Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit332-11-20020824_112300_20020824_160800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/24 |
Start Time | | 2002/08/24 11:23 |
End Time | | 2002/08/24 16:06 |
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 | | -19.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 199.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit332-11-20020824_112300_20020824_160800-constBx0 |
Minimum Dst Value | | -20 |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjo0NzoyOSBFU1QgMjAxOBLo8SQAAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMzItMTEtMjAwMjA4MjRfMTEyMzAwXzIwMDIwODI0XzE2MDgwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wOC0yNFQxMToyMzowMC4wMDBaIiwgIm1heCI6IjIwMDItMDgtMjRUMTY6MDY6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjI2MjA5NDk5OTUsICJtYXgiOjEuMzY0NDA1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfSFONQEAAAAEZ0FNQQAAr8g3BYrpAAA44ElEQVR4nO3df3RU5Z34cQgBwg9hguGnCQSBNdrgBhY5oUQEGiFI2gabo0EQQ8GF1XiabQMECTR2WUz3oJsqlVigxbOhRs3BbI3IcrKme9iacuIS2axEiBoR3VFijRjbWKLh+zl5zt7vdH7czCR3Zu7M8379kXPn5s69z/N8ZubzmXvv3DvoKgAAACw1KNwNAAAAiDYUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgsegssAYNis5+AUBQBePD87XXXps1a1afaw7GpsOVC8hBuKpbgcWLHgBMBONDMiMj4+jRo2HZNAWWhaKyU0EVneMV6Fell19+edGiRcOHD588efJ999330Ucfmc9/5ZVXli5dGhcXJ/M3bNjwySefmGxI8XO+K19b6enp2bp1q8PhiI+PLy4ulofm8wNdzzvvvJOdne3oJRPy0J9et7e3JyUl+fMODGhMfG3UV2gCHRxGXrzxxhvLli0bNWrUlClTDh061L9GWjLyweDWX2MQBg8ePHHixLy8vIsXL5o8vR/tdzqdDzzwQHJy8tChQ+VZWVlZ8nL12hi3mTJx0003uW5Cpm+88UbXBYx/tbS03HnnnePGjRs2bNi8efNeeOEFNf+zzz6Tds6aNWvEiBGy9e9+97t1dXV9ttmzMf1ewNOYMWO+/PLLgW+6H4JdE/iKQv+2a0lr/UlPoSyVdC7LorPngX5GLFmyRL5gdXR0fP7554888oi8Os3n33777ceOHevs7Pz44483bdq0cuXK/rXHvJ2+tlJRUTF37tx3e8nEgQMHzOcHup4FCxbs2LGjo9f27dvloT+9loyyZ88e/99Lfo6Jr436Ck2gg+OVViN/7tw5qc8qKys//fTTCxcurF69un+NtGTkg8GzwFITX3/99YcffvijH/0oIyPD5OmBtv+DDz6YNm2arPbs2bN/+tOfJL299NJLy5cv99oYt5kyIUn6N7/5jfGvF198UeZ4Fljnz5+X6nDv3r0SMqldfv/733/ve99T/5Jt3X///bLAn//850uXLj333HO33XabeZu9NqbfC/T7KRFXYJlEIYwFlj/piQIrNCKs5/Ii/sEPfjCxl0wY34okhI8//nhiYqJ8K1UPf/rTn06YMEG+WDz44IPyQWMsdtXlK6zXwMvrcuTIkf7PlwQvX/3Nmz3wQ5auW5GUJu8fNS0TCxcuNJ8f6Hqkm7KYmr58+bI/vZZcMmPGjK6uLssLLJONGlxDM5DB6XOjUTnyUlHt27fPc7FAGznAke/u7t65c+fUqVMdDodkLDXT5P2+f/9+qWPka3p6enpzc7OaX1dXN2fOHJkp/1KVkOeb3a37n3322YgRI2Ri8+bNv/zlL435hw4dkjnm7fc65t///vel7vTaR19PcW3b888/77oJ6d0LL7zg2fh77rln9+7dXjch3ZFO+WqA60ZNPiSv+hh88w/PQJ/i+bntNay+Xgau5HuCFDfSlzFjxqxataq9vd2f7phvVF4AskJZXgbKa39NouDr9WY89Oe1Kt8B/uEf/iE5OTk+Pn79+vVffPGF13Ez4fUz0+ubwnWFfQ6mr4Z5vos9t+VPEr/11lufffZZo8FSv06ePNmfV7XdRFiBJcHLzMy82GvJkiW7du1S8yU23/3ud+X7qPFQFvugl0yUlpYa890m3MgL5dFHH/Us+X3NFzU1NYsXLzZv9sALLNetyIveeMXLN1R5KZvPD3Q9ubm5MrDyau7o6CgpKZGH5usRd9xxx5EjRwLqUT/GxOtQu4VmIIPT50ajcuTlY07eVvL5JZ+n69atk033r5EDHHlJVNKvt99++9NPPy0sLFQzTd7vOTk5bW1tEv1HHnnEqEikF9XV1fKRLZ/IGzZs8Npf1yThdDq3bdumdvBIhbFo0aLnnntOpquqqmT6ypUr5u33OubSBslPXvvo6ymun0vSqlmzZv3ud7+Th/X19TItczw/uCRqxsFZNytWrLjrrrv+8z//809/+pOvZlz140PSZPB9rTPQp3h+bnsNq6/Vurr55ptfffVV6bK8MgsKCjZu3Oh/d7xuVF7bMpIf9lq2bJnXLphEoc8Cy5/X6mOPPfatb33r3XfflTfF2rVrf/jDH3odNxO+0pNnq1xX2Odg+mqY13ex27b8SeLHjx+/8cYb5ZWv/iXjU1ZW1mdnbSjCCqzrr7/+zTffVNPyVUO+u6tpic17771nLCYPjcX+53/+x3UxtwlXqsqWr3Stra3+zBenT5+ePn26yeepyeZM5ptvJSYmRn30C5kYMmSI+fxA16OOcahey4Tn29htPSdOnJg/f746cSR4BZbXofYMTb8Hx5+NRuXIy9blI/LjXnl5efn5+f1r5ABHfubMmcbOA4PJ+11qIzX9xz/+Ue2CEklJSU888cT7779v0t9Bf0m+gstHhPrXRx99JMNbXFwsf42z+gJ95cTGxrpWNp67Cjyf4vbfp59++jvf+c7V3oN9v/jFLzwXUFvp6ury2oDLly9LDvvrv/7ruLg4GcCioiKvX/37/JA0GXxffQ/0KZ6f217D6mu1vsgIJCYm+t8dXxttaWlR0/JEr10wiUKfBZY/r9WUlJS33npLTcsLUt5uxmKu4+aLSXrybJWvFXodTF8N8/oudtuWn0n8lltuUV8dz58/Lw2Q0Jj21aYirMCSjwzjBS0T8lBNS2xczwyVh74Wc5twIy+mH//4x7feeqs/8+X75dSpU0+dOuW6XdcPU9f5Xjfn66PffCv921Xg/3rk68X27duNk2zkofl6Zs+effLkSfOe9tl38/meGzW4hcbCPViajLw0RtqgpqXGSkhI6F8jAx0ct1e761vbYPJ+99qj//qv/8rJybn22mtnzZplHNfztbBqz44dO4wT+IR8n5YFjGOUJu33ZdKkSZ4pzdjo0KFD3Y5wSb+khnNdTBaYPHnyr3/9a/lrHGVzW4/JvhODfCRK5XTffff5OgvHfGz9HHxXgT7F83Pb7b/mq3XV2NgocZRyWb2ojDo40O64Lm9Eytch+IHswfLntSrVnuuXAdfXidu4+ZM4vDbD6wr7HExfDfP6Lnbblp9JvKam5oYbbvjqq69Wr14tlajXXthfhBVYfn5Dcv1yJhOei5kcupaE7fVEH7f5VVVVU6ZMef311/1pdkDFhCuvW+nHyS4BrUfePL7OBPK6nkEezDtlPMvP+X0OtWtorDoHS5+Rz8jIkLpKTcuXUaPACrSRAxx5STMB7cEy6ZF8TNfW1kqhox66vdndFpa+GDst3njjDfmufPTo0euuu87YJxroK0cKmuLiYreZxkZvvPHG3//+967/amhoSE5Odlvs0UcfjY2NNQ6LeGbre+65Z8+ePeYtUaQOvuaaazzn9/kh6WvwTT48+7EHy5+H/uzBkpnPPPPMH/7wB0nJ8tdzxAJ9LfmzB8skCq6FmrH3xel0BvRalQqjra3NZOW+9PmZaf6m6HMwfTXM67vYbVt+BkJGRr5AbtmyRd4dxgmCESfCCiz5umkcvpUSu6SkRM33fJMsW7ZMnV4gE56nAowfP/7s2bPG8vfee688vHLlyvvvv19QUGB84fM1/7HHHpMvB8bbr0/9K7B8bWX//v1ef9bka36g65GMIgOrdlE8/PDDRkbxp9d+5niTJd3m+9qor9AEOjheaTXyhw4dWrNmjXGIcP369f1r5ABH/h//8R8XL178zjvvuJ694f/7XU1I++WzWz6OJWlJglEz3d7srs/95JNPdu7cmZ6efrX3ZD75QP+P//gPmf7Nb34zZ84cdaTPpP1ex/y9996TTRu/IpTuvPTSS8aSP//5z2Urv/3tby/3qq+vT01N/ad/+ieTFV71VmCdP39esvLjjz8uI/Pll1+eOnXK+P3abbfd9txzz0mtLO8OafOmTZtWrFjhdZ3mH5K+Bt9tPF35GS9fA+jroa/VupLRePHFF2Uo5CUkQ+E5YoG+lmR54xys5cuXe+2CSRSM5eUN8sgjj8irS2Lxne98J6DXanl5ubRZ5shi//3f/3333Xebj6fiz8eFyZviqh+D6athXt/Fbtvy/0UiZaLMPHjwoOtM/z/o7CCS2nq1d4/iQw89pH6AIBPGnkbPN4n6gUx8fPzf/d3fuf5OQU3IS9DhcBgPn3/++ZtvvnnYsGFJSUnyeSQ1u/l8zz0HnZ2dXhvsaweDPzsefG1FSnup69WFiLZt2+Z6wSGv8wNdj3xqZGVlje0lHzFvv/22/73259Uf0Jj42qiv0AQ6OIz81d7jYgkJCfJmkbLVOMk90EYOcOSlGpByLTExUZohGUvN9P/9riaeffZZ+W4dFxcn5dGrr76qZrq92V1HYNy4cZLzVBfWrVunTnhSpA2q1jRpv68xv3Dhwve//33JmrGxsddee+2qVatee+01YzR+9atfzZs3Tw2gTDzzzDN9rnCQR4a72vsDUlmztEreBbfccotxBaZ///d/l/kyjDIO06dPf/DBB413h9s6zT8kfQ2+23i68jNevvrr66Gv1bp6+eWXJfRDhw6V2uKJJ57wHLFAX0uywN/+7d/K4MgQ/eQnP5E1e+2CrygY62lubpYKXv1a8Kmnngrotfr1119LX1JSUoYPHy51eU1Njfl4Gv/t8+PC800R0GD6apjXd7Hbtvx/kchgzpo1q7u72613Jn23m0hqKwDAEpGVqMLrzJkzUqqGuxVh9tVXX8kXhlBu8dvf/vavf/3rUG7RcrzHAEA7FFh9KiwsdDqd77333re+9a2///u/D3dzwqyxsdH4tWCwff31108//fTs2bONKzVEKN5jCArP3dQ2/ECPiEYGKio7BcvxquhTeXl5YmLihAkT7r///gi9TICFRo8e/dRTT4VmW/LiTE5OlpIuNJsLHt5jAAAAFqPAAgAAsBgFFgAAgMUosAAAACxGgQUAAGAxCiwAAACL6VJgef3tOgAACLFwVwQhok0/tYkoAAC2pU861qaf2kQUAADb0icda9NPbSIKAIBt6ZOOtemnNhEFAMC29EnH2vRTm4gCAGBb+qRjbfqpTUQBALAtfdKxNv3UJqIAANhTV1eXPulYm35qE1EAAGyoqalp0qRJ+qRjbfqpTUQBALCh8vJyLjQahfSJKAAANvTee+/Fxsbqk46juZ96XpsfAAAbqqqq0ioda9NPbSIKAIANZWVlUWBFIX0iCgCA3TidztjY2Li4OH3SsTb91CaiAADYzd69eyUR5+Tk6JOOtemnNhEFACCojh07Nnny5NWrV/v/lLS0NEnENTU1+qRjbfqpTUQBAAgqqa7U2VRvvvmmP8s3NTXJwgkJCd3d3fqkY236qU1EAQAInsrKSuPn+RkZGZ2dnX0+pbCwUBYuKCi4qlM61qaf2kQUAIAgaW9vT0hIkJRaUlKiLsveZ43V3d2tlmxsbLyqUzrWpp/aRBQAgCDJy8uTfJqZmSnTLS0t/tRYtbW1skxKSop6qE861qaf2kQUAIBgUKXS6NGj29ra1Bx/aixVk5WVlamH+qRjbfqpTUQBALBcR0dHYmKiJNPy8nLX+eY1ljxLXfvq4sWLao4+6VibfmoTUQAALFdQUCCZND09vbu72+1fJjXWwYMHjUOKij7pWJt+ahNRAACsVV9fL2k0NjZWaimvC/iqseShzKysrDTm6JOObdTPPu/K/MorryxdujQuLm7y5MkbNmz45JNPAlq5FW0EAEAvXV1dKSkpkkZLS0tNFvOssVpbW9U5W64llz7p2Hb9NBn622+//dixYxKnjz/+eNOmTStXrrRktQAAwJeioiLJoampqZ4HB9241VhSkMl0fn6+6zL6pGPb9dPPof/8889HjRpl+WoBAIChqakptldDQ4M/y7vWWMnJyTJRV1fnuoA+6dh2/fRz6GtqahYvXmz5agEAgNLd3a3uIVhUVOT/s4waS1x33XVu/9UnHduun/4M/enTp6dPn37u3DnP55oITnsBAIhOZWVlkj2Tk5P9uR+Oq6qqKpV5ly1b5vYvfdKx7frZ59DX19dPnTr11KlT1q4WAACbKy8vz8/PdzqdIdhWS0uLuoSVpN1+PFcVWAcOHHD7lz7p2Hb9NB96KYqnTJny+uuvW7taAADsrLa2dsmSJapq+Zu/+ZsQbFFdYcHtFHX/NTc3e63M9EnHtuun59Abcx577LGpU6f6ughHoKsFAMDm2tvb9+7dq84WF4MHD5a/Q4cONW5WEyT//M//LBtKTEzs6Oiwds36pGMb9dPXKVPGtOdpVf4fFdYnogCAKNDY2Jifn68O0qkToaTSevvtt7Ozs+Xh2rVrg7fp5cuXq41WV1dbvnJ90rE2/dQmogCAyNXV1XX48OF58+YZuxKkoqqtrTUWaGtrU1VXU1NTkNoQExMj6x8/fnwwVq5POtamn9pEFAAQiU6dOjVhwoRhw4apuiohIaGoqMjrocDi4mJZIKBrFfnP6XTGxsYOHjzY9f42FtInHWvTT20iCgCIRNOnT1elVUpKyuHDh7u6unwt2dHR4XA4ZEnXPVtWKSkpkTXn5ORYvmZFn3SsTT+1iSgAIOJUVlZKnoqJiZk/f75JaWUoLy8f5N/tawIim1bXCD158qSFq3WlTzrWpp/aRBQAEFna29sTEhIkTx0+fNjPp0hdNXPmTHnKwYMHLWyJrE3WOW/ePAvX6UafdKxNP7WJKAAgsuTl5UmSyszMDOhZ6mrpkyZN8mePl59SU1NlnUE6+0rRJx1r009tIgoAiCC1tbWSoUaPHt2PS1ulp6fLc0tLSy1pSV1dnarYrD3s6EafdKxNP7WJKAAgUnR0dCQmJkqGKi8v78fT6+vrVXFmyc1z1BW2ysrKBr4qE/qkY236qU1EAQCRoqCgQNJTenp6v3ca5eTkyBo2b948wJaouwfGxcW1t7cPcFXm9EnH2vRTm4gCACKC2v8UGxvbv1vAKa2trbG9BrKSq/9X6g28UOuTPulYm35qE1EAgP11dXWlpKRYcgaVVEUDvHJVR0eHujr8AKs0f+iTjqO5n75ubggAQHgVFRVZdSErp9M5evRoWVt9fX3/1lBWViZPz8rKGmBL/KFPOtamn9pEFABgc01NTeq4XkNDgyUrLC0t7ff1q6TCUyfaHz9+3JLGmNMnHWvTT20iCgCwMylo0tLSJCsVFRVZtU7jCuxVVVWBPlddTys1NdWqxpjTJx1r009tIgoAsDN1PC45Obmzs9PC1aqLsM+cOTPQ647OmzdPnlhRUWFhY0zok4616ac2EQUA2FZLS4s6nbzf50v50t3dra7DHtAltRoaGuQpCQkJFl4O3pw+6VibfmoTUQCAbWVkZEg+ys/PD8bK1UXhR44ceebMGT+fkpubK08pKSkJRnu80icda9NPbSIKALCnnTt3SjJKTEzs6OgI0iauvfZadW2turq6Phdua2tT59pbciF4P+mTjrXppzYRBQDY0PLly9U1g6qrq4O3lczMTOPiRAUFBeanealLRaxduzZ47fGkTzrWpp/aRBQAYEPDhw+XTDRmzJigbqW9vf0Xv/jFww8/rM70Sk5O9nWyl9ReDodDlmlqagpqk9zok4616ac2EQUA2E1lZaWkoWHDhtXU1IRmiy0tLenp6Sa7ssrLy+VfGRkZoWmPQZ90rE0/tYkoAMBW2tvbExISJA0dPnw4lNvt7u7eu3evr11ZM2fOlPkhK/gM+qRjbfqpTUQBALaSl5cnOSgzMzMsW/e6K0vqKnXRrIHfqCdQ+qRjbfqpTUQBAPahLp0wevTotra2cLXBc1fW4sWLA71illX0Scc26mefd2Xu6enZunWrw+GIj48vLi6WhwGt3Io2AgDgr46ODnWbv7CUMm5cd2WJsWPHBu9qESb0Sce266fJ0FdUVMydO/fdXjJx4MABS1YLAEAwFBQUSPaRsib0R+K8kmasWrVKFVjLli0LSxv0Sce266fJ0C9YsODYsWNqWiYWLlxoyWoBALBcfX29uuZnS0tLuNvy/7W2tl533XXjx49/6623wtIAfdKx7fppMvRjxoxpb29X05cuXXI4HJasFgAAa3V1daWkpEjqKS0tDXdb7EWfdGy7fpoMfUxMzJUrV9S0TAwZMsTzuSaC2GgAAFyoi6Snpqba5OCgfeiTjm3XT/ZgAQAiWlNTk7rHX0NDQ7jbYjv6pGPb9ZNzsAAAkau7uzstLU2STlFRUbjbYkf6pGPb9dNz6I05+/fv51eEAAA7KysrU5ebMr/Rsrb0Scc26qevU6aM6Z6eni1btjh6bdu2jetgAQBspaWlRV3P09ctlqFPOtamn9pEFAAQLhkZGZJu8vPzw90Q+9InHWvTT20iCgAIi3379kmuSUxMDMsV0iOFPulYm35qE1EAQOg9+eSTw4cPl1xTXV0d7rbYmj7pWJt+ahNRAEAoOZ3O3NxcdfbwnDlzwt0cu9MnHWvTT20iCgAIDSmtCgsL1VntSmVlZbgbZXf6pGNt+qlNRAEAweZaWsXGxubn5//bv/0blxX1hz7pWJt+ahNRAEDweJZWra2t4W5UJNEnHWvTT20iCgAIBkorS+iTjrXppzYRBQBYq66u7qabbho6dCil1cDpk4616ac2EQUAWKWpqSkvL2/w4MHqHHaZprQaIH3SsTb91CaiAICBq62tXbx4saqrYmJi5O+0adO6u7vD3a6Ip0861qaf2kQUANBvXV1dhw8fTk1NVaWVw+EoKipyOp2tra1UV5bQJx1Hcz993T0aAABXnZ2dHR0dZWVlkyZNUikjMTGxvLycm95YTp90rE0/tYkoACAgt912W2xsrLrRjUhLS6usrGR/VZDok4616ac2EQUA+K+zs9M4hz0rK6uuri7cLYpy+qRjbfqpTUQBAP7Ly8uTBBEXF/fLX/4y3G3Rgj7pWJt+ahNRAICfSkpKJDuMHj26paUl3G3RhT7p2Pp+dnV1yUt2xowZ8oVA/u7atevLL7+0fCuB0ieiAAB/VFZWqguHHj9+PNxt0Yg+6dj6fj700ENLly5tbm6WSkv+Llmy5Ac/+IHlWwmUPhEFAPTp5MmTUlpJaqioqAh3W/SiTzq2vp8TJ068ePGi8VCmZY7lWwmUPhEFAJhrbW1Vl2MoKCgId1u0o086psACAGiks7MzJSVF/WaQazGEnj7pOCiHCDMzM998882uri75K9McIgQA2IFUVJKVJCOkpqZKpRXu5uhIn3QclJPcd+zYcf3118fFxcnfnTt3cpI7AMAONm/eLOlg0qRJbW1t4W6LpvRJx9r0U5uIAgC8Ki8vV5e8amhoCHdb9KVPOrZLP3t6erZu3epwOOLj44uLi+Wh5zLvvPNOdna2o5dMyEP/169PRAEAnmpra9XPBquqqsLdFq3pk46t72dzc/PChQtHjBgR0I2WKyoq5s6d+24vmThw4IDnMgsWLNixY0dHr+3bt8tD/1ulT0QBAK4aGhpeeOGF0aNHSyIoLS0Nd3N0p086tr6f6enpjzzyyB//+MeAniXV0rFjx9S0TEiJ5rnMyJEjP//8czV9+fJleej/+vWJKADA8K//+q/GV/21a9eGuznQKB1b38+4uLgvvvgi0GeNGTOmvb1dTV+6dMnhcHguk5ubu2vXrs8++6yjo6OkpEQe+r9+fSIKAJrr7u5uaGgoKyvLysqSlKSqq2984xtdXV3hbho0SsfW93PatGn9+HVGTEzMlStX1LRMDBkyxHOZDz74QFau3ioy8eGHH7otMMhU4F0BAEQG16JKHQ00JCUlZWdnG9/hEV76pGPr+/nUU0/l5OQ4nc6AnuXPHqzMzMzt27cb52DJQ//Xr09EAUAfr7322qpVq2677Ta3oiotLa2wsLCmpkbyRbjbiL+gTzq2pp/mu478GU1/zsEaMWIE52ABAOQLeXl5+bx58yiqIo4+6dgu/dy/f7+vXxEawZAirKSkRO3Bevjhh70WYb7oE1EAiFZdXV1VVVXZ2dnqggti6NCh8nfy5MkUVZFCn3RsfT8HDx7cj2f19PRs2bJFXeNq27ZtrtfBMoJx/vz5rKyssb1WrFjx9ttv+79+fSIKABHhvffeu++++7Zu3VpfX9/U1OT15F2n06kuCirLbNy40TgOKAVWTk5OdXX1Bx98UFFRwWXZI4g+6dj6fl533XX/+7//a/lqB0ifiAKA/R08eND4fZ8r+Y6dnJy8ePFiqZ/y8vLUniqZaSyQnp6+b98+zliPXPqkY+v7+fjjj995553y1cTr1djDRZ+IAohQ3d3dK1euTEpKevrpp6O4gGhpaZH6ySiYBg8evGDBgtTU1MTERJMTeaXqKikpaW1tDXfzMVD6pGPr+9m/k9yDzQ5tAAATrpfEHNR7Q+Ls7OyioqKqqqrm5mYpv8LdwIGSLuzevVvtuEpISDhy5EhNTY10zXUZqSyliqqvr6+urj548OBdd90l1dgrr7wSrjbDcvqkY236qU1EAUQip9N5ww03qLO2U1NT3S46MKj3FsVpaWl33313Xl7eW2+9Fe72BqyhoUH6pfqSn5/POena0icda9NPbSIKIOJIdZWSkiIfU/LXuIhga2trTU1NaWlpTk7OzJkzXYuthISE8DY4IJ2dnQUFBepsKulIfX19uFuEcNInHWvTT20iCiCyeK2uPEmZ0tDQMGvWLFlyyJAh9r/rS0dHR21t7dGjR9XJVVJgFRcX27/ZCDZ90rE2/dQmogAiiJ/VlUGqFrU3q7y8PATNGwjjgKD66V9TU1O4WwRb0Ccda9NPbSIKIFIEWl0pNTU16libnU97l3JKHRMcMmSI1IJ2bipCTJ90rE0/tYkogIjQv+pKUTuxqqqqgtS2AaqurlYn6ScmJv72t78Nd3NgL/qkY236qU1EAdjfQKorUVFRMaj31nvBaNsAlZaWGj8VZMcVPOmTjrXppzYRReSSbHTgwIFly5Y9+eST0XGdyYsXL5JiPQ2wurrae0u+SZMmyRps9Yu8zs7OnJwcdT67/U8RQ7jok4616ac2EUXEaWtrq6ioyM3Ndb0fSBRcZ1JSrPQiKSlJkx+OSXlx/PjxPsM08OpK2b17t6wkKyur32uwlryM1Vnt8jKuq6sLd3NgX/qk42jup92uJg8YJBnX1NRs3rzZ7fpGI0eOVCnK13Um16xZs2rVqsOHD4e7B31oamq65pprVMulTDx58mS4WxR0qmxasGBBfX19S0uL132QUoGp6ywMsLq62vtzQnVJdDv8Ok+6nJCQoPrF3WxgTp90rE0/tYkobKurq2vevHlSPM2ZM0f9wEqRObm5uRUVFW1tbd3d3Q0NDWoviMl1JsWRI0fC3SGfjHOc5W9MTIxqcGpqqvRRKstwty4oDh48aPTUVXJysgQ9KysrPz9f/qqZUmMNsLpSCgsL1alOA1/VQEhY1etZKulojS8spE861qaf2kQUtlVSUmLkXUlIGRkZUjwZ5VSf1HUm7733XmNflz33Y7md43zx4kXpuDphSFWTBQUFLS0t4W6mZVxvXTxt2jQpMuShFMRuB3xdvfbaa5ZsWiry2F4yyJasMFDynWHjxo2qUxLliDuKjbDQJx1r009tIgobam9vz83NVXlozJgxTzzxxEC+6L/66qvG2qSIsc8+A5NznCX1VlVVSU1pFBmZmZnV1dWSoSP3nnRuty72vGiCLCA1kJTFtbW1Ug1v3bp16dKlBw4csLANeXl5svXCwkIL1+kPp9M5ffr0YcOGqf2UlZWVIW4AIpc+6VibfmoTUdiNlBHq9BSHw2HhPidZlToMl5qa2tzcbNVq+83Pc5ylqZs3bzbOMBsyZIhUYzJEoWyqJWxy6+KmpiY15iFuwOOPP676Pnbs2MbGxlBuGpFOn3SsTT+1iSjsw3XHVXZ2tuXHcaRYUTle6pXwHi4M9BxnqQb27ds3bdo0NThJSUkRdFkKu926ODMzU1pSVlYWsi3W1taOGjVKFXZnzpwJ2XYRHfRJx9r0U5uIwiaCtOPKjST7/Pz88B4uHMg5znfddZf6seHAf1UXbFIUShUotYXdbl18/PjxQb0X9QhNY6SSU+Feu3atHbqPiKNPOtamn9pEFGEX7B1XnsJ1uFDKqYGf4yx1ldoPJyWCbU9+l4YNHz58yJAhqrN2u3VxWlqatCrYezElvkY1v3v37qBuC1FMn3SsTT+1iSjCSL7Qh2bHlafQHy783ve+py5MMPBznKVQU+e/y9DZ8IpZUgJKoawKCymzbHjrYhl/VV4HbxMyCCpGEu6amprgbQhRT590rE0/tYkowuVXv/qVcXWr0Oy4cuN6uFAqlRMnTgRvW21tbYMHD5YNDRs2zJJznKU2Vbv9JH/X1tYOfIWWkKqisLBQ/U5QqsmbbrrJnqccScGnDlwGqfSR8j05OXlQ782bbbXrDpFIn3SsTT+1iSjCQoobteNK/PSnPw1jSx599FHVjPHjxwfpzPGWlhZ1XatRo0Y9++yzVq1WqoTNmzer05vC/rN/19JK2iOVq80vUK5uTLR48WLL1yz1rjoAnZ6ebvPz5BAR9EnH2vRTm4giLNTliCQfP/jgg+Fuy1VJhOrgXTDOHD958qRKt5LLg3FOvXE51nDdLTjiSitFYqEubWrtRRM4pR2W0ycd26WfPT09W7dulQ+I+Pj44uJieeh1sTfeeGPZsmXyvXnKlCmHDh3yf/36RBShp2oCKTvsc452kM4cN+6Bk5ubG7zzkKS0Ukk9xNfPjNDSyiCfnNLynJwcS9bGKe0IEn3SsV36WVFRMXfu3Hd7yYTXix2fO3cuKSmpsrLy008/vXDhwurVq/1fvz4RRYip84slHx8/fjzcbfkLlp85fvDgQaPuCfZZ3lLJGTtOQnBG+YsvvnjTTTcNHTo0QksrRQpEqQ6l/QNv/JkzZ9RVyjilHZbTJx3bpZ8LFiw4duyYmpaJhQsXei4jFdW+ffv6t359IopQksJF1QHyDSHcbfHCwjPHy8rKQrwzo76+Xu0tGz9+fF5eXqkPDzzwwMSJE2fPnt2P45Xt7e3l5eXz5s0b9H/uueeeSCytDOqqGTImA1mJjGR8fLysZ/Dgwb/73e+sahug6JOO7dLPMWPGGCfkXrp0yeFweC4jH6M7d+6cPHnyuHHj1q1bF9CtIfSJKEJGMrE617ugoCDcbfHJkjPHCwsL1RpCXEc2NjYal57q06hRo3JycqRg6vNnblJ3VlVVZWdnG7/6VIcF/+qv/io0/QqelpYWVRilpKT07ycOMjjGLSMnTJjAeVewnD7p2C79jImJuXLlipqWCflU9VxGZq5du/bjXvKNNj8/320B88/foPcBOpFv+ZLD5HWVlZVlt6sieer3mePSNbUPTEqQsNwxcPXq1bL1m2++2dceLKlux48fr+7cYpBvaK7FlnwZUze0kb8bN2407oQoBZYspu45LaWJ/ePoj2984xuqd08//XSgzzXCLd8cnnnmGX4ziGDQJx3bpZ/+7MGSZeRfalpqrISEBP/Xr09EEQKSh9QN4FJTU8Nyd5p+6MeZ49I11U2pSMJ4/U8/98RINVBVVbV582ZV+BrGjh07bNgwmZAPEGNmenr6vn37IugGiP5raGgYOXKk9HHixIkyHdBz1RFG+fi1z881EH30Scd26ac/52BlZGRIXaWmP/roIwoshIs66Cbf8tva2sLdlgD0eea4zJQeNTY2Pv/88zNmzFC7haSbobz9jiV8FVvJycklJSURfZaVPzo6OlRlHBcX5/9x4aKiorAX09CBPunYLv3cv3+/r18RGsE4dOjQmjVrjEOE69ev93/9+kQUwaau6CipK9DdA3ZgnDk+a9as+++/Pz8/Pzs7W766SOVhHDhzNXHixEgvR6TY2rZt26JFi44ePRrutoSOce7doN7bRPa5vHpVS/1tn8voI1rpk47t0s+enp4tW7Y4esmnoet1sFyDsWvXroSEhPj4+HvvvZeT3BF6kn7UTqCqqqpwt6WfGhsb1TndXkmllZaW9s1vfnPcuHHjx48/ffp0uNuL/quoqFAv15ycHJNj2epSIxH9qkYE0Scda9NPbSKK4Glubla7eUpLS8PdlgG588471TlJhw4dqqmpqa+vb2trC+gbCyJFXV2dusK71M1e748pLwBVhIXr0vnQjT7pWJt+ahNRBImRqNauXRvutgxUV1eXpFV+I6aJlpYWdS7apEmT3I5rGzc+Ki4uDlfzoBt90rE2/dQmogiGtrY2dUGmhIQErgyEiOP1tHcpvFR1tXnz5vA2D1rRJx1r009tIgrLSR5SFxQdZN2N3oAQcz3tvbCw8JlnnlGv6qDeVhLwpE861qaf2kQU1jKOoSxYsODw4cORctUrwCvjtHclIyOD6gohpk861qaf2kQUFqqurlbVFd/yETVeeumlwYMHy6v62muv5QsDQk+fdKxNP7WJKKxy8OBB49LnVFeIJpWVlevXr3/zzTfD3RDoSJ90rE0/tYkoLFFWVqaOoezevTvcbQGA6KFPOtamn9pEFANXWFiormpdUVER7rYAQFTRJx1r009tIoqB6O7uzs3NVb9mr66uDndzACDa6JOOtemnNhGNDk6ns7m5ub6+/sknn1y5cuWWLVtCsNHOzk51rSDudwsAQaJPOtamn9pENIJIFfUv//Ivd91110MPPZSfny/FTVpaWmJiotd75F1zzTU5OTnl5eVNTU2Wt6Srq+uHP/xhUlKSutq11HaWbwIAcFWndBzN/XTL0OFuju6kiJHa6PDhw4WFhVJLJSQk+LrfsLpgekpKyuLFixctWiQPY2JiXP/rcDisKrZkDSUlJRMnTlRrnjJlSmtrqyX9BQB40icda9NPbSJqH+3t7ddff/3YsWNXrFiRmprqenlDo04aNWqUTCQlJUnhdfz48cbGxra2Nrf1SMXT0dHhdDqrqqo2b96s7qrmuhKpxmQ9ZWVlskU/26bqqpkzZ7o1Sdpg8SgAAFzok4616ac2EQ2v7u7uhoYGqXWysrLi4uLcyhcps3Jzc+W/tbW1Fy9elOXl7759+wK967CvYksd4MvOzi4qKpIFmpub3a5f5VlXSXG2cePGurq6t956y7O2AwBYS590rE0/tYlo6LkWVeq65667lxITE+VfjY2NQbpHshRbt99+u9RVs2fPdtv6oN4fA6alpd19991Lly6dOnWqZ13FFUQBIJT0Scfa9FObiIZMRUXF2LFjJ0+e7FbWSEFTWFhYU1PT0dER+la1trbKpktLS3NycjyPAFJXAUB46ZOOtemnNhENtvb29vLy8nnz5tmnqDLR2dnZ0NAwZ84cdfQwSHvRAAB+0icda9NPbSIaJFKaVFVVZWdnG+eqjx49+pprrlm6dKndiipPUmZVVlaqs74AAGGkTzrWpp/aRNRCUpfI3/r6+o0bNxrHAaXAysnJqa6uZm8QACBQ+qRjbfqpTUQt0d3dfcstt8TExDgcDuM4YHp6+r59+/y/FAIAAG70Scfa9FObiA5EW1tbRUVFbm6ua12VnJxcUlLC5TcBAAOnTzrWpp/aRDRQnZ2dNTU1mzdvdvvN3fjx4xMTE3/+85+Hu4EAgOihTzrWpp/aRNQfHR0da9asycjI+OY3v+l6gXWHw5Gbm1tRUcElNwEAwaBPOtamn9pE1Jy6lPn48eONokoKLKm0SktLGxoauDoUACCo9EnHdulnT0/P1q1bHQ5HfHx8cXGxPPS1ZHt7e1JSUqAR0ieiXnneImbw4MFDhgzZt2+f+qkgAAAhoE86tks/Kyoq5s6d+24vmThw4ICvJR944IE9e/ZQYJlraWm5anrrPafTaf/rVwEAoow+6dgu/VywYMGxY8fUtEwsXLjQ62Jnz56dMWNGV1cXBZaJdevWSX9HjBjBLWIAALaiTzq2Sz/HjBljXGDp0qVLDofD62J33HHHkSNHrgYeIR0i6nkTG+oqAICt6JCOFbv0MyYm5sqVK2paJoYMGeK5zIkTJ+bPn69Oz/IaoUGmgtr+MPJ6E5uZM2f+5Cc/oa4CANhKFKdjN3bppz97sGbPnn3y5Ek1rfMerLa2trq6uqvcxAYAEGmiKR2bs0s//TkHayA7paImoqdPnx42bJh0Z+zYscY4cBMbAEBEiJp03Ce79HP//v2+fkXo62hgQOuP0Ii2tbXV1tbu3bs3Pz9/3rx5xs4qhZvYAAAiS4Sm436wSz97enq2bNni6LVt2zbX62DpU2A5nc7nnntu2bJlixYt8iynlEmTJsm/br311hMnToS7vQAABCYi0rEltOmn/SLa1dXV1NR0+PDhwsLCzMzMhIQEr+VUVlaWLFBRUdHQ0MCVqwAAEc2G6ThItOmnDSLqdDr37t27cOHC5cuXp6amut4EUHE4HDfccINMDB06tLa2lnIKABBl7JCOQ0ObfoY8ov7soJIyKzc3t6ysTMqpixcvqic2NjZKKRbi1gIAEAIUWNEmBBE9c+ZMSkrKpEmTsrOzfe2gUj/9mz9/vlRRXEwBAKAbCqxoY0lEL168aFy60/z3fb52UMnTGxoauP4nAEBPFFjRZoARdTqdGzZskJXEx8f7KqcmTJgwbty48ePH79mzhx1UAAB4osCKNn1GtLOzs6GhQU3z+z4AAIKBAiva+Iqo0+lsbm6ur69XVdSNN97o6/SpW265JSUlZc2aNZRTAAD0DwVWtJGIZmVlbd26NT8/PzMzMy0tLTEx0XO/lPnv+wAAwEBQYEUbX4VUQkJCSkrK4sWLlyxZMmfOHKmoOH0KAIAgocCKNhLR4cOH/+hHPzp8+PDx48elimprawt3owAA0AsFVjRw21nFiVMAAIQXBVa00SeiAADYlj7pWJt+ahNRAABsS590rE0/tYkoAAC2pU861qaf2kQUAADb0icda9NPbSIKAIBt6ZOOtemnNhEFAMC29EnH2vQTAADYQLgrghDRpZ+BCtkrIDQbYitsJWo2xFbYSnRsJWQbiqatRBZGxDveYGyFrdhzQ2yFrUTHVkK2oWjaSmRhRLzjDcZW2Io9N8RW2Ep0bCVkG4qmrUQWRsQ73mBsha3Yc0Nsha1Ex1ZCtqFo2kpkYUS0wEvfnoiLbREaeyIutkVoPDEiWuClb0/ExbYIjT0RF9siNJ4YES3w0rcn4mJbhMaeiIttERpPjIgWeOnbE3GxLUJjT8TFtgiNJ0ZEC7z07Ym42BahsSfiYluExhMjAgAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwItKg/+M685VXXlm6dGlcXNzkyZM3bNjwySefeD6xp6dn69atDocjPj6+uLhYHprPR0C8xuXll19etGjR8OHDJS733XffRx995PlE4hJsXkOjtLe3JyUl+bqKD6EJKq9xGfSXvD6RuASbr/F/4403li1bNmrUqClTphw6dMjziYTGQIEVwdxe+rfffvuxY8c6Ozs//vjjTZs2rVy50vMpFRUVc+fOfbeXTBw4cMB8PvrBLS5Lliw5evRoR0fH559//sgjj0gR7PkU4hIaXrP1Aw88sGfPHl+JnNCEgGeB1edTiEtouMXi3Llz8m2ksrLy008/vXDhwurVqz2fQmgMFFgRzORjSHK5fMPwXHLBggVShKlpmVi4cKH5fPSDSVyk/B05cqTnksQlNDxDc/bs2RkzZnR1dfnK8YQmBPwvsIhLiLnFQiqqffv2mS9JaAwUWBHM5GOopqZm8eLFnkuOGTOmvb1dTV+6dMnhcJjPRz/4issXX3zx6KOPuu5ZJC4h5hmaO+6448iRI57/IjSh5Dn4CQkJ8lUkNTX1Zz/72VdffeW5JHEJDbfQTJw4cefOnZMnTx43bty6des6Ojo8lyQ0BgqsCOYrkZ8+fXr69Onnzp3z/FdMTMyVK1fUtEwMGTLEfD76wWtc1NkMEyZMaG1t9fwvcQkNt9CcOHFi/vz56lwQX+8mQhMCXgf/yy+/bGxsXLhwYWFhoed/iUtouIVGxnPt2rUf98rLy8vPz/d8CqExUGBFMK+fSvX19VOnTj116pTXp/DdIgR8perLly//+Mc/vvXWWz3/RVxCwy00s2fPPnnypNd/GQhNCJjsjL9w4YLXsSUuoeEWGhleGVU1LTVWQkKC51MIjYECK4J5fipVVVVNmTLl9ddf9/UUjo6HgEm2kBrL9dw4A3EJDfNfq3kNHKEJAZO3zMWLFydOnOg5n7iEhltoMjIypK5S0x999JHXAovQGCiwIpjbS/+xxx6bOnVqS0uLyZL79+/3+jsOX/PRD25xuffee8+ePXvlypX333+/oKDA6zlYxCU0/Dl72u0hoQkBt8HPy8trbm7+85//LG+czMzMhx56yHNJ4hIabqE5dOjQmjVrjEOE69ev91yS0BgosCKS16/dnl/HOzs7jX+piZ6eni1btjh6bdu2zfUKJV7nIyBe4/L888/ffPPNw4YNS0pK2rRp0x/+8AfX5dUEcQm2PvdU+SqwCE1Qmbxlhg8fPmPGjB07dnR1dbkuryaIS7D5esvs2rUrISEhPj5evjp6Pcmd0BgosAAAACxGgQUAAGAxCiwAAACLUWABAABYjAIr8vi6qXOgt9j05+bQJk9/5513srOz1RmLMiEPA2qtYn6fXQAAIhSJLfL4uqlzoLfY9Ofm0CZPX7BgwY4dOzp6bd++XR4G1FrF/D67AABEKBJbZHO9qfNALu/mdnNoV76ePnLkSHmWmr58+bLrPYz9ae1V3/fZBQAg0pHYIpvrTZ0HcoMCt5tDu/L19Nzc3F27dn322WcdHR0lJSXyMKDWXvV9n10AACIdiS2Cud3Uud+32DS5ObTJ0z/44INp06apa9DJxIcffhhQa/25zy4AABGKxBapPG/q3L89WJ7rcbt0r6+nZ2Zmbt++3TgHSx56fbqvrfhzn10AACIUiS0ieb2pcz/Owerz5tAmTx8xYoSf52B53YrnjX366jQAABGDrBZ5fN3UOdBbbJrcHNqf1UrhVVJSovZgPfzww75uje7PVqiuAABRhsQWeXzd1DnQW2z6Wo8bX08/f/58VlbW2F4rVqx4++23A2qt2zKWjAwAADZBYgMAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDF/h9Du3Mxp2q8rAAAAABJRU5ErkJggg==)
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