGkOABQAAAKAxBFgAAAAAGhMlwPL7pjoAAAAYzOyIwCDClFOYGgUAALAscZpjYcopTI0CAABYljjNsZ3LKeY9SQAAAMsSpzkWppzC1CgAAIBlidMcC1NOYWoUAADAssRpjoUppzA1CgAAYFniNMfClFOYGgUAALAscZpjYcopTI0CAIAFvf766/fee+/7779vdkZMJk5zbOdy4i1CAACwgh07dsTExFBL5HA4Nm/ePDo6anaOTCNOcyxMOYWpUQAAsI7e3t68vDyvC/709PTGxkazs2YOcZpjYcopTI0CAIAVuN3uTZs2OZ1OaoASExMbGhqampr27Nkzf/58DrNooq2tzexsGk2c5liYcgpTowAAYLrOzs7MzEwOpMrKyoaHh6X/osCrsbExNTWV/zc/P7+7u9vErBpMnOZYmHIKU6MAAGCikZGR8vJyh8NB7U5GRkZ7e7vf2UZHR2tra10ulxSE9ff307LGZtYE4jTHdi4nOrkDAIAxBgcHe3t7W1pa+NYUBVhVVVUBO7MPDw9XVFTwY8RJkyZNnDjxnHPOsXeYJU5zbEI55SKegJFQOAGTODUKAAAG6+vr41tWLDs7O6infrR4aWmptPiaNWvcbrd+uTWXOM2xaeWU28TKAZbmyQEAAISpra2NY6PY2Ni6urrQwqPnnnsuISGB15OVldXR0aF5Pq1AnOYYARYAAEBY9u7dS62M0+l85513wlzV7t27pf7vpaWlAwMDmuTQOsRpjiMswEpMTIyLi8vMzNy6devJkyfDTw4AACAcw8PDycnJ1Mrs2LFDkxWOjo5WV1dzx6ypU6du2rTJTgOTitMcR1KAxY4dO9bV1ZWTk1NRUeG7rAJt8g0AAOBhxYoV1MTk5uZqu9r+/v7i4mJuvzIyMpqbm7Vdv1nEaY4jL8BiR44ccblc4ScHAAAQso6ODn442Nvbq8f629rapPG08vPzdUrFSOI0x5EaYA0MDCQlJYWfHAAAQGjcbvecOXOofampqdE1lfr6eh4xKzo6evr06a+88op+yelNnOY4AgIs6ZeSkpKenp7jx48fPHiQAvmVK1eGnxwAAEBoKK6ixoViLAP6SA0NDd100018K+uiiy7SOzn9iNMcmzkOllfXKIXfeWLPnj3z5s2LjY2dNWvWunXrgtqhxalRAAAwQG9vL/dDN2w8BbfbTY0gpXj++ecbk6IexGmOhSmnMDUKAAAGyMvLo5Zl+fLlRiY6Ojo6depUSjdyh28Qpzm2cznxFiEAAOhhx44dPHKQ51ecjcFjvtfV1RmcrlbEaY6FKacwNQoAALoaGhriLue7d+82PvWmpiY9RoUwjDjNsTDlFKZGAQBAVyUlJdSmFBQUmJL6yMgI9/2K0KeE4jTHwpRTmBoFAAD9tLa28gDr/f39ZuWhqKhIw4HjDSZOcyxMOYWpUQAA0MnIyEh6ejo1KJs3bzYxG/yUMD8/38Q8hEyc5tjO5UQndwAA0FBlZSW1JvPnz3e73SZmY3h42DFuaGjIxGyERpzmWJhyClOjAACgh+7ubg5rurq6zM7Lqfz8/Ah9SihOcyxMOYWpUQAA0Jzb7c7KyqKmpKKiwuy8/C8eJ6KwsNDsjARNnOZYmHIKU6MAAKC5uro6akfS09NHRkbMzsv/GhoacjgcTqfTIvlRT5zmWJhyytTo4OBgT09Pe3v7r371qxtvvLGvr8/gjAEAgMXt2rUrOjqa2pGWlhaz8/JXPJR8U1OT2RkJDgIsu6EanTlzZkVFRVlZWX5+/vz581NTU6N8XHDBBWbnFAAArGXGjBncRtA1udl5+Su+qVZUVGR2RoKDAMsOfOMnX4mJiXPmzKHrgClTptCfTqfTgI+iAwBApGhubqbWYcKECVbr8DQwMBCJzRYCLLuJGv/8eHV1dWNjY2tra1dXl9cYcbSDzp07N6I/8AQAANqipoEHvqqvrzc7L37k5uZS3igENDsjQUCAZTdqapQvUzIyMswd4AQAACyiqqqK2oWsrCxrtgv8lLC0tNTsjAQBAZbdqKxRiq7M+n4nAABYSm9vLw981dnZaXZe/Ovr6+Pv9kTQU0IEWHajskYbGhp4lF698wMAABbHr+mtWLHC7IwooQbLaq83KkOAZQchfCqHLgKSk5Np5vb2dp1zBwAA1sXf+0tMTBweHjY7L0o2bdpE+Vy+fLnZGVELAZbdqK9R3lkLCgp0zQ8AAFgWBVV8sW39Uab4KSEFgtbsJeYLAZaeScrcUgp4q2lsbGz16tUulyshIaGqqor+DCpRlXPSceV0Omn+7u5u9esHAADbWLFiBbUCubm5ZmdElTlz5lBu29razM6IKgiw9E9YZhMrbPqGhoYFCxZ8NI4mtm/fHn5yflVUVND8ZWVl6hcBAAB76Ozs5L7tvb29ZudFlerq6gh6SogAS/+Egw+wFi5cuH//fp6miZycnPCT86u/v5+ProGBAfVLAQBApJM+6lxVVWV2XtTq7u6mDCcnJ5udEVUQYOmfcPABVnx8/NDQEE8fPXrU5XKFn5yckpKSKMt8NR0AAIxRX18fZaWPOqvEYwx1dHSYnZHAEGDpn3DwAVZ0dPSJEyd4miZiYmJ8l1UQVPb4goBiOIu/PwIAAFoZHByk037EjY1+6v8GRI2ImwIIsPRP2Np3sEh+fj4tVVtbG+yCAAAQiUpLS+m0b7VvDqrR0dFBOU9NTTU7I4EhwNI/YQv3wWKtra38VDuCRsgFAIDQtLW18beTvb5UGykouqL8W3bQeQkCLP0TVh1gSb9s27bNmLcIJTxCbmNjYwjLAgBApHC73TzYwaZNm8zOS4j4/ffq6mqzMxIAAiw9k5TpGqXwO0+MjY2tWrXKNW7NmjU6jYPliUfypaMuhGUBACBS8BDTdLaPlOE6ffFTwoyMDLMzEgACLDsIp5M7oyONb7pGXIdHAABQ6cknn4yJiYmgsTr9ogYrMTHR+qNkI8Cym5BrtK6ujpbNy8vTNj8AAGARHF2deeaZZmckXMuXL7f+U0IEWHYTco2OjIzwW7vW7zkIAADB4r7tpLKy0uy8hIvLMn/+fLMzogQBlt2EU6M8vkhRUZGG+QEAANO53e7MzEw6w993331m50UDVJzTTz+divPwww+bnRdZCLDsJpwaHRwcdDqdDoejr69PwywBAIC5GhoauGO4bYbj4W5YEydOtGxvfQRYdhNmjfKD7euuu04a6RRAD21tbZdeemlE97QFiBTDw8MROm67gsWLF1OJUlJSzM6ILARYdhD+W4SS3t5eXskZZ5xhmwsdsCA+3U+bNs3sjADYX3l5OR1u+fn5ZmdES/39/VSoxMREszMiCwGW3YRfo2lpabQSh8MRWV8AhcgyY8YM2s0SEhLMzgiAzfX09DjG0YTZedFYcnIynUZ6e3vNzoh/CLDsJvwa/dd//VdaydSpU3EHC/TD/ScIOvwB6Iq/NlteXm52RrRXUlJCRduxY4fZGfEPAZbdaFKjubm5tJ66urrwVwXga2hoSHqiHbnf6wCwvubmZjrKXC7X8PCw2XnRHg/fWFZWZnZG/EOAZTea1Cgfk+np6ZZ9OwMiGn9f3OFwWH8kG4DINTo6mpGRQUdZQ0OD2XnRRXd3t5W/mYMAyw407OQu4a+BNjU1abI2AE983bl8+fKpU6fiKSGATmpra+n4yszMtPGlMp9DBgcHzc6IHwiw7EarGm1sbMTdBdAJjwZSX19fWlqKp4QAeqCYg4MPew+GUlBQQGXcu3ev2RnxAwGW3WhVo6Ojo/yCRmtrqyYrBJBkZWXRrtXR0cEPoxHHA2iurKyMDq7i4mKzM6IvujyjYlZUVJidET8QYNmNhjW6efNmfP4Z9MAX1sPDwxTH4ykhgOY6OzvpsHI6nbY/strb2y17kYYAy240rFFp8N/u7m6t1glAZ3zaqZKTk/lPPCUE0Fx2djYdVtXV1WZnRHd0kcajfFlw4EYEWHagRyd3VllZKcJNZjASPxYsLCz0/NOaF6AAkaipqYmvYSwYc+iBo0kL9mZBgGU32tYoPv8MmuM+ExS78594SgigIQqquPusOO+A842AmpoaszPiDQGWnkn6u6U0Nja2evVql8uVkJBQVVVFfyosGMIdKc1rlHtK2nIUYDBFcXEx7VGNjY3SL3hKCKAValboaMrOzjY7I8bhu+AW7C6MAEv/hH+4iRsaGhYsWPDROJrYvn17wEXCSS58/Plnp9NpzYFGIOJkZmZ6dezDU0KA8A0PD99yyy08fm9nZ6fZ2TEOFTxq/PNuVhvuCwGW/gn/cBMvXLhw//79PE0TOTk5ARcJJzlNFBUVWfMGLEQc7pFKu5Pnly7xlBAgfPX19fzQ4/LLLzc7L0bjkbGtFlYiwNI/4R9u4vj4+KGhIZ4+evSoy+Xyu0hiYmJcXBxd62/duvXkyZMhJ6eJjo6OqPGvWeHzzxAm/rQF7dhev+MpIUCYDhw4wAHWyy+/bHZejLZixYoo630/FwGW/gn/cBNHR0efOHGCp2kiJiZGbsFjx451dXXl5OT4DqEWpUjzIpzC559BI7t37/b7XiqeEgKEiUcuXLRokdkZMQF/eqSoqMjsjPwAAiz9Ew7+DpanI0eOBJxHITmt4PPPoAm5933wlBAgTPyYrKWlxeyMmKC/v5+f/JidkR9AgKV/wsH3wfI0MDCQlJQUcnIawuefIXyFhYW0F1G87vtfeEoIELLW1lY6fFJTU4W9BubBKXp7e83OyF8hwNI/4R9u4m3btsm9RSjNWVJS0tPTc/z48YMHD+bn569cuTLk5DSEzz9D+KgBkDsJ4ikhQMj4VaTa2lqzM2IaajdpC+zYscPsjPwVAiw9k/TXNWpsbGzVqlWucWvWrPEcB0uaZ8+ePfPmzYuNjZ01a9a6deuC6lquX43i888QJn6b2ul0+v1fPCUECM3AwIDD4RB8MJ26ujo6e5SVlZmdkb9CgGUHBnRyZ/j8M4SDP0CblZUlNwOeEgKEoLq6mg6ckpISszNiJn5DOSMjw+yM/BUCLLvRtUbx+WcIB4/To3CJiaeEAMFyu938bKGjo8PsvJiMb4Fb5zYeAiy70btG8flnCFl5eTntPJs3b5abAU8JAYLFQ5/4ji0noIKCAtoUe/fuNTsj/x8CLLvRu0bx+WcIWV5eXsA+fHhKCBAUPqwaGhrMzoj5+EPyviNHmgUBlt0YUKP4/DOEhp8vK9/Ax1NCAPV6enqixj/DNzIyYnZezNfe3m6pswcCLLsxoEZff/11SmXChAmvvvqq3mmBbVBcpWYkQDwlBJuhPX/v3r333HPPv/3bv2m+cn7sjstdxp86JRYJNxFg2YFhbxEyvsdA8vPz9U4LbKOlpUXlK6h4SggRRxrek9r47u7uxsbGiooKOkPSFYXnyVnbywYKI/hqpKenR8PVRrTs7GzrjCWEAMtuDKjR4eHhefPmUULx8fH4/DOoxGN8qLnUxlNCiCx33XXXxIkTL7zwwszMTIfD4XXF63K5Zs2axdOPPvqohuk2NDRg3Bwvch/jMgUCLLsxrEb5QgGffwaVuOuemq64eEoImujv7y8pKfmbv/mbl19+Wb9U3G53TEyMZ0RFYVZxcXFtbW1LS8vAwADPs3bt2qjxUXY1HOOGEqJ17t69W6sV2gBfnlkk6ESAZTeG1SjvxxkZGcJ++gqCMn/+fNphOjs71cyMp4QQLAqnKKDZvHkzhfJZWVkco7NzzjlHv3S5F9SkSZN++ctfdnV1KdzUX7FiBZ8zNekh1NHRQWtLTk7GGdgTfy6Cat8KmwUBlt0YWaN0psD1E6hE1+60t9DpT83MHL7PmzfPCmdJsKZ33nmHTkFpaWkLFizwDKckFHxIXaB0GoSzqamJVu5wOCi0CjgzxV58maHJkOv86b3q6urwV2Uzc+bMUX8tpysEWIHRUUE78axZs6iFoH/Xr19/7NgxDXMWPoM7uUu4BwD6ykBAvb29tKukp6ernJ8OusmTJ9MiP/rRj1TGZCAUirz5As8znCooKKioqKDzEjWu0m5DZ2z6X2p0Ne8w2t3dzYGd+g8M9/X18SJhDlsljUfIjyDBE98ptEL3FQRYga1cufKKK67o6emh45P+vfzyy++9914Nc6YtI2tU+vxze3u7YYlCJNq7dy/tJ4WFheoXmTt3LjecbW1t+mUMIhQPKRkTE5OSkvLiiy8qROEUivEtjaqqKg0zQClyhBfs14V54PUwO2PV1tbSSoqKikJeg401NjZaZOMgwAosKSnJ8yqBpukXLbKkC4NrlE9zdOFoZKIQcWpqaoJt4bZs2UKLzJo1C08JwUtHRwcPd6Qy+O7s7OT5Nexgzl9lycrKCuHGWJidseiISE1NjbLMYARW09/fH6ViyD0DIMAKDAGWArqM4741+PwzKCguLg62ux6fJV0ul365gkhE5xwOL4KK1ysqKrg/gybxOl8wUBNOe2kIi4fZGYuHlKP4LIRlBcGPVnp7e83NBgKswFauXJmfn//uu+/SUUH/0jQeEXriM1ew98lBKPyMJtgoPD09PQqDKMIPFRUV0V6Rm5sbVKg0MjLCu5PCt8ZVam1t5Y7t4Ty8DqczFt88C78gNsZvAJj+fUYEWIFRXLVu3bpzzjnH6XTSvw888IDVOrl7Mr5G6RqOb7+juyX4RUcQN0jB3jywyFkSgnXo0CEKAv7xH/9R8zXX19fzfc0Qbh1RPMSdn8K5sUGBEX9SM/wxRELrjMV3dmkpvPyhoK6uzgqX/Qiw7MCstwgl3BBa5xvmYCldXV1R46MvBrsgv6aqyTvtYKQLLriAz0VvvvmmhqulQIQ7JDQ3N4e2Bh7tNuRRKEdGRvjRnlYdqEPojMUjlZseOlgc7SpBvbasEwRYeibpL+IZGxtbvXo1XQMlJCRUVVXRn74LqplHIdFw8x083pspw7ioAl/8Uk9xcXGwC/LgDqmpqXrkCnQyNDQ0ceJEPvUtXLhQq8/u0nr4QTMFJSGvhE5Q3Dunvr4+hMV5/FvKhlaFCrYzFs3PI3upGXZLcPwEdnBw0MQ8IMAKrKenJycnh0flCeEukdfMdFG+YMGCj8bRxPbt230XUTOPyuQMk5+fT0nX1taakjpYGV9zh7Zv8OOY0LoSgyl4BAGKG5KSkrizlCbhCN98otWGOZwVjxhC+1WwXRr46SQ129p2CgyqMxZfq2RlZWmYAbvinmrmjoONACuw7OzsBx988M9//nOICf9wE9Ml3f79+3maJih0811EzTwqkzMMd/ykq0N8/hm88JkutMc63KOZ2hXNcwV6cLvd3JecTgi9vb18uyj8GIu7K2kV3PA7rUGNysYDQ9BSFJ+FnwEv6jtj8RdgcTiowUMImdtxBQFWYLTff/fdd6En/MNNHB8fPzQ0xNNHjx71+xa6mnlUJmckvteNgx+8cCsb2l0o7qy6fPlyrTMFuuBvHM2ZM4f/1CTGku7xqB8wXdnAwADfGVVze4NCxttvvz0uLo7mr6ys1CQDvrgz1hlnnFFdXV0jg44Cmue0007DRawa7e3tUWZ/aAQBVmAzZ84M5wmF1yaOjo4+ceIET9NETEyM7yIB54lSFHJWw8Sf5ZLOrQCnPL69Gtri3EEeO1Wk4K4Cnl8pCTPGovgmKytL83cd+FlbYmKidCnrq7u7m8KdGTNm8Hn1vPPO02/M20OHDk2YMEH5xM6mTJmiUx5shsJQvumoVYe5ECDACuzJJ58sKioKua+cOHewpPGFQ37HB+yHryND7jVCO5UVOquCGvxSAtWX18su4cRYPMxeenq65s1kXl4erbm0tNTrd46rPD90SKEPXeW2tLRomwFPAwMDHA1QhCp3B4vfzbzwwgv1y4bN8BNVE8e7R4AlM3cgQa3K80+79sFi/EAn5LegwX64a3A4b35xFy49+r6AtsrLy6mm6F/f/wotxpKG9NTjpbn+/n6O3R9//PHR0VHfuCoxMXH58uVtbW1D4zTPgBfKAO3kCo//6GKDNoiJ92MiDr9eQ9VqVgYQYOmf8A838bZt2+TeEJTmVJgn2OQMRgc/d27o7Ow0MRtgHeF/2d4KnVUhoOHhYY5X5PqhBxVjUTDx61//Ojo6OkrPIctpzRxLSeNKeMZV+AhmpOMegaZc8Pf19VHbjQArsAkTJoSYpL+bXmNjY6tWrXKNW7NmjecYV2rmUZNoaLnVSlVVVZQ1vmQOVsB36cP5qIgVOqtCQHyrMj8/X2GegDFWf39/Q0NDcXExX6dx6KNblv83jJs2bRonNH36dMRVNsMdQJ1Op/F1+uijjwb7sCuihV7OM88883/+5380zIquTK/RwcFB2qEdDgeF8ObmBKyAW8pwnrCMjo7y+N0YxtbKeBTQgP0vPWMs3iso0qKlVqxY4fl4jiQlJZ1++um//e1vdc32m2++edlll23cuBFxlf3QGSM+Pp72pQMHDhicNA/bZnpzbJjQy7lly5af//znhw8fDupOkpFC7h+mE36dOJxuN2AP/N20xMTEMNdDjXGUqZ1VQRl3lkpNTVUTplCMxWOQxsTEZGZmcuduRuF4cXFxQ0MDhpaF8PG3tsjf/d3fGZkuD2zGO7aR6Zoo9HJG+aNhzrRlhbzxy0Rk5cqVZucFzNTS0kK7QUFBQZjr4efO9K8muQLNFRYWRgUzWD+3QIzaIQqga2pqOjs7cRsJNNTT08P9Ao383JaUKD80NyxdcwlTTmvUqHRVmpycXFpa2tjYiNfsBcSdiMPvn843SLKzszXJFWirv7+fjnen0xnUg+Cbb7551qxZ1AjhtTjQz+jo6MyZMw27/y19MZOH/7BIc2wAYcppjRrduHFjQkKC1IGUZWZmVlZW0o7OryL39fWhV429lZSURGkxADedtrizKsawtiB+Gb6srMzsjAD4wR/HDOFj8yHgrzBRS8eXDRZpjg0gTDktVqO9vb11dXUFBQV815RRSzl37lyaiI+PR4xlY/z1JE0GMeJVtbe3h78q0BCFvPwegx5DVQGEjwdxDfYOawj4hj21dNILXlZrjvVj53JGRP8wOhFT61hVVcUfvpDk5+ej1bQlt9ut4acqeETvmpqa8FcFGtqxYwee3oLFcR9B/QZUOzU+mgyf7jxfpLVsc6w5YcoZCTVKVxINDQ2zZ8/mgQT5nip6Y9hMT08P1WxGRoYma+MxA8PvLw/a4juLar6aDGAWfttGv0+aPvbYY6eddprvizgR0RxrQphyRlSNDg4O1tTU8Lg4fHO1vLxcbiRoiCx79+6N0m7IWdpVeA/Bi2bW0dHRwS+yoG8cWJn0nVw9npa89NJL3H7Nnj3b6+wUWc1xOIQpZwTWKO2U1Bjzt1cZTdMvaEojGo+toOGHwPj1HHyFyTr4JQYTv/UGoBKfjvR4FePqq6/mZquhocHrvyKxOQ6NMOWM5Brt6ekpLy+XusNPmzbt2muv/eyzz8zOVwB0+b548eLMzMympiYDPgobKYqKiqI0/Uhz+J81BA0NDg46xmEEFrA+HvTY6XRq+1oVx23x8fHPPPOM7/9GdHMcFDuXMyI6uas3MjJSX19/7rnncnGSkpIsPqwzP+CXJCcnFxYWVlZW7t69m0JGYe/D8ZdPNHzg29jYqOEzRwhTdXV1lFFvvwOEr6CgIGp8/E+tVshveNA1htyTRxs0xyoJU0671OjQ0NCkSZOkkMXKbxo+//zzlMkJEybMnTvXczQKRtdM8+fPz8nJSUtL+8Mf/mB2Zg0ijVylYXzJ16Aul0urFULIqFq562RHR4fZeQFQhb8foNVn49va2vi1Qbrwk5vHNs1xQMKU00Y12tfX9+yzz1511VV8lRD+eJV6oJaGX6TauHEj/0LZbm5urqmpKSoq8vp+bXx8vLm5Ncy+ffs0PJdJ0tPTtb0rBqHRtq0CMMDo6GhiYmKUFmO29fb28rW0cgdEOzXHyoQpp+1qlCIYfs4dNf4Baas9ceO7xNTwy71INTIy0tnZecUVV3ARWlpaDM6h8fhWE7n44ou1XTP3qvbtTAoGy87ORkVAxOGvDlA7Es5KBgcH+UqPTkfKc9qvOZYjTDltWqNNTU1Op5NfMLROR/Lh4WF+UKJmHKBHH32UH3daJ/86oYCSA6zrrrtO2zVTi67mvAa64k9Dnn766RidASJLb29v1PhoLyGPuUgL8tVFbm5uwP3frs2xL2HKad8a7erq4miGrh4s8pCIb63RkaZyfh6KQoR+wSkpKVTSAwcOaLtaPj+mpqZqu1oISkJCQpR2Q8gCGIlO18odp5Tx1wZp51fz8qyNm2Mvdi6nzd4iVED7NF890CWI5xcJTNHX18c31dQ/0e/v7+cn901NTbrmzVy6DgrKX76z+Iul9sZ9e/F5HIhE/DJyaHsvX1HTKYiu9NTMb+/m2JNVyjk8PLxs2bJp06YlJiZu2LDB7zzhBEy2r9HR0dGysjLeMuZ+mY4vZYIduY4PbzpEBwYGdMqY6bgHtE6fteHhtUK+AIUwcfQcGxtr4x0YbEz6PHmwj0ECDsrgy/bNscQq5aT2uKSk5LNxN91001NPPeU7Tzi1IkiNbt68mS+jKU7dunWr8RmgY4xv0oQwyiJ/eTQ/P1+PjFkBjwhaW1urx8rr6upo5cuXL9dj5RAQXyHQPmx2RgBCVF5eTvtwRUWF+kXUDMrgS5Dm+JR1Aqzp06d//vnnPE0xlt/uOwiw1GhtbY2JiaHy0r8Gd7aVhmbYtGlTCIsPDQ3x28IaDnlnKbp+06arqytKz++2gjK+f4zx9CFy8TmETsIqG47XX39dzaAMvsRpjq1STgqwjh49ytMUafkdNZHrPi4uLjMzc+vWrSdPnlS/fnFqlNx77738rLCystLIdAMOzRAQfwiZDlqVz/IjiDQcqE4DatBq+WSHL7SYgj+a293dbXZGAEKXlZWl8u3vLVu2TJgwgWa++eabg01FnObYKuVcunTpkiVLPh936623OhwOuTmPHTtGgXZOTo7vncwoRTqXwFpeeuklvnNr2JA8QQ3NoIDvBGRnZ1ttZK8wGfBBG/7khYZfOQSV+C1O2v/NzghAWHjAl7y8POXZ6Fpa+qDIoUOHgk1FnObYKuX88ssvKa5KSEhISkp66KGHAp6qjhw5EtS3QcSpUUlTUxP3PWxtbTUguWCHZpBDgRrfDAjtOaNlGfAIibZYsF0oQBMYhwzsYWRkhN8Bl3sfma4leFQdvqKQeyNNmTjNsRXL+cQTT1CwpTzPwMAAhWLq1ylOjXqqqanhJ256j48VwtAMCrinPIWGdnrgwmMc61oi3m74Tovx+M1Za360CiAofClIF8xev7vdbrqE4/N8YmJiOE8qxGmOrVLOJUuWUMw0PDy8a9eutLS09957T/ovqTLoApEChePHjx88eDA/P3/lypXq1y9OjXopLS2NGh+CUteuOaENzaCA32fJzMy0x6DYxnyPmbYVn/7oONI1IQ3dcccdubm5nsd7JMIgZGAb/MGJ5ORkz04a9COdjfnGFZ3nwzzDiNMcW6WcO3fuTElJiYuLW7Ro0VtvveX5X1Jl7NmzZ968ebGxsbNmzVq3bl1QTa84NeqFDhIeojcrKyvkzyAoC2doBjlUufzOncH99HViQAcsxnVtzEPhMNHewnE5XwDotHMagN+9Sk9PNzsjANrgWIrHrKYDky53uUdvRkaG+sGuFIjTHAtTTmFq1NfQ0BAHK9TAa95zPMyhGRTQNZNjnCaHtLkM+xgz94Tzvb1vKRRaVVRU8M22CeO4916Exli1tbVRGIEMbGTz5s20S19zzTUtLS3cI5bOw3RW0ep5gjjNsZ3LKfJbhF56e3t5iCnNbwiFPzSDAqkP2fr16zVfuZH4/UoDxp7g7w1b9mstnqEVnbLLysree++9N998k7dPhMZY/PJmmC/PAlgHXZPzYIqMzifadh4VpzkWppzC1Kicjo4OzQdu0GpoBjlutzspKYkPcr+D+0cEI9/hpwCF0qIIxmp913xDq76+Pul/aRNFaIxF2xnDj4H98H1lCrPq6uo0f+4hTnMsTDmFqVEFmg/coNXQDAq2b9/Oh3psbKxhY3ppy+B3+PmJrXWeqyqHVpIIjbHw5ibYEp3bU1NTqcnQY+XiNMfClFOYGlWm4cANUuijydAMCg4fPnzXXXfxfSwKUyKo9WWGdcBiFM1Emf3Bb7Zv376kpCR+1qAQWkkiMcbiAwpjjwGoJ05zLEw5hanRgDQZuKG7uzsuLo6DnoGBAQ2zJ2f37t38LCYjIyOyxscyrAMWa25upuQKCgqMSc4vqiAKK6Ojo3kPufHGG5VDK0nExVjZ2dmU25aWFrMzAhAxxGmO7VxOdHL3y+12//SnP6UNkpaWNjQ0FMIa9u7dy7FObGyskaNXUyPNz7+cTmekPC6kUMPgd/gpbuablKZ8a4hCDWmg55iYGKqpiy++OKicRFCMRdnjF10tnk8ASxGnORamnMLUqBp1dXXcBE6fPp0HO1GPn4lEjQ83Z3wTPjo6umLFigh6XMibWsMhWNXgUeMpBg0tgA4B1UtjY6M0FKHL5aqsrAz5FmmkxFgWf2cTwJrEaY6FKacwNapGW1ub57294uJiNY/5qKkrKiri/jS6flMvoAh6XMhbjIIPw1L0esWaIpXCwkIKd2ij9fT0aB4TDw8P19bWcjzEj55p3wh/KPmIiLGs090NIIKI0xwLU05halQlasAOHTpUX1/PkYrL5VJ+6Nbf38/3J2hOis8My6ccz8eFmzdv7uzsNDtH/hn/ERUKbviVvRkzZnDleqL/ou1WUFBwwQUXbNmyJZyENm7cmJKSMnnyZF4zrbapqUnDAE6KsSheXL16tVar1ZDVXtgEiAjiNMfClFOYGg3WwMBAYWEht5G5ubl++2JTE8LjlM6ZM0dlb2UDeD4uJHfffbdhT8RUMr4DFuvp6WlsbOShsKi+mpuba2pqioqKMjIyPIOtCRMm3H///SHcbaJFqqurpfVQuKZTzE17I9+NozBOj/WHQ+rrZrUhxwAsTpzmWJhyClOjodm7dy/fLXA6ndQYe96HaGho4BFKKQ6z4MOaf/qnf/IMGuSeiHV0dBjfEPIXJwzugKWMarCzs/OGG27gITb4liTVuMowi7ZnXV0dR9scov3mN7/RNcMbNmyghCZOnGi1kTxpB4sy+21NgEgkTnNs53J6PRwxOztWR03s8uXLeVvNmTOHmmFqTaVfqqurTXkrTY36+vqf/OQnWVlZck/Ezj33XO4e1N7e3t3dbdgDOyt/RIWqmzYFdxFTGWZRQaR7YHl5ebSHGBOzciatNtYU3z2tra01OyMAEUac5liYcgpTo2GiEIS/DE34MzUUteg0nq8eFJ6IeaGQIj09nQIFmnPZsmWFhYW33XabhhEDxaMR8REVNWEW7RUUv0rBd7Bvnoapt7eXR0OwzuPpU//3qqbeo+wC2I84zbEw5RSmRsNHQYbUw2bKlCkR3YTwE7EHHnjgwgsvXLRoEYVTmZmZ/H14v66//nqtkqZ0ORzRaoW68g2zDhw4QEXo6emRuuglJyfv2LHDlBuZZWVlUVZ62Nrf388byuyMAEQecZpjYcopTI1qJSEhgTba4sWLzc6IXoaGhvr6+trb2/fu3XvfffdxDDFp0iStHiDW1tbSClesWKHJ2ozhGWYx7mPOIZeJvbmppvgmlmED4iujQDNqfHwTszMCEHnEaY6FKacwNaqVnp6ehoaG8Ac0ihRdXV3XX3897SelpaWarNDKHbCUUZh18cUXSwFWeXm5FZ5y8qBTFP+ZnZH/ZfD3JQHsRJzm2M7l9Hr6Y3Z2wOr6+/t5BKnwBy8dHR2NiA5Yctxu98aNGxcvXvzee++ZnZf/j7akVrUTPoO/LwlgJ+I0x8KUU5gahXBUVVVFjb8iF+Z62tvbo8bH3tQkV8C4dvLz883NRk9PT9T4S6nmZgMgQonTHFulnMPDw8uWLZs2bVpiYuKGDRv8zjM2NrZ69WqXy5WQkECnWvpT/frFqVEIB+2HPPZ6S0tLOOvhLzZabWSBSCfVjrmDp5vyfUkA2xCnObZKOelsVVJS8tm4m2666amnnvKdp6GhYcGCBR+No4nt27erX784NQph4uYzMzMznNfl8vLyaCUGD2cgAo5cw7/FGA5+rdLI70sC2Ik4zbFVyjl9+vTPP/+cpynGys3N9Z1n4cKF+/fv52mayMnJUb9+cWoUwkRxFQ+gtWPHjtDWMDo6yr2FxHlFwDAjIyPc/8ms4DVShjcDsCxxmmOrlJMCrKNHj/I0RVp+B5iJj4+XPjZHMwc1CI04NQrh46+gUEMe2sAE6IClK77FaNbmjazhzQAsSJzm2CrlXLp06ZIlSz4fd+uttzocDt95oqOjT5w4wdM0ERMT4zWD3OiReIsQgpWdnU37TE1NTQjL8jCtlZWVmucKTo3fIOShYk0ZAmPTpk0RN7wZgKWI0xxbpZxffvklxVUJCQlJSUkPPfRQcnKy7zy4gwWG4btQU6dODeFJEAdnra2temQMSGNjI23hjIwM44eVR+86gDCJ0xxbsZxPPPEEBVu+v6MPFhiJxzQP9l7FyMgIjzlOEzplDKR+cgb3NEfvOoDwidMcW6WcS5YsGRgYoNPWrl270tLSPIc3lCpj27ZteIsQDBPa51laW1tpZ8vOztYvY3Dq//rJpaamGvkBH1QuQPjEaY6tUs6dO3empKTExcUtWrTorbfe8vwvqTLGxsZWrVrlGrdmzRqMgwV6W7FiRbCfZ+HBMOlf/XIFbP78+bSp6+rqDEsRlQsQPnGaYzuXE53cIUyDg4PBjmyJDliGaW5u5pc9DXtgl5WVhcoFCJM4zbEw5RSmRkFbPLIltaxqZqaW3uFwOJ1OdMAyBnc5/9WvfmXAqFRUuZQWVa6RDyUB7Eec5liYcgpTo6Atak15ZEs1gwLwPRVzxxkXCr/sSSiu7e/v1y8ht9v9i1/8ghK69NJL9UsFQATiNMfClFOYGgXNSYMCBLx1UVFREfLoWRCa2bNnc4zV1tamXyotLS2cyuLFi/VLBUAE4jTHwpRTmBoFzbnd7szMTDX9qbnbtbmfIhbNO++8M2nSJNrsDQ0N+qWyb98+DrB27dqlXyoAIhCnObZzOdHJHbTC7+c7HI61a9dS/NTb2yuNeStBHx2z8JANtOW7u7t1SqKsrIySWLp0qU7rBxCHOM2xMOUUpkZBJxMmTPD9/lJ6enpWVlZBQQE1wDww6XnnnWd2TkXEA2pkZGTo8XoBj4hGARw+8AwQPnGaY2HKKUyNgk6uueaa6Ojon/zkJ3l5edSQ8/ANfg0MDJidWeGMjo7y89mSkhLNV863ryoqKjRfM4CAxGmOhSmnMDUK+vF69ud2u/v7+zs7O1taWhobGykC43taeERoir6+vqlTp2reGQu3rwC0JU5zLEw5halRMBHFW4iuTKRHZyzcvgLQljjNsTDlFKZGAUSmbWcs3L4C0Jw4zbGdy4m3CAFEo21nLNy+AtCcOM2xMOUUpkYBBKdVZyzcvgLQgzjNsTDlFKZGAUCTzli4fQWgB3GaY2HKKUyNAsCpsDtj4fYVgE7EaY6FKacwNQoAp8LujIXbVwA6Eac5tnM50ckdQGQhd8bC7SsA/YjTHAtTTmFqFAAkoXXGwu0rAP2I0xxbpZwffvhhYWGhaxxN0J++84RzR0qcGgUAT9wZ6/TTT3/33XfVzI/bVwC6Eqc5tko5Fy5cuG7duuFxa9eupT995wmnVsSpUQDwdPjwYf5Q92mnnabmPhZuXwHoSpzm2CrljIuL+/bbb3n6m2++oT9950GABQDBcrvdycnJfNvb4XDU1dUpzIzbVwB6E6c5tko5i4uL169f//XXXw8PD1dXV9OfvvNQrSQmJlLslZmZuXXr1pMnT6pfvzg1CgBeRkdH33jjjYqKCg6zCgoKhoaG/M6J21cAehOnObZKOT/55JOZM2fy6Y8mPv30U7k5jx071tXVlZOT43sSjFKkcwkAwOpaWlroIo3OBsnJyW1tbV7/i9tXAAYQpzm2Sjnz8/PXrl0r9cGiP5XnP3LkiMvlUr9+cWoUABQMDAzQ6YUvuqqqqtxut/RfuH0FYABxmmOrlHPy5MkB+2B5orNkUlKS+vWLU6MAoIyCqtraWofDQaeFrKys/v7+U7h9BWAUcZpjq5Rz4cKF1dXVfAfr/vvvz8nJkf5LqoySkpKenp7jx48fPHiQrkFXrlypfv3i1CgAqNHZ2Zmenk5nhqlTp+7evfvqq6/G7SsAA4jTHFulnB988EFBQcHp4+hMd+jQIem/pMrYs2fPvHnzYmNjZ82atW7dutHRUfXrF6dGAUAlupyjyzapm+aECRMGBgbMzhSAzYnTHNu5nOjkDgAB7dixgx8XTpw4MbQvQwOAeuI0x8KUU5gaBYBgtbW1XXHFFc8//7zZGQGwP3GaY2HKKUyNAgAAWJY4zbEw5RSmRgEAACxLnOZYmHIKU6MAAACWJU5zLEw5halRAAAAyxKnObZzOfEWIQAAgKWI0xwLU05hahQAAMCyxGmOhSmnMDUKAABgWeI0x8KUEwAAACzA7IjAIKKU04sxFYxULJsQUkEqtkkIqSAVe6RiP4JuNTvtlHZKxbCEkApSsU1CSAWp2CMV+xF0q9lpp7RTKoYlhFSQim0SQipIxR6p2I+gW81OO6WdUjEsIaSCVGyTEFJBKvZIxX4E3WrYXSwLVWNNqBfLQtVYE+oFBN0DsOtbFqrGmlAvloWqsSbUCwi6B2DXtyxUjTWhXiwLVWNNqBcQdA/Arm9ZqBprQr1YFqrGmlAvIOgegF3fslA11oR6sSxUjTWhXgB7AAAAAIDGEGABAAAAaAwBFgAAAIDGEGABAAAAaAwBFgAAAIDGEGABAAAAaAwBFgAAAIDGbBJgRf0fr9/ffvvtK6+8csqUKSkpKTt37vRdcGxsbPXq1S6XKyEhoaqqiv5U/h2C5bdqon4oPj7ed0FUja781suHH35YWFjoGkcT9KfvgqgXvfmtmuHh4WXLlk2bNi0xMXHDhg1+F0TV6OfFF1+84oornE7njBkz7rzzzi+++IJ/V7NtUS/CskmAxbxOSe+//35aWlpTU9NXX3115MiRW265xXeRhoaGBQsWfDSOJrZv3678O4RGYcy9LVu2VFZW+v6OqjGAV70sXLhw3bp1w+PWrl1Lf/ougnoxhlfVlJWVlZSUfDbupptueuqpp3wXQdXoZ9GiRfv37x8ZGfn888/vvvvua6+9ln9Xs21RL8Kyc4BFEVV9fb3ynNSE0GHD0zSRk5Oj/DuERi7AOn78+Nlnn/3JJ5/4zomqMYBXvcTFxX377bc8/c0339CfvnOiXozhVTXTp0+npp2nKcbKzc31nRNVYww6RqZMmcLTCtsW9QJ2DrCSkpIeeOCBGTNmTJs2bdmyZXRR7jtnfHz80NAQTx89etTlcin/DqGRC7Doou3222/3OyeqxgBe9VJcXLx+/fqvv/6aDpbq6mr603dO1IsxfAMs2qo8TZGW5+ZF1Risubk5Ly+PpxW2LeoF7BxgxcTElJaWfj6upKSkrKzMd5Ho6OgTJ07wNE3QIsq/Q2j8Bljff//9ueeee/DgQb+LoGoM4FUvn3zyycyZM7kDEE18+umnvougXozhVTVLly5dsmQJn81uvfVWh8PhuwiqxgBvvfXW2Wef/f777/OfarYt6kVYdg6w6PrA85ovMTHRdxFcWxjDb4C1e/fu6667Tm4RVI0BvOolPz9/7dq1Uh8s+tN3EdSLMbyq5ssvv6S4KiEhISkp6aGHHkpOTvZdBFWjt/b29rPOOuu1116TflGzbVEvwrJzgJWbm+vZa8FvgIWn48bwG2DNnz//lVdekVsEVWMAr3qZPHmyXB8sCerFGArvhTzxxBMUbPn+jqrRFV0QpqSkvPHGG54/qtm2qBdh2TnA2rlzp3RTvaSkxLOvjzTntm3b/L7HIfc7hMa3tXjhhRd++tOfKsyJqjGA71uE1dXVfAfr/vvv99tjF/ViDK+qoVPZwMAA1cuuXbvS0tLee+893zlRNfp57LHHzjrrrN7eXq/fFbYt6gVsEmB5jask/b5+/frExMSEhISlS5f67eQ+Nja2atUqHvhnzZo1niOU+P0dgiVXNbm5uc3NzX7n5wlUja781ssHH3xQUFBw+rirr7760KFDnvPzBOpFb36rhi4XU1JS4uLiFi1a9NZbb3nNzxOoGv1E+RgZGTmluG1RL2CTAAsAAADAOhBgAQAAAGgMARYAAACAxhBgAQAAAGjMDgFWsJ/hlPtdbj1eFL7Q6fcrrV5eeOGFSy+9NDY2llK57bbbPvvss6AWBwAAAOuzQ1se7Gc45X6XW4+XgF/oVI6QLr/88n379g0PD3/77bcPPvgghXRBLQ4AAADWZ7e2XM1nONUM7+a5Hi8BF1cfIVEw5zuWIwIsAACASGe3tlzNZzjVfKDAcz1eAi6uMkL67rvvHnnkEd/7ZAiwAAAAIp2t2nKVn+EM+IlNr/V4Cbi4mgiJ+1qdccYZfX19ISwOAAAAVmaftlz9ZziVb0H5rser73mwd7Dkuq5/8803GzZsuOSSS5QXBwAAgIhjk7Y8qM9wKnSi8rseLxr2waIYy7enFwIsAACASGeHtjzYz3DK/S63HpWrlShHSEuXLj148OCJEyc+/vjj8vJy9MECAACwHzu05cF+hlPud7n1eFH+uqfvV1q97NmzZ968eZMmTUpLS7v77ru//PLLoBYHAAAA60MrDgAAAKAxBFgAAAAAGkOABQAAAKAxBFgAAAAAGkOABQAAAKAxBFgAAAAAGkOABQAAAKAxBFgAAAAAGkOABQAAAKAxBFgAAAAAGkOABQAAAKAxBFgAAAAAGkOABQAAAKCx/wdImcIJ+CnR/AAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |