Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-01-20020710_154600_20020710_203100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/10 |
Start Time | | 2002/07/10 15:46 |
End Time | | 2002/07/10 20:29 |
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 | | -31.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-01-20020710_154600_20020710_203100-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIEF1ZyAxMiAwMTo1MTowMyBFRFQgMjAxOHJ3fokAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMTQtMDEtMjAwMjA3MTBfMTU0NjAwXzIwMDIwNzEwXzIwMzEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIFBvbGFyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA3LTEwVDE1OjQ2OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wNy0xMFQyMDoyOTowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjAuOTAxMjgzNDk5NSwgIm1heCI6MS4zMjc3ODY1MDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19f/nX0wAAAARnQU1BAACvyDcFiukAAEGwSURBVHic7d1/eBT1nQfw/IIsAeMm5EiIAYKAxLtAY554TzBBAw0YC9rUArfyI6aCB63hMWoIUYLEK9bUCz6hFyUtAdPnoSUitXlsxFwv13gPtikXJXo5CRg04NKLEDDK2gayGO5z++3Ns87szs7uzuzMzvf9+oNnMszM9/ud78x8PzPz3e9EXAcAAAAAVUXonQEAAAAAs0GABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyBFgAAAAAKkOABQAAAKAyrgOsiAiuiw8AEBgtLp5/+MMf5syZ43PLWiRtqLbAUJmBYHBdkd6OYxzfAAAytLhI5ufnv/baa7okbahrfugzY6jimwnXu9XfW6U33njjzjvvjI2NnTp16oMPPvjpp5+6L8lINzI0NDRt2jSZtMbGxiorK61Wa0JCQlVVFf2pZLOCN998c/HixRaLhXK1fv36ixcvym/W23x/txPxdfHx8fLZlimmRx43IkpUtIrHXf3ee+8tXbp04sSJqamp+/btC2zneGTKPe9vZvw9KVTZ81rwdqRFRkYmJyfbbDa73S6zegD5Hxwc/MEPfpCenj5u3Dhaq6ioiHamx8yIZtLE3/7t37onQdO33nqr+wLCf/X19d1///2JiYnjx4/Pycl59dVX2fzPP/+c8jlnzpwJEyZQ6t/+9rc7Ojp85lmamYAXkKIj+cqVK8EnHQBNIwzhWKIDqaSkRDintMhMKEMlhGU+cb2D/L1GLFq0iG6whoeHL1++/Mwzz1A7pGSDdA390Y9+JJNWY2Njdnb2xy40sXfvXr/yuWTJkiNHjjgcjvPnz2/cuHHZsmXym/U239/tuHvhhRcqKirks61kO1LSZk9mYemuPnXqFIVcBw4c+Oyzz86ePfvAAw/IZ8avTJpyz/ubGX9PClX2vBa8HWlfffXVn/70pyeeeCI/P19mdX/zf+7cuRkzZtBmT5w48Ze//IUa3d/85jd33323x8yIZtIEhUqvv/668F+//vWvaY40wPrwww+pUa+rq6ODn2KXP/7xj9/97nfZf1FaDz/8MC1w9erVCxcuvPLKK3fddZd8nj1mJuAFAl4lHAMsNkGVvnLlytWrV2uXGQRYhmLOHUSXkkcffTTZhSaEuyI6IKhBSktLo7tS9uePf/zjKVOm0O3dI488QhcaYbHrX39OIE2CWqC4uDjRTOmSdPWcNWvWyMiIzLG4YMECatLYNE3k5eX53Kw31MhNnDhRfrM+k1O4HQHtt5kzZ9K1Qz7bStKVUh5gedzVFFE1NDRIFw5m53hkvj3vb2auKzspgtzzTqdz+/bt06dPt1qtFDewmTLn+549eyiOsVgsubm5vb29bH5HR8dtt91GM+m/WCQkPdlF2f78888nTJhAE5s2bdq/f78wf9++fTRHPv8eD9qHHnroySef9FhGb6u45+3QoUPuSVDpXn31VWnmqS3fuXOnxySoOFQobxlwT1TmInndy86Xv3j6u4r0uu2xWr0dBu7ojotCTCpLfHz8d77znaGhISXFkU+UDgDaIC1PO0q+4gjdt0yePNlnWj5z675D3BOSHsbuS/osPt1O/PCHP0xPT09ISPje97735ZdfsvnS806alpJmd+HChQcPHhQyTHH/1KlTlRyHYcqcARYdCoWFhXYXusN++umn2Xyq6W9/+9t0Pyr8SYudc6GJmpoaYb5oQoQOu+eee064uRdIl//Wt771i1/8QmZT110PxoUDnW4l6Qj2uVlvWltbCwoK5DfrMzmF2xFQE0WnonQjomwrSdfnRujPpKQkasUzMzN379597do14b887mo61elgoHOYriklJSXDw8PymQksk9fNuOf9zYzCkyLIPU/hAmXp9OnTn332WXl5OZspc74XFxcPDAxQ3p555hkhIqHj4fDhw9QA0PV9/fr1HvPp3uQMDg5u3bqVPeChCOPOO+985ZVXaLqlpYWmR0dH5fPv8fylPFBr57GM3lZxvy5RrubMmfP73/+e/uzs7KRpmiO9cNHx/9FHH3lM4p577lm1atXbb7/9l7/8xVs2riu4SMrsfG/b9HcV6XXbY7V626y7+fPn/+53v6MiU6NeVla2YcMG5cXxmGh1dTXtyT+5LF261K8Ay+d+kMmt+w7xlpZ0SZ/F37Vr1ze/+c2PP/6Yzq+1a9c+/vjjbL7H806UlpJmt729/dZbb6Vjlf0XnX21tbXSUpiGOQOsm2+++YMPPmDTdKsxa9YsNk01febMGWEx+lNY7L//+7/dFxNNuGMxO93S9ff3S//L/c/f/va3f//3f8+6SshcbqKiotg1mtBEdHS0/Ga9OX78+MyZM4WrtrfN+kxO4XYYOlVuueWWEydOSPMjyrbPdD3ydgfc3d1N1zjhVPe2qykVukycd7HZbKWlpfKZCSyTptzzfmVG+UkR5J6fPXu28PBAIHO+U2zEpv/85z+zR1Bk2rRpP/nJTz755BOZfEZ8Hd3Q0yWC/denn35Ke6aqqor+Ffqc+buTY2Ji3CMb6YMH6Sqi//3pT3963333XXe97PvZz34mXYClMjIy4jEDX3zxBbWI3/jGNywWC+3AiooKjw8SfF4kZXa+t7L7u4r0uu2xWr1t1hvaA2lpacqL4y3Rvr4+Nk0rylccBRk2lwD2gyi37jvEY1o+l/RY/IyMjJMnT7JpOrZnzJjBpj2ed6K0FDa7t99+O7sT/vDDDykDtDM9Zs8czBlg0SVDuKzQBP3JpqmmRV3IvS0mmhChQ3PHjh0LFy4UzRctP2/evKNHj0r/S3Qx9fcJlmh1hu5ip0+ffuzYMWFOYI8KlG+HoZv4e++997onWjzBcnf27FlhI952NSVKabFpirGSkpLkMxNAJk255/3NzHXFJ4W/O0d0tLuf2gKZ891jTt59993i4uLJkyfPmTNHeK/nbWGWn23btrl3L6O7c1pAeEcpk39vUlJSpE+whETHjRsnesNF5aIYzn0xWmDq1Km//OUv6V/hLZtoOzJPsAR0SaTI6cEHH5Q+fbyu4CKpcOe783cV6XVb9L/ym3VHN2ZUjxQus4NKiIP9LY778kJNeesKIhzDdAeyZs0a4YrkMy2Z3Hr7FYU0n+5L+iw+BY7u9xXCIefxvBOlpbDZbW1tnTt37rVr1x544AG6z/FYCtMwZ4Cl8M7A/eaMJqSLid5wu6PmROie4r5B0Z8iHjcVfB8samtTU1PfeecdJZuVSc6v7TBZWVlvv/22x1yJsq1KHyx3drud2g9hMY+7Oj8/n+IqNk03ZEKApVYfLFPu+QAywyg5KYLc8xQS+fUESyYndNFva2ujQIf9Ke3O4v7n5cuXhYcW7733Ht15v/baazfddJPwxM7fnUwBTVVVlWimkOitt976xz/+0f2/urq60tPTRYs999xzMTExwksWaYC1evXqH/3oR/I5YYaHh2+44QbpfJ8XSW87X+biGcATLCV/KnmCRTN//vOfX7p0iRp4+le6x/w9lvx6giXiMy2fuZWSP4x9bpBCn4GBAelmPZ53orQU7jo67+h+eMuWLXQ8C136zMqcARbdbgovgylgr66uZvOlJ8nSpUtZ9wKakL4C/5u/+Rv3VzDr1q2jP0dHRz/55JOysjIlfbCU/NeePXuC+RXhrl27pk+fLpzkPjfrbb6/27nu+on+HXfcobDIPoupZCM2m41OXTotqSKoijdv3iy/yr59++iWUXhFKPRY8nfneGTKPe9vZvw9KYLc888++2xBQcFHH33k3hdE+fnOJuhIoJaAjiIKsCiUZDNFJ7v7uhcvXty+fXtubu51V1czah7+4z/+g6Zff/312267jb3pk8m/x/P3zJkzlLTwK0Iqzm9+8xthyRdffJFSeeutt75w6ezszMzMfP7552U26D5fmPjwww8pgnzhhRdoz1y5cuXYsWPCrwjvuuuuV155he46qO4ozxs3brznnns8blP+Iult54v2pzuF9eVtB3r709tm3dHe+PWvf027gg4h2hXSPebvsUTLC32w7r77br8CLJ9p+cytlMxhrGSD9fX1lCXaAp0d//Vf//UP//APbL7H806UlvJqpVs4mtnU1KRkL4U1Exbpuuv5JDW97OcMNCE8t5SeJOwHMgkJCd///velP+KgxsZqtQp/Hjp0aP78+ePHj582bRpdj+gOwH1T8k+qZI4eiugpnLe6bN261eM4WDIPwKQPbxwOh8xmvc33dzvXXc+HWltbfWbJZzGVlIvNZFUQGxtLt0d0PnvsXyLaUdQkJCUlURVTKCB0cvd35/Cz5/3NjL8nRZB7nqKBp556Ki0tjSqU4gY2U/n5ziYOHjxId+oWi4XCo9/97ndspuhkd895YmLifffdd/r0aZpfUlLCOjwxlAcWtcufxR7Lcvbs2YceeojCrJiYmMmTJ3/nO9/5wx/+IOyNl19+OScn50YXmvj5z3/uc4MRnhpgagJpy5QrqqPbb79dGAfr3//932k+7UbaDzNnznzkkUfc6859m/IXSW87X7Q/3SmsL2/l9fant826ozsTqvpx48bRXcRPfvIT6R7z91iiBf7xH/+Rdg7ton/6p3+iLfvMv/L94DO3UtLD2K/if/XVVzQ/IyODrrEU4gsXGY/nnSgt5dVKB+GcOXOcTqeSvRTWTFgkAABQhSmbPY28//77FKrqnQu/Xbt2jUL8UKZ47733/vKXvwxlinrByQMAAJ4hwPKpvLx8cHDwzJkz3/zmNx977DG9s+O37u5u4deCWvvqq69++tOfzps3Txipwdxw8oCepC+kDHhBD4tM+suUhQLV4ajwqb6+Pi0tbcqUKQ8//HA4DjowadKkl156KTRp0eGUnp5OIV1oktMdTh4AAAAAlSHAAgAAAFAZAiwAAAAAlSHAAgAAAFAZAiwAAAAAlSHAAgAAAFAZLwGWxx+lAwAAQIjpHRGECDfl5KZGAQAADIuf5pibcnJTowAAAIbFT3PMTTm5qVEAAADD4qc5NnM5+XzpCwAAYFj8NMfclJObGgUAADAsfppjbsrJTY0CAAAYFj/NMTfl5KZGAQAADIuf5pibcnJTowAAEHqHDh167LHHBgYG9M6I0fHTHOtQTp+9zt94440777wzNjZ26tSpDz744Keffsrmj42NVVZWWq3WhISEqqoq+lNhQujkDgAA2vnFL34htDUFBQVNTU0Oh0PvTBkUP82xbuWU2cWLFi167bXXhoeHL1++/MwzzyxevJjNb2xszM7O/tiFJvbu3atKcuAR7f/Ozk6n06l3RgAADK2trS0uLo5FV+PGjWMTFovFZrPRf+EqKsJPc2zEAMsd3QTQgcumFyxYcOTIETZNE3l5eaonB4KbbrqJdtr3v/99vTMCAGBctbW1MTExdLUsKipijwaam5sLCwuFB1pJSUnl5eXd3d3XXS2a3vnVHz/NsaEDrC+//PK5555btmwZ+zM+Pn5oaIhNX7hwwWq1qpscCAYGBqKiotilQdjnAAAgcDqdpaWlLIrauXOn6H/tdjvFXpmZmUKklZCQQNfVyspKXXJrHPw0x8YNsNgROWXKlP7+fjaHDs3R0VE2TRPR0dEeV+H865LB6+vrS0lJoT3GYqyMjIzBwUG9MwUAYCB0VczPz6cr5KRJk1pbW2WW7OnpKS8vZxdVEhsby3lHeH6aY+MGWOSLL77YsWPHwoUL2Z94ghUCR48epesF66dJoS27/aJLA0VdemcNAMAQent709PT6dqYlpZG8ZOSVZxO5xNPPDFhwgR2Re3s7NQ4j8bFT3Ns6ADruivGmjhxIptGHyytHT58mEVXK1asYB0zHQ4Hu0tLSkqi2EvvDAIA6KytrY1dJ3Nzc/19uk9X1KKiIlo3JiamqalJoxwaHD/NsYECLGHOunXrTpw4MTo6+sknn5SVlQl9sPbs2YNfEWqHznbWVbO8vNz9Zy8jIyMUb7En4XRl0TGHAAD6Erq0r127lq6NAWyBrq5VVVXsdeGmTZs4/I0hP82xnuNgibpGCdOHDh2aP3/++PHjp02btnHjxkuXLrH5Y2NjW7Zssbps3brV5zhYokRVLIL50FXDW1fN664rAl0I2F3XgQMHQp89AAB9yXdp9xddSC0WC+uMwdsPifhpjs1cTnRyV6i8vJwFT42NjTKLVVdXsz1ZX18fsrwBAOju1KlTc+bMUdKlXbnu7m7W8z09Pb23t1eVbYYFfppjbsrJTY36he7J2Os/upc6fPiwz+UptBJeI4YgewAAuqPrJIuEIiMjf//736u45cHBwdzcXHXjNuPjpznmppzc1KhyDoeDjYZH57byDuwUhwldEDjsPQAAvCkrK2MP7ydOnKj6SKEjIyPCm8eampqenh7TD4vDT3PMTTm5qVEl6AResmRJYmIi+8Gwv0+nOzs72Y9o0tPTm5ubNcokAIDuDhw4wHpQ7NixQ7sXeXV1dezGlaVl7hiLn+bYzOVEHyxvGhoa2D5JTU0VxnH1S3d3NxvQJTIy0m63q55DAADd9fT0sJvJEAyp0N7ezrq9E4Vja4UpfppjbsoZJjV67ty5xx577O2339Y0leeee452SHR09PHjxwPeyBNPPMGuBd/97nfxrhAATGZ4eHj27Nl0iSstLQ1Niu+++y6l9bOf/Sw0yeklXJrj4HFTznCo0Y6OjhtuuIFFLdp9S8Fut1utVkrilVdeCXJTr776Kru9Q593ADAZNiJoTk5OYONdgTdh0RyrgptyhqRGd+3atXLlynPnzvm7ovvQc8zJkye1yCFZvnx5hGusdlW2Jnxap7q6WpUNAgDorqamJsL1BQvOvxuoBQRYZhOCGm1vb2exUVxcXF1dnfKbHjqB6SaJ9W3cuXPn3LlztRtrqrm5mV01VBzaTvhdIcbHAgATYBdzuqx1dHTonRcTQoBlBiHu5N7Z2emenMJf2LW0tAi/yOvq6qI5ra2t7E/VOzYJLweVDHnlF/ZDG0LFUXfLAACh1N/fz66TwQ/XDh4hwDKbENQoGw/9vvvuo7ufrKwsFnDQhLd7IIfDIQx/YrPZhoeHhf/KyMigmap/lEbdl4Mi9fX17J6Pn+HyAMBk6LLMrt7FxcV658W0EGCZjdY1SuERexDFfl7rdDqbm5vT0tJY/FRYWCj62S39yX6fQmtJfwDMXuTRea5iDrV4OSjCupH5NWwpAIBxrF27li5idIur+oCiIECAZTZa1+jOnTspiaKiIveZIyMjtbW17Gkz+60v6y8pfHCGQqi+vj7p1mhF9mWG9vZ2VbKn3ctBETbkMcVYXH1aCwBMgA0QiMuX1hBgmY2mNSrEQ52dndL/HR4eLi8vZyPIjR8/PiEhgcVbNFOmI3xdXV2E60PrquRQ05eD7oSPG9IO8Rg7AgAY0G9/+1t236v1XSggwNIySV+9zt98883FixdTRDJ16tT169dfvHhRtKLCTush6+Te2Njo841ef38/e/jMOiq1tbXJb5PCMvbMKfghfUPwctAdxVjsE4ezZ8829wcfAMAc7rzzzsjISLpqVVRU6J0X80OApX3C3nfxkiVLjhw54nA4zp8/v3HjxmXLlvlcJZjkgkTxBOtNpeS+h0UeGzZsULJlOtWDf+wUspeD7qju8vPzKdG5c+eePn06ZOkCAAQgKiqKrleTJ0/GRylCAAGW9gkr28WXL1+eOHGiX6sEk1wA2KgKFGMpPDOVf7lvcHDQYrHExMQE9rlAJmQvB0WGhoZY3ElXLgqXQ5w6AIBCdE2my1RkZOSrr76qd164gABL+4SV7WIKX4R+SOw9V1xcXGZm5u7du69du6Z6cgFgY4Q2NDRosXE2jkNZWVlgq4f45aDIwYMH2SvR/Pz80KcOAKAEG2HHZrPpnRFeIMDSPmEFu/j48eMzZ848deqU+8wrV650d3fn5eVJv38XIUvN3P8/NrhoSkqKRh+r6uvro+1bLJYAOjPp8nLQndPpLCkpoVvDmJgYqjJd8gAAIEPF3q6gEAIs7RP2tYspdpk+ffqxY8c8/u/Zs2fprFAxucCwF3A1NTVabJwpLi4OLAm9Xg6KsJ5kubm5+mYDAECqtrY2wjVUod4Z4QgCLO0Tlt3FLS0tqamp77zzjrcF7HZ7cnKyWskFhu542OMl90HYVXf06FFKhaJJvx6S6fty0J3D4WADrjY2NuqbEwAAd6qPOAhKIMDSPmHJLhbm7Nq1a/r06dJRlGw2W29v79WrV0+cOEE3HJs3bw4mueCxDlLSN5WqY7/IU/4p5ePHj0+YMEHHl4MilA0WI+oe7QEACLT4Zgb4hABLyyS9dI0SpqXdp9hXCw4dOjR//vzY2NhZs2Zt27bNryc6qteo3W6PcWGDs2vKr88/U34mTpxIy1OMZZyfHBcVFUW4xrLXOyMAAH+l0VdfQR4CLDPQtJM7++HJ2rVr1d2sNwovBH19feyJN5kzZ05o8qZEf38/G8senykEACPw68YVVIQAy2zUrVHRp51DQMmjbIpdWK4WLlxIoZjRRlFnn2vMzMzE5QwAdFdQUOBX1wtQCwIss1G3Rj1+2llTPjtjHj58mEVXK1asMGYEQ0VgQ4/W1tbqnRcA4FpXVxfrGMr6n0AoIcAyGxVrVP7TztqR+fxzU1MT+0xpeXm5MaMrpqOjI8L1sXrlw9kDAKiODX9TXV2td0Z4hADLDDTqg6Xk085a8DYgHhvHhezcuTPEWQqAzWajrNLVTe+MAACn+vv76Y40sAGcIXgIsMxGrRr169POqpN+/pn1taeLRbiMMiWML4+BZwBAF5s2baJL0IYNG/TOCKcQYJmNWjXq76ed1eX++WfKAEVaEa6RTg0y3pVC9fX17Mc7Gn1fCADAG3YVpUsQXUX1zgunEGCZjVo1qumnnZVgo5vSv4WFhaw/U9gNfEChYVZWFjpAAEDo1dTUoJeCvhBgmY0qNar1p52VYJ9/Zignvb29euUkGOwnPHQfKR2vHwBAI3TpZl0Uwu6+1EwQYJmB6p3cFy1aFKHxp5196u/vZ8VJTEwM60fcGzZsiMA3VgEghFj/hPz8fL0zwjUEWGYTfI0+/vjjtJHIyEh9P6g3PDx84403Uk6ef/55HbMRPCpIUlISFaSlpUXvvACA+Qk/UWptbdU7L1xDgGU2wdfozJkzaSNRUVG6f7GYQpOQjSCvqaamJrZLf/jDH+qdFwAwObqXYz9R0jsjvEOAZTZB1ijFNLGxsbSRH//4x2plCci4cePYeMp6ZwQATI79tobu6/TOCO8QYJlNkDXa0NAQ4m/jcKKqqop2bFxcHIWweucFAEzLCD9RAgYBlpZJ+up1/uabby5evNhisUydOnX9+vUXL15k88fGxiorK61Wa0JCAjXM9KfChILv5J6RkaHX4KKmx75Zoe9PBwDA3Oj2OFw+d2F6CLC0T9j7Ll6yZMmRI0ccDsf58+c3bty4bNkyNr+xsTE7O/tjF5rYu3evKsn5JNz6GPkzf+Grp6eHvSXEQywAUN3Q0BA1ImzUQFxkjAABlvYJK9vFly9fnjhxIptesGABBV5smiby8vJUT84j9vk8PGLRDh5iAYBG2NAM5Fvf+pbeeYH/gwBL+4SV7eLW1taCggI2HR8fL/yC78KFC371jA64RoWv09jt9sC2AD7hIRYAaIT9eDAyMvL48eN65wX+DwIs7RNWsIvpfJg5c+apU6fYn1FRUaOjo2yaJqKjo6XblBFYPmtra2nd5cuXB7Y6KISHWACgBXZtKSsr0zsj8FcIsLRP2Ncu7uzsnD59+rFjx4Q5ujzBSk9Pp3Xb29sDWx0UwkMsAFDd0aNH2YVlcHBQ77zAXyHA0j5h2V3c0tKSmpr6zjvvuM8MfR8siqtoRYqxAlgX/IWHWACgroKCAlxVjAYBlvYJS3axMGfXrl3Tp0+XfgZ4z549If4V4fLly2nF2traANYFf+EhFgCoiP0AHJcUo0GApWWSXrpGCdPS7lMOh+O6axysLVu2WF22bt3qcxwsUaL+5tNut8fExFgsFjxbDhk8xAIAteTk5OAO2YAQYJlBkJ3cqZmntWw2mxZ5A4/wEAsAVNHa2hqBodsNCQGW2fhbo06nk85MWquzs1ObHIFnWjzEotqkemTPQQGAB+zLg/X19XpnBMQQYJmNvzV6+PBhWiUjI0Oj/IA3WjzEKikpoW3OnTtXrQ0CgJE1NzfTKT979mw8vjIgBFhm42+Nsg9XNTQ0aJQfkKHuQyyHw3HjjTfSBi0WC662AKbndDoptKJTnsIsvfMCHiDAMoOA+2D19/ez9hg9gXSh7kMs9qUjBi98AUyvqamJPb7C12ONCQGW2fhVoxUVFbR8aWmpdvkBeWo9xKquro5wfeS1rKyMDWmGnlgAJjYyMsK6zx4+fFjvvIBnCLDMRnmN0vmZlJREy3d3d2uaJZChykOsAwcO0EZiYmLa29vpXjY3NxdfzAAwN/Zp56ysLL0zAl4hwDIb5TXKvgyak5OjaX7ApyAfYh09epRCK9pCY2Mjm9PX12exWPCiEMCs6H6MPb5qa2vTOy/gFQIss1Feo+w5h9Aqg16CeYjV39/PrrOi51V1dXV4UQhgVmzwwoKCAr0zAnIQYJlBAJ3ce3t7WaOOBtgI2EOsp556yq+1qO4yMjJoxaKiIlEvV7woBDAruhOjSzceURsfAiyzUVijrCs0Wl+DYA+xIiMjlT9zohCqsLCQ1srMzPS4Cl4UAphSVVUVndd0+uudEfABAZbZKKlRao/ZDVBvb28IsgRKsPFsyF133aUkJNq0aRP7PsbAwIC3ZfCiEMBkBgcH2Y0T3ZXpnRfwAQGW2bAG9Ve/+tXQ0JC3ZRobG2mx3NzcUGYM5P3nf/4nRUtRUVEszMrMzGxoaPAWGLEfENF1tqurS2abeFEIYDLl5eV0RhcXF+udEfANAZbZuHfGogZ7+fLlFRUVLS0tvb29rJvO8PDwLbfcQv9LM/XOLIjR7WlNTQ3rty6MayV60NjW1sZ+NqikBvGiEMA0+vv76XSm0x8vH8ICAiwtk1TQ69zjMv52WhctP2vWrNtvv53aZtF8OjOzsrJYczthwgR8TcWwKBQ+fPhwQUGBUHc0TXNoPl1YWc0qH9YBLwoBzGHlypURGBo6fCDA0j5hZRGSv6so2RTd7rS2tlJLXFxcLHTxYfB157BA4VRZWZkQK1NwHB0dTRNr165VvhG8KAQwgQ0bNkS4fgpDF3a98wKKIMDSPmH9AiwRh8PR1dW1efPm++67T6ZnNBgNVVxDQ4MQIicnJ/v79BEvCgHCXXx8PJ3CsbGxemcElEKApX3CAQVYSUlJcXFxmZmZu3fvvnbtmrrJQZjKz89PTExsbW0NYF28KAQIX3SLxaKrl19+We+8gFL8NMfhFGAxV65c6e7uzsvLKy8vly4vQ518g7ngRSFAmOrr62P9BPBd5/DCT3McfgEWc/bsWavVqm5ywCfhReG//uu/6p0XAFBEuDVC3/aww09zHK4Blt1uT05OVjc54FZFRQUdIdHR0e+//77eeQEA33bu3EnnbFpaWgDfKgV98dMcGyjA8jnHZrP19vZevXr1xIkThYWFmzdvDiY5AMFLL73E3iOvXLlS77wAgA89PT1s0Dv8PCUc8dMc6zkOlqhrlGhausyhQ4fmz58fGxs7a9asbdu2+fWTMX5qFAJAN8GLFy+mg+Tmm2/WOy8AIIeu/JmZmeg3Gb74aY7NXE50cgflnE5nWloa7okBDI690M/IyMCg0GGKn+aYm3JyU6MQsOrqavSZBTAyuv+JcZH/3igYGT/NMTfl5KZGIWD9/f0Rrg8dYkwsAAOiEzM9PT3Cny9igQHx0xwHXs6RkRG64581a5bFYqF/n3766StXrqiYM3XxU6MQjPz8fDpUmpub9c4IAIixr+JkZWU5nU698wKB46c5DrycmzdvXrx4cW9vL0Va9O+iRYseffRRFXMWPPTBAn9RaEWHCoVZemcEAL6mra0twvXh0b6+Pr3zAkHhpzkOvJzJycl2u13409+BqUKMnxqFYDgcDjY2ND4cC2AcQ0NDKSkpdGLW1dXpnRcIFj/NMQIsgK8pLS2lo6W6ulrvjADAX61YsYLOyoKCAr0zAirgpzkO6hVhYWHhBx98MDIyQv/StNFeEbrjp0YhSEePHmUjRKOfB4ARNDU1sV+fDAwM6J0XUAE/zXFQndy3bdt28803WywW+nf79u3o5A7mMHv2bDpg2tvb9c4IANeolZk7d25kZCR+emIm/DTHZi4nOrlDYNhnzmw2m94ZAeBaT08Pu3rPmDFD77yAavhpjrkpJzc1CsGz2+0xMTEWiwXfkQXQUXt7O126x40bd/ToUb3zAqrhpzkOvJy9vb15eXkTJkwIi6dERs4bGFBRUREdMw0NDXpnBIBTIyMj7GV9fX293nkBNfHTHAdeztzc3GeeeebPf/6zirnRDj81CqpoaWmhYyYnJ0fvjABwir2pz8zMxM9NTIaf5jjwclosli+//FLFrGiKnxoFVdDds9VqpcOmt7dX77wAcGdgYICaGDoB8XLQfPhpjgMv54wZMwL70ayS94kelxkbG6usrKRmLyEhoaqqiv5UmJDBX1+CMZWVldFhU1FRoXdGALhTXFxMZ9/atWv1zgioj5/mOPByvvTSS3QODA4OBpiwgl0sWqaxsTE7O/tjF5rYu3evuskBuOvu7qbDJikpCW8oAEKJ9W2ne+mA2xcwMn6aY//KGeGLX5vyd5kFCxYcOXKETdNEXl6euskBiGRmZtKR09raqndGAHiBvu2mx09zrFs5Awiw4uPjh4aG2PSFCxfo/kbd5ABE6urq6MgpLi7WOyMAvEDfdtPjpzkOvJyRkZFBJex/gBUVFTU6OsqmaSI6Olq6vCpP1wAYCuhjXPCqAiAE0LedB/w0x4GX86abbvqf//mfwBPGEywIB6yzbV1dnd4ZATA/9G3nAT/NceDlfOGFF+6///4zZ874/DWf54TRBwvCQWtrK3thoXdGAEwOfds5wU9zHHg5Ve/k7nPOnj178CtCCDGn05mSkkLHT3d3t955ATAt9G3nBz/NsQ7l9BaTiaaly4yNjW3ZssXqsnXrVr+enPFTo6C6iooKOn42bdqkd0YATAt92/nBT3Ns5nKikzuoore3l725oJtsvfMCYELo284VfppjbsrJTY2CFnJycugQamlp0TsjACaEvu1c4ac55qac3NQoaKGxsZEOoaKiIr0zAmA26NvOG36aY27KyU2NghaGh4djYmLoKDp48KDeeQEwD/Rt5xA/zbGZy4k+WKCiyMhIOopSU1P1zgiAeaBvO4f4aY65KSc3NQoaufvuu+koGjdu3MDAgN55ATCDt956Kzo6Gn3becNPc8xNObmpUdDOunXr0BUXQBWDg4OJiYns9QIGmeMKP80xN+XkpkZBO8KPyXt6evTOC0AYo+gqIyODTqXIyMhp06ZhABSu8NMcc1NObmoUNFVVVUXHUkFBgd4ZAQhXQnRF/546dQq9r3jDT3Ns5nKikzuobnh42Gq10uHU1tamd14Awo97dIVxGfjET3PMTTm5qVHQWn19PX73BOZ2/PjxlStXbt++vbOzs6enR60fdiC6gus8NcfclJObGgWtUVzFRu5pamrSOy8AKqNwymazsUFJRKxWa3p6ekFBQXFx8bp167Kzs2+77bYPPvhA4ZYRXQHDT3PMTTm5qVEIgZaWFjqiUlJS0DkXTKOtrY2CJxZLRUVF0b+xsbF33nlnZmZmWlqaNN5iYmJiNm3a1N/fL79xRFcg4Kc55qac3NQohEZubi4dVDU1NXpnBCAodJPQ3NxMUZTwmKqiosJut7e2tooioaGhIQqkOjs7Dx8+vGvXrkmTJo0bN06ItIqLi70NZ4XoCtzx0xzrUE6fvc7HxsYqKyvpPE9ISKiqqqI/RSsq7LSOTu6gHWpm6KCiNgYNBoQjp9M5PDxcW1ubkpLCrpBpaWn19fU0U/kWKDijkGvTpk1s+BJCNx4Umbl3T0R0BSL8NMe6lVNmFzc2NmZnZ3/sQhN79+71uUowyQEEhm7Z6bii1kXvjAD4Z9GiRePGjROioqysrAMHDgTzow2KnGpqapKSktgGZ8+e3dDQ4HA42tvbEV2BCD/NsREDrAULFhw5coRN00ReXp7PVYJJDiAwdO8e49LX16d3XgB86+npqa6unjlzpvBcv6ioqKOjQ63tj4yMUFzFfgIS4fquFJtAdAXu+GmOjRhgxcfHDw0NsekLFy5YrVZhFbpDiouLy8zM3L1797Vr11RJDiBgmzZtYr1P9M4IgFcsrhLiHjJhwgS6lu7fv1+L5JxOZ2trK+ukyNJCdAXu+GmOjRhgRUVFjY6OsmmaiI6Odv/fK1eudHd35+XllZeXS7cpQ/UiAFDLwcYd7ezs1DsvAF8jjasoqNqwYUNHR0dohnCrr68vKCj4t3/7txCkBWGEn+bYiAGWtydY7s6ePetxfgDJAQSjpqaGjq6cnBy9MwI6e+SRR+Li4ujGT7h86eLMmTOFhYVTpkzRK64CkMdPc2zEAMtbHyx3drs9OTlZleQAgjEyMsJ+h9XS0qJ3XkA3FL64D85Jh8Ty5csrKiroqOjt7Q1NZDM8PFxdXS30fLrxxhsRV4EB8dMcGyjAEubs2bPH468IbTYbXaquXr164sQJukXbvHlzMMkBqKW5uZn9cgrjjnKIwhf2CXBisVjoMJg0aZKofwLNz8rKKikpWbVq1Q9+8IMa7+6///6ioiLlw6MLeaivrxd+xMe89957GhUZIBj8NMd6joMl6holTI+NjW3ZssXqsnXrVmEcrEOHDs2fPz82NnbWrFnbtm3zqzHjp0Yh9Kh5Y+M0/vM//7PeeYGQGhgYyMnJiXANaF5bWys8K+rv729tbaWAqbi42L0XlHIFBQVNTU0Oh8NnHlpaWoQkaK2urq7u7m78shUMi5/m2Mzl9BbJAaiuvb2djrHIyEhqbvFGhhMU2bCHVenp6RTWyCxJcRItsHTp0gjXV2gef/xxj4+vKioqKFCLcBvgwGKx2Gy2trY2jwdVZ2cnC+8iXEMhUEinWVkBVMNPc8xNObmpUdBLcnIya+pOnz6td15AWxQwlZaWsuqmAEjh6OcjIyONjY3evifDDA4Odnd30/abm5sLCwuF+8OkpKTy8nL6L7ZYb2/v8uXL2X+lpKQ0NTUhrIdwwU9zzE05ualR0Mvrr78+fvx4OtJWrFiB1s7Eenp62Cu5SZMmUWSjaVp2u722tlb4UCBJTU2Nj49nH2O2Wq01NTXo+QfhhZ/mmJtyclOjoCNqetk7I+kgbRDuRlzq6+vZW7ysrKxQ9nOiQ4sOKuG7gaSsrAwDeEI44qc5NnM50QcLQu/o0aMsxqqurtY7L6CagYGBxMREoWsUxTq6PDdyOp0PPfTQ+PHjS0tLQ586gCr4aY65KSc3NQq6O3z4MHvIUV9fr3deQB0HDhxgoRVFz21tbfpmBi+gIazx0xxzU05uahSMQGiPMfqoORw8eJBqc/z48e+//77eeQEIb/w0x9yUk5saBYOor6+PcA2PhB/Ph7vh4WHW+UnrLu0APOCnOeamnNzUKBgHG+B70qRJ8r/MB4PbtGkT1WN+fr7eGQEwA36aYzOXE53cQXdlZWUsxurt7dU7LxAICo7ZgJ8YGx1AFfw0x9yUk5saBUNxOp0rVqxgo0GihQ47VH0ZGRlUfTU1NXrnBcAk+GmOuSknNzUKRkONNBuSe/bs2Ri4KLxQXMW+QoPBPAHUwk9zzE05ualRMCCHw5Gfn8+aaoWfVQHd9fX1WSwWqjV0oQNQET/NMTfl5KZGwZiGhobmzp1Lx2F8fDx+6h8WCgoKqL42bNigd0YATIWf5liHcvrsdT42NlZZWWm1WhMSEqqqquhP+fk+E0IndzACNpYSmTdvnt55AR+amppYzzk8cQRQFz/NsW7llNnFjY2N2dnZH7vQxN69e+XnB5kcQGg4HI6/+7u/i4yMpKPxwIEDemcHvBoaGqIbOYwTC6AFfppjIwZYCxYsOHLkCJumiby8PPn5QSYHEErNzc1s4Ib+/n698wKe2Ww2qqPly5frnREAE+KnOTZigBUfH093kGz6woULdCspPz/I5ABCjLXfWVlZpv+onMPh0DsLfmtvb2cR8MDAgN55ATAhfppjIwZYUVFRo6OjbJomoqOj5ee7b1OGBoUACASFHbNnz6Zjsry8XO+8aOhXv/rV+PHj582bF0ZxJFVNeno6VU1dXZ3eeQEwJ36aYyMGWHiCBabX3d0dExNDh2VbW5veedEKi1TY4BQ7d+4Mi1eiFRUVlOGcnJwwCgoBwgs/zbERAyz0wQIesK9BJyUl2e12vfOivq6uLipdVFTU+PHjhafIWVlZRo60enp6Ylwo/NU7LwCmxU9zbKAAS5izZ88ej78W9DY/sOQAdFdUVERHZkFBgfmel7CBVWtqakZGRlpbW9euXTtp0iSPkZZByk7ZyMnJobxVVFTonRcAM+OnOdZzHCxR1yhhemxsbMuWLVaXrVu3uo+D5XG+wkRVLAKAKoaGhtLS0iJM96k7iqikg0h5jLQmTJhwww03vPXWWzrmlmEPFNPT08OxYz5AGOGnOTZzOdHJHYyvo6ODvZYyzfdYnE4n68Lf2NjocQEh0qLoip2bt99+e4gzKXLw4MHo6Ghzd4kDMAh+mmNuyslNjULYqa6upuMzLS1N+A1HWGtoaIhwfdna57s/h8OxcOHCyMhICm707fY0ZcoUyjPlBOO2A2iNn+aYm3JyU6MQdigQYT2WiouL9c5LsChASUlJobK0trYqXIX9cC83N1fTjMno6elhD9KWLFmiVx4A+MFPc8xNObmpUQhHdrudfZulvr5e77wEhT2NKygoUL6Kw+FgHdG8vVLUGsW1lHpZWZkuqQPwhp/m2MzlRB8sCCOsY7jFYunp6dE7LwEaHByk/FMpurq6/Frx8OHDtBaFmKF/SdrZ2alX0gB84qc55qac3NQohK+ysjI2MtbJkyf1zksgSktLKf82my2AddmIFbQF1XMlr6CgwHy/4gQwMn6aY27KyU2NQvgaGRmJi4ujYzU2NjbsnmMJo3QGNo4orcWefoXy15QdHR3s8RX6tgOEDD/NMTfl5KZGIazNmzePvdGmSCW8+mOxR1DBfF1x586dtIXMzMyQDT2alZVlgn5vAOGFn+aYm3JyU6MQ1gYHB/fu3fvwww+zMIuilrDoG6TKo6CRkRE2gFZtba2KefNGGA2V0g1BcgDA8NMcm7mc6OQO4autrS0pKYlFABS+6J0dH9ijoOADIxaoTZo0SevvMzqdzoyMDB1/ugjALX6aY27KyU2NgmlQkFFYWMhuD6qqqgzyzT6p5uZm9pEZVR4F2Wy2EAwJxvKsZDRUAFAXP80xN+XkpkbBTKj5r62tjYmJoQM4JydnYGBA7xyJUVDFRrGikEWVDQpDgrW3t6uyQSnhYz5q5RkAlOOnOeamnNzUKJhPV1dXeno6e3fW0tLS2dnZ19end6b+iuI/ylhWVpaK2xS+u6xR7yi2fcozHl8BhB4/zTE35eSmRsGUhoeH2bszQWCjIahraGiIPW2imE/FzVLcwzp1VVdXq7hZhoI2fz/mAwAq4qc5DnU5x8bGKisr6aKckJBQVVVFf0qXobakpKQkMTExKSlpx44dwnx/O62jkzuYTFNTU2xsLDueKfjQ/QFMeXk5+6mj6lvu6upi49qr/qyOPXLLyclRd7MAoBA/zXGoy9nY2Jidnf2xC03s3btXukxpaSndrH/qsmrVqv3797P5wdQKPzUK5vbuu++y/kMsSgjlsJwiDQ0NkZGR0dHRvb29Wmx/w4YNVMbCwkIVt0k3b1o8cgMA5fhpjkNdzgULFhw5coRN00ReXp50mcmTJ58/f55NU4yVn5/PphFgATAtLS2sazlZu3at1oMaSHV0dFB0RaknJydrlAQFQ2ygin/5l39Ra5s1NTURfn6LGgDUxU9zHOpyxsfHCwMnXrhwge4mpctQgEX/xaYp0hKWiXB9pi0uLi4zM3P37t3Xrl1Tni4/NQqcGBkZqa6uZp+XmTRp0s6dO0MzYKbT6ayqqhLevD/66KPapdXU1MRSuf/++4Pf2uDgIO2oCP+/RQ0AKuKnOQ51OaOiokZHR9k0TURHR0uXWbdu3Zo1a867rF69OiYmxv1/r1y50t3dnZeXJ/0oR4QsjUoEoKOBgYEVK1awI3z27Nlad9ym5HJyciJcX/Kpra0NwUepWQRJ/wa/KdZjTOsRtgBAHj/NsRGfYF26dIniqoSEhOTk5GeffTYlJUW6zNmzZz2u6w0/NQoc6ujoyMzMZGFWYWFhX1+fFl8vbmlpYU+A0tPTQ/YQ6MCBA2wYsLq6umC2Q6Ehi9XC7ivaACbDT3NsxD5Y7l588UUKtqTz7Xa7X50/+KlR4JPT6WxoaGA9uCMjIykoaWpqUmvjDoejtLSUBXA2m02L6E0G+2gglSiYnuklJSW0ESqFevkCgEDw0xyHupx79uzx9itCYaevWbOG4ie6iB88eHDatGnCawi6svf29l69evXEiRN0m75582bl6fJTo8CzoaEhOn1YJHTDDTeo8rSGNsJ+tzhp0iQVgza/VFdXR7g+yxhYd/477riDVo+OjjbC4GEAnOOnOdZhHKwtW7ZYXbZu3eo+Dpaw0/ft25eamhoXF7dkyZLjx48LCxw6dGj+/PmxsbGzZs3atm2bX116+alRgE2bNsXHx7OnPvX19YFthGK1wcFBWp29ocvKytJx+Hin08k+y5ibm+vv6F/sA9Jk5syZGmUPAJTjpzk2cznRyR24RbcfrE93hGsgUKHjo0I9PT10J8MGYiC0qdD8RFEGFYF9L4jCR+VrtbW1sX5jEydOpGntsgcACvHTHHNTTm5qFEBAIQUbSiolJaWjo0P5WrfddhsLrSg6MU5c0t3dzTqqK/xIs/Cd7LVr1+oeIAIAw09zzE05ualRAHd2u529XCNVVVUy79eGhobq6urYUyL2evEb3/jG6dOnQ5lbnyi0YqM2yHcvo2IKvfJ37twZsuwBgE/8NMfclJObGgUQoWhDeJaTk5MzMDAgWqC7u5vCEfZwiI3CQJGWv28VQ4Z9Qocy6S2Hg4OD+fn57PEbvugMYDT8NMdmLif6YAEIurq62NMpCjtaWlqGh4dHRkaam5vZwKHM8uXLjfNC0BuKF1mei4qKpA/kent7WTHT0tIw5BWAAfHTHHNTTm5qFMAbCqpsNhuLpSIjI8ePH8+mk5KSKioqpE+2DMtut6ekpFDOq6ur3ecLXdpzc3MHBwf1yh4AyOCnOeamnNzUKIC8pqam6OhoFlplZ2c3NzeHYwfwjo4O9tJTeOSGLu0AYYGf5pibcnJTowA+vfzyy7NmzaqsrNQ7I0Gpq6tjbzxff/31lStXoks7QFjgpznmppzc1CgAP4QPXZO4uDh0aQcwPn6aYzOXE53cAczN4XBMnTqVneDu390CAMPipznmppzc1CgAVz744IOioqLnn39e74wAgCL8NMfclJObGgUAADAsfppjbsrJTY0CAAAYFj/NsZnLiT5YAAAAhsJPcxzqco6NjVVWVlqt1oSEhKqqKvpTuszw8HBJSUliYmJSUtKOHTv8WtcbfmoUAADAsPhpjkNdzsbGxuzs7I9daMLjD39KS0ttNtunLqtWrdq/f7/ydb3hp0YBAAAMi5/mONTlXLBgwZEjR9g0TeTl5UmXmTx58vnz59k0xVj5+fnK1/WGnxoFAAAwLH6a41CXMz4+fmhoiE1fuHDBarVKl6EAi/6LTVOkJSyjZF1v+KlRAAAAw+KnOQ51OaOiokZHR9k0TURHR0uXWbdu3Zo1a867rF69OiYmRuG6EQAAAGBsmoUYxmLEJ1iXLl2iuCohISE5OfnZZ59NSUlRvq5eQnPEhOy4NFNxkArPqYQsIaSCVEyTED8BkNaM2AfL3YsvvkjBVmDrhpLJjnszFQep8JxKyBJCKkjFNAkhwFJLqPfjnj17vP0SUKjUNWvW2O324eHhgwcPTps27eTJkz7X1Z3JjnszFQep8JxKyBJCKkjFNAkhwFKLDuNgbdmyxeqydetW97GshErdt29fampqXFzckiVLjh8/rmRd3ZnsuDdTcZAKz6mELCGkglRMkxACLLVgP6oDR6RhoWqMCfViWKgaw0LVhBfUljpw3BsWqsaYUC+GhaoxLFRNeEFtqQPHvWGhaowJ9WJYqBrDQtWEF9SWOnDcGxaqxphQL4aFqjEsVE14QW2pA8e9YaFqjAn1YlioGsNC1YQX1BYAAACAyhBgAQAAAKgMARYAAACAyhBgAQAAAKgMARYAAACAyhBgAQAAAKgMARYAAACAyhBgeRbx/0Tz33vvvaVLl06cODE1NXXfvn3SFcfGxiorK61Wa0JCQlVVlfBFam/zwV8eqybi6+Lj46Uromo05bFePvroo+XLl7MPtNME/SldEfWiNY9VMzw8XFJSkpiYmJSUtGPHDo8romo09eabby5evNhisUydOnX9+vUXL15k85XsXlRNWECAJUd0STp16tS0adMOHDjw2WefnT179oEHHpCu0tjYmJ2d/bELTezdu1d+PgRGZsC9F154oaKiQjofVRMConpZsGDBtm3bhl2efPJJ+lO6CuolNERVU1paarPZPnVZtWrV/v37paugajS1ZMmSI0eOOByO8+fPb9y4cdmyZWy+kt2LqgkLCLDkiC5JFFE1NDTIL0lNCJ0zbJom8vLy5OdDYLwFWFevXp05c+a5c+ekS6JqQkBUL3FxcZcvX2bTX3zxBf0pXRL1Ehqiqpk8eTK162yaYqz8/HzpkqiakKHTZOLEiWxaZveiasILAiw5oktScnLy9u3bp06dmpiYWFJSQjfl0iXj4+OHhobY9IULF6xWq/x8CIy3AIvu2L73ve95XBJVEwKielmxYsXTTz/9+eef08lSXV1Nf0qXRL2EhjTAor3KpinSct+9qJrQa21tLSgoYNMyuxdVE14QYMkRXZKio6PXrl173sVms5WWlkpXiYqKGh0dZdM0QavIz4fAeAywvvrqq1tuueXEiRMeV0HVhICoXs6dOzdjxgzWAYgm/vSnP0lXQb2Ehqhq1q1bt2bNGnY1W716dUxMjHQVVE1oHD9+fObMmadOnWJ/Ktm9qJqwgABLjuiSRDcH7vd8SUlJ0lVwYxEaHgOslpaWe++919sqqJoQENVLYWHhk08+KfTBoj+lq6BeQkNUNZcuXaK4KiEhITk5+dlnn01JSZGugqoJgc7OzunTpx87dkyYo2T3omrCAgIsOaJLUn5+vnuvBY8BFl6Nh4bHACsrK+vtt9/2tgqqJgRE9TJhwgRvfbAEqJfQkPldyIsvvkjBlnQ+qkZrdE+Ympr6zjvvuM9UsntRNWEBAZYc0SVp3759wkN1m83m3tdHWHLPnj0ef8ThbT4ERtpavPHGG3fccYfMkqiaEJD+irC6upo9wXrqqac8dtdFvYSGqGroUma326leDh48OG3atJMnT0qXRNVoateuXdOnT+/r6xPNl9m9qJrwggDLM9G4SsL8p59+OikpKSEhYd26dR47uY+NjW3ZsoUN/LN161b34Uk8zgd/eaua/Pz81tZWj8uzCVSNpjzWy4cfflhUVHSjyz333HP69Gn35dkE6kVrHquGbhdTU1Pj4uKWLFly/Phx0fJsAlWjqQgJh8NxXXb3omrCCwIsAAAAAJUhwAIAAABQGQIsAAAAAJUhwAIAAABQGQIsD/z9Bqe3+d62I+JtdVH/R48fMBYtqWSzAAAAoDUEWB74+w1Ob/O9bUdEyec5vX3A2J0owMJXPwEAAPSCAMsHJd/gVDK2m/t2RHyuLv2AsUfSIYgw4hwAAIAuEGD5oOQbnEq+TuC+HRGfq0s/YOyR9MM++GYCAACALhBgyVH4DU6f39cUbUdEfnX5Dxi7EwVY+OonAACAXhBgeaX8G5zyz4qk2xH1SZdfXfoBY49d2q/jCRYAAIBhIMDyzK9vcMr0dvK4HRH5zlLyHzB2hz5YAAAABoEAywN/v8Hpbb637Sjc7HXvHzD2SBRg4aufAAAAekGA5YG/3+D0Nt/bdkRkPs/p7QPG8hn2uVkAAADQFAIsAAAAAJUhwAIAAABQGQIsAAAAAJUhwAIAAABQGQIsAAAAAJUhwAIAAABQGQIsAAAAAJUhwAIAAABQGQIsAAAAAJUhwAIAAABQGQIsAAAAAJUhwAIAAABQGQIsAAAAAJX9L/QyNAeYI3eRAAAAAElFTkSuQmCC)
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