Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 21, 2021 |
Start Time | | 2021/11/21 00:00 |
End Time | | 2021/11/21 08:00 |
Key Words | | 0 |
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 | | -22.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040423_1 |
Minimum Dst Value | | 4 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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OWLNmjYv3deXXroQy6VTGooQQQojF3ZPcBWIOFigtLe3Ro0dKSgr+6l4tpMASKJNOZSxKCCGEWNwtsG7fvh0VFdWnTx/s37p166mnnsrLy8M+NBYCGxsbXbyvOu7Yw+ksKSkZNGiQr69v9+7dt27dKsPDw8MfshEWFqY93ii8VdSxKCGEEGJx9zpYPj4+o0aNqqysRHhoaOi2bdvkYevXr0eIi/dVxx17Mp0nT57s1atXUlJSU1NTbW3t7NmzRXhMTExAQECdjcDAQPzrPNwV1LEoIYQQYuFK7p7Gk+mcMmWKttdKAhWVkZEh9rHj7+/vPNwV1LEoIYQQYqHA8jSeTOcjjzyyfv36xx9/3MfHZ/z48fX19SLc19e3qalJ7GMH/zoPdwV1LEoIIYRYKLA8jSfTiVwODQ1tbGy8devWjBkzgoODZbj2sG7dujkP117QCfctHYQQQojXQYHlWTyZTl9fX0grsQ+ZJV/+ZA8WIYQQco9QYHkWT6YzMDBQK7CkYNLNtZLLmhmFu4I6FiWEEEIsFFiexpPp3Lp164wZM27ZCA0NnTRpkggXbwvW1tY6fIvQPtwV1LEoIYQQYqHA8jQeTmdkZOSjjz7q4+MzYcIEOckdhIWFOVzvyii8VdSxKCGEEGKhwPI0yqRTGYsSQgghFncvNOrr6zt27FjdV3HacV913LEy6VTGooQQQojF3Z/KuXHjRnh4eO/eve/xvuq4Y2XSqYxFCSGEEIux4/vzz+unT28qL/+qsfFqW68g3vcPDAyMjY2VgRcvXvz73//e0NDg/L6u/NqVUCadyliUEEIIsRg7Pqgrs9mEDRrL9StAP4WHh4v397Oysp566in508yZM1euXNnqfV35tSuhTDqVsSghhBBicZPA0vLYY4+VlpaKn/r167dz507sVFZW9ujRo7GxsdX7uvJrV0KZdCpjUUIIIcTi7iFCSKjo6Gi5AmVKSsq//vUvi+2zwl988YUr93Xl166EMulUxqKEEEKIxd2T3AXymyugT58+ERERPXv2lB9ZceW+6rjjrpxOfouQEEKIsrhXYN2+fTsqKgqiSobs2rULB2zdurVN91XHHSuTTmUsSgghhFjcvQ6Wj4/PqFGjKisr5a9xcXFilLBN91XHHSuTTmUsSgghhFjuv+MbN27crl272npfddyxMulUxqKEEEKI5T47vp07d2pXanD9vuq4Y2XSqYxFCSGEEMv9dHw+Pj49evQoLCxsx33VccfKpFMZixJCCCEWfuzZ0yiTTmUsSgghhFgosDyN59NZX1/fs2dPXY6Hh4c/ZCMsLMyV8FZRx6KEEEKIhQLL03g+nQsWLIiOjtbmeExMTEBAQJ2NwMBA/Os83BXUsSghhBBiocDyNB5OZ3l5ea9evW7fvq3NcaiojIwMsY8df39/5+GuoI5FCSGEEAsFlqfxcDpHjRoVGxtruTvHfX195br72MG/zsNdQR2LEkIIIRZ3LzQKnzt27Njq6up7vK867tiT6czKyvLz82uOhybHdbnfrVs35+HaE53g/gQQQggh3op7P5Vz48aN8PDw3r173+N91XHHnkwn7CRX0WAPFiGEEOJGjBzf9T+vbzq96avyr642Xm3rFeTHnp10YVBgCTyZTqNOJt1cK/zrPNzFe7kv4oQQQoi3Y+T4oK5MZhM2aCzXr9DQ0BAeHm7veTdv3jxmzBhX7uvKr10Jb0mn/VuEtbW1Dt8itA9v6/UJIYSQLo9bBJaWxx57rLS0VHtAWlpanz59bty44cp9Xfm1K+Et6dTleFhYmMP1rozC23p9QgghpGvj3iHCxsbG6OhobQ9WeXn5P/7xjwsXLrh4X1d+7Uook05lLEoIIYRY3D3JXSDnYNXW1v7rX/86dOhQW++rjjtWJp3KWJQQQgixuFtg3b59Oyoqqk+fPuJff3//nTt3tuO+6rhjZdKpjEUJIYQQi7vXwfLx8Rk1alRlZaX9T3yL0CHKpFMZixJCCCEWruTuaZRJpzIWJYQQQiwUWJ5GmXQqY1FCCCHEQoHlaZRJpzIWJYQQQiwUWJ6mK6fTyRQ8QgghpGvjKcf3P//zP05+VccdK5NOZSxKCCGEgP/93/+9dOlSB990x44dgYGBTg5Qxx0rk05lLEoIIYSAKVOmLF68uCPvCHX1f//3fwcOHHByjDruWJl0KmNRQgghBFy5cuWf//znAx3F//zP/wQGBqalpTmPlTruWJl0KmNRQgghxGtRxx0rk05lLEoIIYR4Leq4Y2XSqYxFCSGEEK9FHXfsyXTu378/KCjIx8fn4YcfDgkJqa2tlT+Fh4c/ZCMsLEx7ilF4q6hjUUIIIcRrUccdezKdI0aMSEtLa2pqunXr1rx58yC2RHhMTExAQECdjcDAQPzrPNwV1LEoIYQQ4rWo4469JZ2QWd26dRP7UFEZGRliHzv+/v7Ow11BHYsSQjoXf16/fs5svpie/t+//vJ0XAi576jjjr0lnUlJSbIHy9fXF3pL7GMH/zoPdwV1LEoI6Vwcj442m0zYfk5N9XRcSCfjSn7+qfXrS1etKlq2rHjFiguJia2eAh1/4+LFxqtXOyB6DlHHHXtFOktKSp588snq6mrxry73Zc+WUbjE+RId9y36hBDSHmrz8/ePGyfUFbbiyEh4Pk9F5lp5ed2RI7dv3vRUBJTCXbkd37+/LD/YkoOCqnbscN4VWhwRgSMT/f0rtmzxiMxSxx17Pp1ZWVlPPPHEsWPHZAh7sAghXQwop5+Tk2v27q0vKTmfkFC2Zs2hWbOkX0wKCDD37YudQ3PmeCR68PfCVR+aO9eDfRuKIHO7sF3LrF8/cwbiDCXK2vdpKza6zWFX6JX8/Lw33sh89dW0kSPlkdD3KIflX33VkUZXxx17OJ1xcXE9evQoKirSBurmWuFf5+GuoI5FlQINNbTGMiZMQDVxeNGiP69f93SMCHHAme3b7b2gdjs4e7bYyZw4seHsWXHW7Zs38S8CUbZdvxdcL/wlXCxOhw9uqKm59csv4qezsbH4SV5fd5aMTOqwYReSknDkpZb6lriRX4uL8+fMEVmdGxoKkXQkLKwmLq5q+3YIoH2jRyMc8ivtuecOvvVWRnBwZnAwdBhkEP5Wffdd/ty58f364ZiUIUPERTJefhm/FixcmBMSIkLK1q7VVoZNjY0oQkmBgdLE8X5+uhIIc3dYDqjjjj2ZznXr1nXv3v3kyZO6cPG2YG1trcO3CO3DXUEdi3YlUBMdnDULbXqH4yZwIea7u8fhJDo+koQ45PqZM+fM5l+PHs2aPNlQWvXtixKOI9FUOLluXfoLL1id34ABFd98U75hA5yrOCx9zBiLbS48SnjVzp24rH1/w4XERLhn+NH0558XZx0YP17eKGfq1KxJk8Q+DtOdCwd8OTv74MyZif7+MmJiJ2HAAPj+SwcOXCsv76CM6+og/5vF9KuvHv/4Y+fK25XtxKpV4sqoJ0s+/lj0jR1ZulTeEeG6U3JnzMBZyYMGaYen/6ircxJtFJKMV16x9rYOHJj87LOQ/qWrV1/Jz3d4MEQ8SqnRr+q4Y0+m08k0qbCwMIfrXRmFu3Iv90SadCBiroCYWJD12mtla9Zo5xbIX+VGH0A8DvxK9pQp8EDxd4/dJPTvnzJ4MFxUypAhqc89d/DNN49HRUHWaM+Vrle3iR6swsWLZcjxDz+8mJ6Oe8HtQXjhxIQWbSR3jLa0kSNPb9ok7og2DBoqeW+9JX46+u67iKTRiftffFGoPXYV3wvSjvUlJZcyMtonqhKeftqqxfv1q9qxA2VAXlz2REIr54SE3Lx0CeoKW+qwYWZb/+ipL78s/+orUVX+fv782d27i5YtS7RdDb/K60DB4yxZ36KcZLd0j+k2yCz7mWQHXnpJ/Cp7T7Wo446VSacyFu0y1OzZk9nSgpfbpcxM1CC/FhXlz50rPAFa2FU//HA5M7P6xx8dtuwJ6TBq8/KMBIorw3wXEhP3a7qdxAYPKn7Vyq/EZ55p7r345BM53nRHQg0f3nzYwIHW2V2an5JbTkwbMaJg0SLdiXi4rB3DLd1mRt79xKpVfNDajViVA9ra2mc5ZkzGhAmHZs3KmjIF4vvI0qUI/6OuDtn7S25u+caNEENVO3dCFSHPD86alTt9+tFlyyDLIFxwEfs+e1wcAg4tUq29kgIDjy5fXldc7HBOvezfEh2lFpucEjIdRQ73wlmFS5Y4UXtSr0v22/pisRW8/fbV0lLECuWq7Isvyr/+GglUxx0rk05lLNplkG/HJD/7rHySZcNIbuJgOWm0TbNVCHHO2djY4ogIKXGcA4+oe6Urw6aW4KtcH7yGZy2YPx9OF02IE59+ihNFL0LD2bNwTrmhoZkTJiQNHChvIabsiC178mQxOydn2jQRIibW4CKV331XsW0bnKX9E2Ru6feCYxZdU/CFcN5i/3h0NNo52mnRzY5z4UIPvvDYNZAS1u05WbJypb2JncyyKluzJuPll1MGDULxgB4qW7tWe6Kc7IXt4v79iO2VgoLTmzeLCYIOr4ySlvXaa/Ks9Oef1z4a6rhjZdKpjEW7DKIJhb+o6H87dapi69ZEjV+RekscLDvG7eeXENJudDreCXBR8mA4nl+LitzlNeGr0kaMEJOixMSa3OnTzba+W7NNTont7E8/NTU2ipf/G3/7Dc+Lw1fDINRKPvkkXnMixFN2SAikpPNoiAnyZ7Ztu9MZFhR0ITGRi6O2GzFWmDpsmNuHXGGU2oMHReellONntm93cop+xkXfvrrWgtk2pqk95fbNm/bF7I+6OjEceWjuXKMeL3XcsTLpVMainRpRiYth+9/KytCMltOqpIRKCgxEzb5v1KgLqamyYoJrgYdDHfFrcbHHYk+6HKL3NL5vX0h5J4Lp59TUfS29Eflz5tTm5bkxDlrPJ9oP8GfiLX3pAhGBNgkdeMH8uXPTx4xpa48vHjT4VK2zxL9tS0+X4+S6dVDAiQEBqJpShww5uny50ZHIPVgQ2Y5TLB214CfugopUTNdzchgqXp0Mqtq58+DMmXIYwShdpzZsQKJkMbjT1n39dRTLrMmTpcLLnTGjYN68Yx9+qI47Viadyli08yInfxz74AP7X+ES8Kyibmq1qU2IFrFaQftWdIS+F91FZtukpfTnn7dfDQQlUwidhP79MydOdP4qVjuQni8zOBhuUvtTzZ49kF+uLN7tXuBT5fBWR77e74VU79qlm/DkRO/az3byKupLSlKGDhWdmkeWLoXyE3oaJnbSxyZTnWobSYTQFI8DCok44FJGBtKLJsr1M2cazp5N8PdXxx0rk05lLNp5gZ8QDyp8hqfjQroCtXl5svW8b/RouD04DDg5VzQQPMrx6GgUxROffqpzn2jWQ+XjajW7d5d98YWcUX7/vCbi7PBtLA+CPETmWCdlZ2a6XVN2FqBIjEbBHM7bg8oXw2ddaaqodoaW3IwmHYr+LXXcsTLpVMainRe0+VArobV0paCgYP78vDfe4LILnQiYD1aTwx9uJ/9K/ht5bwRnBq8uXV1+rfWCYVUAK1bo6v1D//63mL10ITnZaMTkcnZ24dKl6S2vQUFGXKuo0L2LZ7+huKq2DFvj1atioqT29X6l+LW4WFg/OySkoaqqoabmxCefOO/Yg3CHXHY+Wte5QHJ077GiVDhczNbSMhChjjvuyunktwg7I2gUytfRFR99cDvi/XCIjLzXX9cNNt0792n44/zv52cdnDUjd8a/D/1bVuFQWq2eqF3eUyzzo9vE8ozaAUTd7CLtYb+fP38lP7/qu++MBFbHj9N5HC8f8OoYxLRR2RREnhz74ANsDnscEehtPZFuAXIK7ZDj0dHQT670EKvjjpVJpzIW7exoXyN38fV44gq1eXnZGs1xL06xsalxTdmaiOKI4l/vvFIA9SYGC9r0IqcYs3Myw+Or8q/s5cz09MkOYnX1au706cmDBollpveNGiUOFwstHlm6VPwrX6DbP25ccWRk6nPPWfdfeAESKvPVV7X3iffz063iaLFlI87KnjJl3+jR+198sWDBAsiyLuk1XQE+FebmtEhXkPLdaH1zdVDHHSuTTmUs2tmRK9S19cWo+wScc3VDNf5CVXg6Lm0ALWXzOXNe7Z3X2XQLfGdNnqw9XvfOpnOO1B1x2JMEnVQeEwPl0epc70sZGWjyoukv9LSR2kOex5THyEgH7TTNW2xauMj0U1iI/cHar+mZbXPSM4ODT6xaJUrR7Zs3xbzswrCwwsWLE+2WO5fCK3HAAMimmt27jYY5CGkH8m1Qt3cedzrUccfKpFMZi3Z2xKdqPV4H/fXfvxYXLh6UPAg1Yl9zX/yNPh7t2SgZkfpzakRxxNaKu96Wn3NojhAOJfUlN678smXDHOiSt5abgnaYRsc+k79zY9nnn1ft2AHxge1ienrzx1/79cubObOuuLiVN7qvlYuLLzqsn6srh3eNJiSJEQT7VcKPffDB1dJS60pL27fLu88vmI/fhqU8N/arvoO3m2Yu7ysnPOkuC2lYuGRJwt1DgU7elpBrJIopWW7p2CNEi+5rM9qX6TwbMY+jjjtuczoffPDB+xGP+w0suqRwycbyjflXVO+e7QDONpw1nzNrx49aRSwJI7o98mrzBiYNhLvLuJRx3+LoGLGGNWrGizcu2o9MDUgYMGrfKF2skNgjdUeu/3kd4Uj1pRuXNp3e9FX5Vzdvt2ddgHYwJn2MiB7iLAOnxjYH5pWnrv5utn1a3nzP1s0zbFiR3ScdxZY0cGDp6tVGiz/BRkjs1UbrEj6TsybjhImZ1pnOx6OjhWS5UlCgU2m4lH7Wed++2m+5yKWf90x54cvk98amj+2f0F8cun1ws/qp3rVLO+VFXllMs/0xwJS7fW1+4vadg60vijuZbv/7+fMVW7ZkT50KrSYnJmcGBxuNdsG+yN4Os2kn4tfiYvGR6XtZz0l2uMaejX0j741VJ1ZB+LsxkvcD5wkX6xGYDRadURwKLEM6r8DSeo+1ZWvfK3ov+ni08BDEvbx04CWRz3V/uPr+tug/R5X0Ud57QclB4nTYaEXRiraa6Y8/6m7caM8i2nIhrvjPFqOWh5yyiqrEAQGJAWJfbOP2j9tRtQObtd/ozFb/BH8EBiYFil+HpAwRO5BZ7YhDWym/Vj5632hxx3n58yC23i54O9e8+bO5Q6d8bBq21RSS8uqC3ZPsBZT/btPscNNHU0xvrHz6jRWmteNNYjaSdvsh0PTlq/5bZo1Oi1wEbQRxI24KQSOmW4mlbuQJ4Qfm48kakTh0dEzfHUF3dSBdr6hIunu5oBTb++pWXTVpkthB4x5CCicGr75zHKT26+bgg+8tRQQupqfjUuaqPdNSXn0zbWr6yf/88edN6PiNU61X3jbUFPBj81mi0/HN3Dfm5s9deHhhTHnMypKVWyu2Grlt5+sgVDZUir5MiEhkOLYvyr546+BbKABnrqveG+GWkS/Z4TosbZjYgcZyRc5uP7MdVtAOhbvCnpo9/eP748ktqS9p/WgDnCdcO2CNhsGJlSutUt72woRbQEmG4u+k/osCy5CuIbDk9lU531OzwEWh+Xi24axbroZnfuS+kSJ7U39OdfEsObQ0KmmYvZkQPYcTq3X8+ef1qqqd8fH9vjabYg6/XfZbmcPDpudOF85S1y2BihJ3i3jdNC52kK6Wx60dlh/pD5wULdE61/V7QXpCga0pXZN/JR/RcDGXcJbspsKJc/LnCCUBaYVs0UVg3LrmnXePhL+bOOs18wtLDi/+puIbaR2rLvzhzvEvpD2/6sDy7GnT4oY98+4s03PfmPrv0VxtvSnkQ1PCyZ9giAMHd3492rTxedPiqMHz0l4fvKO/ffK/eNm0a8rY7dlr4mri8sxbfgwwbRhripxu+nB6v4GxzccM2W7aOsz0+bezR5gHDdrR90VbhPv+xzRo+53rfLzr32JXfuhj4vfPyV+H7nlG7g/63rEhtNv3ld8j/tmXs0Wv29DUoQipaajR+nJ4a2j68KPhUcejXtz/ou4K/eL7PZv8rDZEdN25SCfyi8ioxAuJeISddybJbwRdzs42OgbphZSxlgSNEkITBc0YNEieTXpWtk+Gpd55oEQTRTykYgYk5NS0nGmvZLyyonhF0oUk7Isj+yf0hxVkcw7WdN7diGpEVixtzRYXE/7n9etZkycn2H1tRnvMvRQGIUlRFD1ellA3wo4bTm1AZqLSE5oVsTpSd8TIp1BgGZ/wwAMPOqJbt273I346wsPDH7IRFhbWphMR7U9KPoFD8kvw05Z33cwVBan/o87P3M/qX1OGtulEtONnHpwZmGitGWcfnA01g6pwd81u0dkju1U2n97sSksU7hPtvMyJE+fmzNLVs2JbWLBQ7IiJ1dAreJh1qiUv7w1IJGxizAm2Rh1tf3d5zZFpI8XflSUrEflf6y++/c3LOmGnPRE1ePOsrPi+8hi/eL/BydYRrH7mfkFJ1r43NI5R6aCKqbpW9c7hd8QpJtt0KHEd1KrzCuZpVRoSFZobCukz6+Ash/4MruW1rNfg3XE8Yosr4BR5BTgMyLixCSO0kR/73UDEBDvrTupHyhYdXmQkQeDwRLYYbS8JnbHXNOi7O4Gjv2pF2UBU4RT78BEpjhUqwpd888qPs19JGdm8jKdcs+OtDYaiFhsKJLy1SLjr2+CUwZOzJ0N5j90/VmhW+83JNV868FLW5SwUSIgGYT4phS/evBhZHBmcGTxq3yjR2WmyjTXPPjT787LPo45FfXjsw2VHl5lsztKoPwyXgn0tNpeMWywuXIzt3aPvioZHqw9X+0Axa87SpMCg5CBIUoe+vKmxse7IkZqS/AOfLovzs76PKYaGf7GtSYCYo5XydOLTMq9QGmfnz+5nq3O0m5StLx9ofgaXFy0PyQ4R9cnw1OEQu2LmgNG2tmwtsj39YroowMKmEMr2Mw2gGmFNbJOyJsWevTMorG3ACFAtIKvxrOGyDhP+W1kZrvB63uu4FNo5SwqXwEDymKPLl5tt76havyZp++yg9gq4sslW1zlsYsHWFdcqICWRXe8fex/mRkFCdYp91K5y9BxF6MClA+k/p6OJtadmj6ml+xZR2nZmG5LjxsFWxPP87+fRICm4UgD9JMqezgoo5C/sf0F05MN2KOQ5l3NQrUERyrylwDLEgz1YMTExAQEBdTYCAwPxr+vnai2KYj0mfcyk7Elon3WuV8PuB5V1zT0fQxP6418oEmQOnofkC8lw27uqdzk86/r1M58cXqh7tEJzQuX+xKyJch/Pm8XWT4YLwgnZP/Bo7X1R+AmOREW8+Mjig7UHUZU3mymreXhreNpwsROQGIDoSW9nsTW18bRD8MXvG7XWbNpiV/PCvc3OmhiV93rpLzmWlh6sAfEDtMegOhZ+TmyIicPhA7TJFrYkXIrI3Wd3i+Yaah/4PJyI9pycGiU3uIehqUOh8qXkcrgNSR6COndK9hQ00CdkTBh/YDyyQt5LeqP5LetCIYtWl64W+9OirLrHL840eJf/l5lRe96fGfZuYGiUKfL9kdpvxcCRoLJuFge7hwWbn9eOgWq3QQlBgXsG9NNoDj8ZT03H1cyPnv5wXuConQGjkofL4Z5WN+SGLkTeaPzau34pXLJEzgY7k7Dny/AXJ6zr77/benDf/5j8d905VGpiWASF7dMTn8KsS44sQZlxMVb2GzIHEur7yu+hcWWR/rjk4+f3PX8nW+L9ZKJwLyGFdVZzZZuRNwPyFwIdIgCPzE9nf5JK+sOSD5ceXao73loSCuZDr0Ogx5THaJdgFb10KO3IE+QAIo8ndOmRpSE5IWgaCXGGW6B0Tc2eOjd/LkosngL8FZG337ZXWsfjtGPfuAj004KD84R6Dv7MtGW46erPNd+e+Vac4p/o72LCEQexAyUhZjFCG7lyIp4RuS8lrHZDipAtO6t2oiRIM0kZh+2ZpGdWla5CzoiE43gUG6hD1EIQbeIYtIIQK/FCCWpF2fkNvWgv+1Bacn/JFSJjQvILIR/3m/6+KSRu3JDkQbBXcEYwjPL24beR2/IUUdOiHQVzvHPkHRjLeS1hsvXb6UKeSX7G/jCUn73n9kpxg5ijUCECEzIn/PvQvz8q+ein6p8QggzHIyMqapgA+QOJJoYLUJuN2z/O1CLd5PZyxsvIk8G2LPUzKDO6DbUZEk6BZYgHBRbUVUZGc1sEO/7+/q6fq7UoWlbiU6lujl8nBE/d+0XvPZ/Qf6rZ9HnGeItmxrRUMENThg5NHfJC2vBFua9D+qBRhXonKWngMkcPj6yMNlds1rq0V1CzJDXPrBKPsUSsnwSHKg9GFSZ/RRUmovRc6nPTcqcNStFXOtOyp41s6e560SbCBsT323w6RvpC7TY2aSCam/AK60+tN7X4TvlrQFJAc5WU+4bR8KLF5lTEYUKQoXq1P1h3X9HFZb8Fp4x/Jv5phz/ptoCEAF0Fl5r3VqTZtMZs+vlU+ifmZs230NYzJd5UEiOeQ7c1H1959q6hVWgsOHJUvmLUBu4ETWF58aDkoA+PfYimqlDD8E+fpy4L/qrZe/X/j+m1T0zxsSvfXTV6arT1pjlR4dpCJVxLwB6/QT/0H/pt36d/uuPqoD9eyXgFYhS+SgRCOkcei0QlDrujzYOKfvb6YWvH30l9gr+/w0Uf4mYGR063jjzimP2xn+N0J9P1ICaQWOGBYPQlhUsK6wpxPKJk7yBRdD8p+QQuH6foXotB+UEMpbuShcH1TRaz+7QhXdmXs7WthXvZnk5oLp8QH1ItidaOVtnIrf9ek0NlEJQU9OL+F3UeGplccKWg6Nci1Am1N2uh1WBEPE146idm3mmhaR/ShQULY6tihbRFwwmNGRTR76u+191Oe4q9EBGbQzWm3aBEdSG6+Bs1S7CtKF7hSvbKahZaHG2qNpkGWtxhuFEXbGBS4MDEgc47d/vG99UmChY3Uttyex0loWVfNoNNtjaq0SkUWIZ0zFCgQ3x9fZuamsQ+dvCv6+fColBUNXFxxe+/n/TMM7ByUmDg6U2b2vcJ2C6DXMXxI/PsS3nWb4rJoX0nbuDphP5vQk6ZTVPMpm2ZwekV217PnTEjd8b7xe+jSkIVKfsFlx9dHhDvpzv9mUTrldHIQzUKd2WtZfaYxm66c4D9ggiyEf9q5qvyMPv5T0Nb5Bf8HxpqG09t1E2Xkdvsg80v1u2u2b2lYoufJpJhZlNixsuVFdsPL1qUPmZMycqVusj896+/8hI+Tdu2qGLvtt8qTznM2CFi0DC+38iUIeuzJ3+1f5zf3bXe4J2mxfNM5kWm734wvW+rpOabTXM2OYiq3MZsHbAr7NXPi6LFjIcD8S+J8dCUj4ZufMk05Lu+I8yDzVvfr81rnuaCnfj+/YdvaT795yuVrZYH5Fv6xXSIhvO/n7f/FdplgNmaURP2jhbv8cnXAo5HW0127py5vPyruhYBLRQetn1vhazNjkJjVzsUIqWJVk8LTm3YgF9Shw49HRNzOTPz9/MOIgPkWg9iybT6+pLU1OG45YkTbZtKjOKKyGws37irelfyhWRXvsOjRU6BH5E2Quu9xDgy/r6Q/sKuml0HLh2QQhziEoX8ncJ3FhQsmF8w/92j76Ic2g+Ly00nEaCMY8pj8NfhkJl9v2Cbt/jmHTlPMf5cfKtn9f2PXbRtuQEJu/3MdpHJInx67nTns8vlO7x4xnEk4gAFtrNqp3xx1d6Ca8rWiAwMSAwIPxp+4cYFYVP7WXQyDlD57xW9pwvX6glpzeGpwx1eRG7QRqtLV0eXRIcVhomQ2OpY+b6Lk20cRI/xuCcq4eCM4FWlq7ChkED3Q18uObLk6/Kv0fj5+dfCJfH9X0JdmjZqZNpIEfMXU57DI/A1Ggmoxu+xGNht1lkQyUHQyqhXn9bI0/EtO0kXkqSlLvx+YWvF1udsj8bweP9BGt1GgeWN6KxiL/UecErGK6/YlxnFP8ayo2qHyIhwm95I8Pe/UnKsuK74lYxX0BZ5K++tVh854eO3pT4nBnempQ1LTAxASFFRxK+/Fl+6lDFbI4N0HwUNyQ5ZqBlnHI0Wrdm0o2ytfR0qJqWivjtx9URcdZyo+OYWzJXn+rUMXT2f/rxW4YH/zJ+6cJFpUozpac2U7WWFSzKOhmP7wzYxFnd8Zbd1AtMAs+mHlkSZrZ3i1g/Li+6TpqbGioqtEBD5P803y2PiTPGb+5/MWpdrnp615bWMScFm26fZdoeMWzveFDvzWXkkLvuN2bQKPgPqymz6EoFfmO5cR2yfmjbsMX1mNm2w6a1Pjn2QW5v7Y/WPouqcvsp6O3Fkbu70zPBg8+ctJ240maea7Dtl68oKD+V+t7dqV5uWzDDi1i+/bBlufd/wPy+PkoEQN+XmjWdP/3j5cpaITHp681JSV/LznTxl8JoQGaLHok3ROHs2FrfIy3uj/LtNeW+8AW3X1Nh45sx2mY05OdMOH160b9/o1NTnsFNffwzK71obZVObkANGKEgon3DbaLqcvnZajBe7eJE//7x+9OK+T4venZv3JlwpnsHApMAhqUPQbjl85bCYujT70GzsyGmF2IFLm2Fr3nxc8vGLB/RiAgKuucAfXfZD1Q/vFb+39MhStCjw97lU67sCzyQ9g3PhET8v+3xzxWbEFveyn5uMEPHQaW/hn+gP5QHHv6J4xTclX39TvHF8i5qBaEDjSjfZHPtIFPRWq8uv4PkV45u4iOtWwFmiZaUNFDPJ8AShRQdpYj+rXYiz+YfnI5/xK66wvXI7tLJICEyw6sQqqBn5mouYWd93r+lp28A02mYbTm7QztwSk89kvqGOhYbG9b89823GxYzCusKMS+lfHn33tXjTdLPpp/y5OEzbl7b8yPKPSj6COWAIo9mreATy8+fu2zdGFPhiWxMFcdhVuHjH3VXKGlvj7RmrNmrRwea+kOCfnvgURl9btnZ50XKUMYSEinSJ12/z3kS1I98hwLbl9CYkqqHhbGXl9sLCJZmZE7clBkxq+fWjQ7Ohq3RF/fbtm7ansu+d+KQ/vyY7ZHbOVAqsVqiurv7b3/6mnfDeAT1b99iDJaYZii0pMFDsVGxVepL7tXPVq99/MXqqaW8/61JD4p0y2bvz3tFwPDaFVwqLft63MmvKS8nPjkgcqF0AO6jlyVmracpoH2/xQh/qkZCEAZ/a5EW/ux2A9o22wbZTftVIgZqaPfHx/RMS/H/59aiYZSXCxVzU42Wff2A2LTSbIsym1S3zsidlTxK1lZw9Vrh4sbjDspmmV3YOHX9gPPxf6vEPZSSzs6ddvJi+e4ufdf7WXsS5/50kfGz7u8dUlPHemdPf6vWQ3H5q2UFlvs5kDjdZp/D6mcxv2h35rfVqusD4b/unvT8iZ8f0pK0DdT9dsY1Pnbl+ZtvSiXFv3PWTdf7s9LtCfs5PE6saoh6sqzvyyy95yDqEl7vpVVkITZGTB156SRsu7pKQMEBEY79typ3gt7KyuiNH3Lsiv3yVoU4z1gwfoxFYM+xthEhabCIGZ91XseUcRAA2PXHi07KyNefO7S0t/ez06U1wRb//fj45+dmWp6a/NoZ4Cmzx98ORztcfkaOuw1KHzTo0K64mDupB6+/vBRRCPIMNtxu2VmyFfJTT/rQvYl/9uWb5B8OXrAgqy/GWLzOe+Pwz1Gw/jQ5q05wQqDTR/6T9VgFaAsiBv/77l/wI40+vjnR9JRoBtH5GxgRhaBSAJltTEFeGsZCTrb6zieOrqmJ1ZTs5+ZmkpMCEhKdlSGbmK/ibmBiYnT0lO3tqfv6/DxYu3Xf4nfzKHUYRRoHEKT+aTbvTx544teHkyS8OFy03Z035seWaiYkD7lJLONJsWmxTVxfqS44d++D48eja2vyiovcOHBifmfkqNqMKkwKrFR5//PHNmzdLudMx6OZg4V/Xz4VFzbb1SA7NmVO+ceONS5fQqoa66kpfNW8HyIRmxTlu9ILI5jHBF1MGCxkUljL4WFbk8XUfFkdEnE7dIp6NjS19RR8diyq9kJSTMw3P9l6zaZ5NSK02eKLE7f74oy7u4JvbMiduLvlIK7OiY2e+W7Dou8LFeXlvFhevqK8/JvqKjh5d3lITOXibWutTf0obKSpE2WSfnTZMDBVdq604bF54ZPcSeHppblxf74B3N+uDi2f3Hz68sLnm2nmnCypxx9N3Hb+rf3xcP0PJtdIUv0Wj0qC0PjAlfxaU8e8Jx6OjszInySOLiyOF14QukYFZB5oPqD5jlYmNV6821NSUff+5eUtzJ9b+lBdv37xZtv5zq5jb1XKjwaYzO7bBDcfH+1kvkvWavCAau3DqyNtTp76sd7lP5eefU5HJiOGVK4ebQ1JT5Tqfwjrp6WOkJMXxsJqUyNB5Bw68lJwchGPwNzV12LFjkZB9hVZDv47WbWO73jAXdk9KGni95Z07yBFU7mlpI3C7w4cXGRkFOXDgwMtiv7z86z/v7urAvw0NNVA/bZVft6wt+0oY8XZrb8tWV++SEbjbQQ7WhaSlDbtwIVGbXrEdOjQHIchA7COxuCM2PB0/t6yHIqaIuUVROUeO923ImyGjKgeFnayh38G0+mkBI5wvLYunAGkUX/j+LyTXjYuuFGYUFa2V8Vi5eCKsjOcatVZp6Spds0FXclAbl5Ss1JVteV8cX1Aw/5Zd8bh0KSMra6JhbWawZWdPFqaHumopyc/aH4YW0alTG+PjB1BguXzaAw90sLqytLxFWFtb2763CM3fwYn2T0wMSE4edPDgm6dPf21fzlSj6scd5lATtvfi7rzzvzh58A6zabvZtFc+JFNNaW8M0zzDd3ybxeaZysrWip/27x9fW5unfVzxdNU6WgawpL7Ez2wddPCLs94WVdU5W/VsUwbN8uLIkTDRg2Xv89Deys6etG/f6OTkIfv2jTpte7Ppz+vXC/PNAbZpuR+0CDv4JHE1bd8YGoI1NXtSU4fIRBUVRWRnhBQdXn5q4/rs+VPTYkfixKMpy++qLPaYzNttO182S8azRT80/7TDWGxNtyp78V0aGQGp8K60zKGWAgt1bv7nc83bTJBTFeZtcknog2+9dacLduBAnHIxPd3673hT6qrnrAOOkabMH+7UkunpL+zfPy4hob99lMRNUbPjXv81aDHDxHDz8pTS0s9k9wmEclbWZHll+Hs0W6s1L5zi3Lq6I2fP/uhITDyj2X+2HRrL3p+Jah1/LZr+rcrK72Bi4YHS00fZxwR+CFoTx6emDkWRvqvn0mwqKFhw5e7p7b//fh7ysapqh8yx334rg/qUp6Dwo+Qj8NSp9cgTFNGqqu9ycqZnZ0+tqNgMH9Oqx4J3TLHNocEGPVpUtBw3PXv2To8FhDKiqvl3pBBb2I4f//j+VWjC4hDKZ22LGpw6tQH5tr9w6XfNJa15UBgiJt628tPpTR2xym6rQAaJD3inDBly/95qEjUMyg+eF0iN34yHvLVCB4Y7eHCmi0+BfYMwP3/uuXN7RRtGG37Y7utVFpv5tMU7O3tKaelqWS1fu3ZK/GrfRyW2lJQ7DYCMjJdQ5k+eXIfqWkYbj5JRkUYrVxyGqJ47t0ckmQKrFR555JFbt265NyquEBYW1u51sBya/1KHf4zFq5DP7cKWd+4irY/o28ePR9/VNgo37X/tRTiM4uIV58/H21cH0FiocGX9a7H5HvyL7Ve72T940ioqtuTmhm7caopcafra9nY2xNXly9ktz/9UsaMd29JV8TJu8gDEKnteiLmfVXykpgwXLgr3wlniyJqa3bigrjMM0q24OCI/fz7UgBAQUsSIA5puN+bumB7/Q7N+2j9/XHZIiHZF5nMn/lOWvfbKz4dRteXkTDt0aJaMG6qt5E2D0l4d6fADLLid1iNCkcjolaxcaY3DdOss+NyI10V80BaXk8pl9C5lZCDrijNWiDseSBsvdhITm92w1Jfa7ejRcJsCtiaqwtFScMg3+8axcAxCPOnCUWaEFD52LEoGJib6O6yvtVv71tyH7MjMnIiWEkSk1sFYWmZoweh/aIZCtJ1A0tMkJQU5jxu22tocWAQ6DKZJTR3Rkq6Alr+tpM7hlpwclJkZjKKCSMLViavZwp9F3uJeOqkHT3zlymG4tLS0kc6vjGu2Y/QTDy+s0OR0wRppcTzmyFhdZiIJBQXz4WWR8zmZ066dr/KGz7TLgTz770viqdn/wgvt/iygbdC1+clFtQOZq7VCUlKAE6UrXgQRvcjILnHKmTPfOuz+RHkQjQdcU/sManuhYDiYr6Gh0rm8xh3RZtAVmLy8WWgVyGKM+ODBP3XqS1TOWVmvHTmyFPJIdo7q6isttoHLH+LjrfVJWtqoqqrvq6p2njz5pf3IAwobyjMFViusXr16ypQpt2/fdm9s7h9GAstd01M6KadPbxL58GP2pOlm00xz3305IWbbNJpr104X50Qk/jjAvNf6+GWnT3bXTXVNLnOcSY7VQmPhmbx5s1YMEWqVnK6Kh3gy2ySU+PWOILAt0VxfU3Lp0gEoHvHM47Cqqh2yi6is7Atbr/UGcS6qHnOLFrG0vJsmlwRs/uTFv00JO/0OJI1vtZMA1RBasYcPL0Sleb2931FBbpz6fkOzD9ttil/XL3nFM6d+XI+foNWKIyKqduzQHo/UiYPRMIWYgD7Ozb0zUQmZg6RlZ08qKnovM/NVOVlKbqhYdWMKMrf37Xte6l2xwUAyt3NzXxeBssNSTryV26VLmbgaMhkCNzu7Wezm5k7ft28UrOB8WA1qCceglhedRlLHHz26THcXRKCmZo/RdRBhZEte3ptlZZ9fuVKIC2r7gbTSJzV1uH3+tLolJj7t4lkoGDoNhAKD/NHKQezLjJIGQvjBg3e0O0xpdIs2aSxkaUqKtR8XF7f/FY4zI+MV20M3UyQQrl2jUANR1KHqWjKhWQRUpViLqPywkqdovHrV2p02zpTyxeCDcW+Vf73x6okTx6OjEbcjS5cK7dWOz/vIYVC0duSDgAKgU9s/O/qIBWoPbQUC0ZyaOlQcf9z26rSYPYkCACMWFCy0K5/Pmg36qFwBD9G5c3tElWi/4cmqq2vbKKoOtKVRObjSZKLAagVPreTebmBRtAIbGmoaGqp++SUXLhbNDnhc+/4VpcCTLPzx0aPh4jGTvcHiOcHf5toz1r9g/nwn32tzHe1kI7Fpf710KQNRgvJDQ8fmSpeLcFmX2WqZvjadtFY+zFIQJG8NQgUKgSK1I7bUBOsi9Xph13JflAFZxVhsU7mrdu7c98KohK1Wj5K3v3kOx6E5c+497a7z+28X7GtAo4NtVae5qCgCflfMikCikI0QqboRQGlQscnaFg8FrnDlSgF0J0QAtMj+/S/m5b1+0baAdVnZGvxrtrWe0TxFTNAavn69CgoYhQc3qqz8Hn4XG1q9tsP8kpKah+20KhnlTTfKpgPuR/TTFBW9j0dV9g2Ulq4pL9944sSn4t/MzNd0HWwO++Gc0NKv2Q/yEWlHWrSeD4UQEtDeCSE5uu6lzMxXxNgoPGJh4RKbozXl5Ew9ciQcuZeTE4piXFLySX7+bBQ/h9NfHIJMq6raKZMv3hvQ2RSZmZERbLaq1VCbqx7WcvB4Yal9+0ZLl4mDYV80YEQZgODOzAwuKfm4puY/Wg2nQ1taILBQPGpq9rbcZZy5WStP02YIDov/zNogMT9vsr9gB4MMO2BunlFuHm9K9Ne+omPdruTnO78CahKosbw33riYmnp40SLrW6tRUeLcks0f5+fPkc8mcrii4pusrOaZ3fZNd/tZAQBPqzQxKmExe9Lh5tBA7QBF4uTJL1FENZUA2kWj7lFdtQkKrK6GOhZtH/AoeIAzMycWFLxt1nRpoCqHh0jaNdC8uJ0NPof3gp84cWJVaennxcUrUMVou83t5ReefBzw++/ndb3x2ioMsRUDiLJT+s6shW2mlLDBluap0FF3qrAf7zgA2+hnhKxirHP/B9+p11ALI+EdvzItGsHJu+4MY8Fx6mYF6ZC+38kxMCicK+rT4uJIZIiYqJ6SMsThgKDDOtfhS3wOb9TqBN7ffivDRW7fbkAZwIZT7AcfHW4wFq589Wppbe3BysrtMLrzES574A5F357RAdevnxG9XOnpz4ubopAgUE5cQ3HFFdp637aCh0X73oATIIVFb5N2KyhYWFubnZMTIruXoFPF+2ItW1/bLMaRpaWfia4sFA+chWIPxYYip522fPTou5C/iYkDId1kF9qpU+vle23ahzd+d/sFFtKrLV23b990biwjUC3IrlzzWN0SFiaj5qIYQEwZMuTgrFl5M2aIg+W3yZOefjoxIODASy8VZr1tbmmU6qZGQEzj4aqtzRNtV2T4sWORckajduAM5cc2gclwrBlXE1+v/9PlL5a6Au6LWKE5JKpWN17ZFdRxx8qkUxmL3g/Ewo+uNPhcR7zA/9efNy9e3Kdtosl+pgMHrA3xjIwJQjcg3HKn46EvJIJzr4MapPpUbPz0vma/O8sKyHn05s9M8cMHpA4btm/UKPulRK2Tx/1si0tZncpydyW5HcCdnzn+7dGCZcL5YXPSBdKyXEIbvnBg0QwT228O3zcUfVTmNg5F2QOxKCwrFdupUxurqnbIQRN7ny22M2e2329Zo8PJ7BOv4k7xdrqlpY3QheBEJ9IWWlxMa8NDJ0KEv0fJwSYcPxQGhOCZM99oTyz87p0/bzS0NRViWQqbOpwnZJZoBqBgt6qxGs6eLZg/P++NN8588018QH/z91bhkpX12rFdUanDrR+1TPDzS3/+eezkhoZaV0b0MxV8oR+0LY6I0Ekx8/PW2ZDWOZGaGZAQTyKeDkcDcU1dZ2dLtfaSvaDRNm/Ek56QMCA7O+Si3QcQuwbquGNl0qmMRe8H//3rL4gh8XK+W6jetUvUUwd3v6mteizNL5uY4X3RbLVN3qzRyq9WOx50INpwOnIqK9qXoi7L+XKqrCvTx4w5GxsrVx8QaOexegPadwyNjkHq2rGipuzqS08fi7b4vn2jT55cV1Gxzej9D4gbtywlZa8G5DSmo0eXQQQkJj69b9/IiorNBw/Ogs6Gu83MfNX1UTYFwSNz4sSq4uIIlATdi2PSc8vNNhOxeQpdRcUmuHOjaWRyFQbxwoTzt96gNoqKIlLjmntrsja8dnT58hOrVolJlq12++EnJEFTJPxx05ycULMLnaYWzboz1k3TCW2xDf2jNoACE0f+/vN58yqTebdJ11pAY1IoMO0Wv715JD1xzdO4rJg1D2WJMgwN5HC826FglXNGdcBeFRVbUMIh2tq3dknnQh13rEw6lbFop0DWg1mxzZOj7Sf/SqAAcnJCUlOfy8yc+Ecbl/UzomLrVll7Zr72mnxNzy0Xvx/IqWlGs5fajVyh3r1jEK0CneTwDUezwbJnpK3U1Ow5ePCt1NQh+/e/WFt7UIwKJSUFapX6r78Wi7UqzC0DiChmR44sqar66erVspMnv0TZkHrI9QWfDv3QMh9/UfNTVmHecuRI80RPJ98yEjFJSPDTjpolxvsn/OCfvu35Ww3OtLVcUrh58zOZ1/VNSxqGBoP9wdd/rdIWOSndms8dZypN++z4zo+KV0Wg9bUv8c4yHynJQ44f1X/Lyx6R27YVTFag0YKmQlXVzva9M9v1UMcdd+V06j6V4+nokDvcuHjx0Jw5EDTnjyegSoWjda6cXJz3Y7FNSoV4yp02LWfaNO1iCvaHXUhMrNm9u6Gmprbliy7eLLC6KmIueUbGK2KOdpptedgOHgFUCodK3V3DvpLff7uQ8d3L5vdM5kCbXgm868NQcualiENDw9krVw5fu1Zx/nyCfMmmujrurunz60zm2abC/e+cOfNtvd0nWS5VHTi44k05h/3A+PFGb6X8/HOqmKyZnz+vuUsv1hT/Sb+rZ05YbPMWkoIDzavvRBWNutravPLyr3VrHKBGunKloNWlZYlD1HHHyqRTGYveI5A+58xmN861cgtiWq4rkzAgm7StWPvvedeXlNh/vMV+iJB0MGJEmB7LI7hr2FcLHrHMz19NWh2QvH6wHImzjTAOkr1o2dmTbFMt71o4AL8ePrwIUarNz92/7EXzT7auLI0+S0gYcOnSAdGdduvWL83fe9hrMs+wdpjtCxuje+Ql2iVbsf3553Xrynl+zeu8o9KzLusQZ9Iek5DQr6WLfRHEmXbJTXPLwi6krajjjpVJpzIWvRcar17dP3680Ss2l7OzPfIynQCVqSvjg9qlOM12XxpGEkRg2Zo1IqSpsRF1K1qu9yvehCiJbkEQ67bd0dc57bbC3HcOzpyZ2PK5WHOAdTbVvjD9WvxyVbA7n4RqkXENDTU6sX75cvbRo8t0K4KiwXbqpy/Tx4xJWzGyrPizMvPn1p62vc2/pqWNTEq689WB5jVc/qgrLf1cBrpr6QTVUMcdK5NOZSzabuQnWcSmE1L1JSUeWQ6qraDdfGb79tLVq4uWLzff/T3vP69fL1u7VvetNCgtEQLt5blYE9LV0M2yT9jtZ55nq1ts3+iM39NfO8sqNXV4ctKzCT/2T/p84KEVM/Uv8ZlMB2fPNs+0fUx9i16QQWDtS71LOUkhBQlVX18iVxIWW0HB2/n5c80ts/3kMni2brC+Sd8+k5f2uljbTLwnGB/f7/Dht7XvLF+5ko+bQl2VlOhfQCauoI47Viadyli03TQvWW4ypQ0bdnrTJt0gmvy1s0xUun3zpu573jkhIdYXgvr1y5k2TXZZyVey3bLEFyFEAmVTUbHl8OFFJ06sulZ1umDhwua554Ot/VIl5k9Onfzy7NlY8fE+uUJ60jPPSF2VO2MGmnb4tTYvT3zl0Hruar3GMn8vxdakoqII7U+6FSgguaD8xEoQQn6dK9a/zVpcfOdL1S52nJM2oY47Viadyli03fx5/XrW5MlizQJLy1vNsh8LMqVszRrIEdR0Ho1m+xHfwNF1zl3Jz4dkdNci9YQQI66fOZM0cKCua6rg7bdR1VhsE8y1Peg/p6bq2njXysurdu489sEHaSNGmD+wDThGaQYfXzOVZa89eXJdy0Qu65cixXfi5aKaEHP2kzitTceZtjlePzZfTXy1htw/1HHHyqRTGYveO+JFvERbVZj87LOejo7bgHCElhIf0vF0XAhRFDx9J1atuktm9euXM3Vq2vDhOaGhWbY1U1DtNF51thiEdY1Qce50U/L7g5InD8qcOBFCTS7qdvr0Jhfjg4Zl4eLF+0aPTh06NCPi5eozuzp4vRIFUccdK5NOZSx67+hexPN0dAghXYobFy8WRURARdnPtbqUmantODfi9s2b8oPNYq1gEe6pRd1Im1DHHXsynfv37w8KCvLx8Xn44YdDQkJqa2vlT+Hh4Q/ZCAsL055iFN4q6lj03pECK3XYsFMbNmh/ulaOuuur6l27avbsKY6IqNqxw1ORJIR0di5lZKS1fOPPOvtq4ED50YVWaTh71qqx+va1LnzV8i0s0ilQxx17Mp0jRoxIS0tramq6devWvHnzILZEeExMTEBAQJ2NwMBA/Os83BXUsei9I4YIIaTs25EHZ82yb3S6OCvrv3/9deXo0YxXXkFzExruPkScENL5QIOtfOPGX3JznQ8LOkR8C+v38x39uWJyL6jjjr0lnZBZ3bp1E/tQURkZzd9Bw46/v7/zcFdQx6L3lUNz5tgLLO1CU0aguZmvOXf/uHFy9QRCCCHqoI479pZ0JiUlyR4sX19f6C2xjx386zzcFdSx6H0FOkl+8OvAhAnx/fph59RXX1Xt2HEpIwO/QmwdXbYsf+7cnJCQY5GRaFn+WlycPXmy6MnXbZ5as5QQQoinUMcde0U6S0pKnnzyyerqavGvLvdlz5ZRuOQBp9y36KuFWMkTQurWL780Xr3qcKaqdkt97jm5n+jvnxMaKj9Wz5URCCFENdRxxx2aTodaJysr64knnjh27JgMYQ9WZ+HGxYvO1ZV2y5gw4WJ6usXWDXbObP61uLjV6xNCCOliqOOOPZzOuLi4Hj16FBUVaQN1c63wr/NwV1DHoh3Jf//6q2TlyuxJkzKDgxMDAqCicqZOPbJkSdlnn5Vv3Lhv9GgxhpgUGCiWYyaEEKI46rhjT6Zz3bp13bt3P3nypC5cvC1YW1vr8C1C+3BXUMeiXsW18vJzZrPrr14TQgjp2qjjjj2ZTifTpMLCwhyud2UU7sq93BNpQgghhLQXddyxMulUxqKEEEKI16KOO1YmncpYlBBCCPFa1HHHyqRTGYsSQgghXos67liZdCpjUUIIIcRrUccdK5NOZSxKCCGEeC3quGNl0qmMRQkhhBCvRR133JXTyU/lEEIIIV6FOu5YmXQqY1FCCCHEa1HHHSuTTmUsSgghhHgt6rhjZdKpjEUJIYQQr0Udd6xMOpWxKCGEEOK1qOOOlUmnMhYlhBBCvBZ13LEy6VTGooQQQojXoo47ViadyliUEEII8VrUcceeT2d9fX3Pnj11OR4eHv6QjbCwMFfCW0UdixJCCCFeizru2PPpXLBgQXR0tDbHY2JiAgIC6mwEBgbiX+fhrqCORQkhhBCvRR137OF0lpeX9+rV6/bt29och4rKyMgQ+9jx9/d3Hu4K6liUEEII8VrUccceTueoUaNiY2Mtd+e4r69vU1OT2McO/nUe7grqWJQQQgjxWtRxx55MZ1ZWlp+fX3M8NDmuy/1u3bo5D9ee6AT3J4AQQgghbUEdd9yh6dRpnd69excWFsqf5GHswSKEEEK6JOq4Y0+m06iTSTfXCv86D3fxXu6LOCGEEELagzru2FvSaf8WYW1trcO3CO3D23p9QgghhHgEddyxt6RTl+NhYWEO17syCm/r9QkhhBDS8ajjjpVJpzIWJYQQQrwWddyxMulUxqKEEEKI16KOO1YmncpYlBBCCPFa1HHHyqRTGYsSQgghXos67liZdCpjUUIIIcRrUccdK5NOZSxKCCGEeC3quOOunE5+KocQQgjxKtRxx8qkUxmLEkIIIV6LOu5YmXQqY1FCCCHEa1HHHSuTTmUsSgghhHgt6rhjZdKpjEUJIYQQr0Udd6xMOpWxKCGEEOK1qOOOlUmnMhYlhBBCvBZ13LEy6VTGooQQQojXoo479nA6S0pKBg0a5Ovr2717961bt8rw8PDwh2yEhYVpjzcKbxV1LEoIIYR4Leq4Y0+m8+TJk7169UpKSmpqaqqtrZ09e7YIj4mJCQgIqLMRGBiIf52Hu4I6FiWEEEK8FnXcsSfTOWXKFG2vlQQqKiMjQ+xjx9/f33m4K6hjUUIIIcRrUccdezKdjzzyyPr16x9//HEfH5/x48fX19eLcF9f36amJrGPHfzrPNwV1LEoIYQQ4rWo4449mU7kcmhoaGNj461bt2bMmBEcHCzDtYd169bNebj2gk64b+kghBBCiEuo4447NJ06rePr6wtpJfYhs3x8fGQ4e7AIIYSQroc67tiT6QwMDNQKLCmYdHOt8K/zcFdQx6KEEEKI16KOO/ZkOrdu3TpjxoxbNkJDQydNmiTCxduCtbW1Dt8itA93BXUsSgghhHgt6rhjD6czMjLy0Ucf9fHxmTBhgpzkDsLCwhyud2UU3irqWJQQQgjxWtRxx8qkUxmLEkIIIV6LOu5YmXQqY1FCCCHEa1HHHSuTTmUsSgghhHgt6rhjZdKpjEUJIYQQr0Udd6xMOpWxKCGEEOK1qOOOlUmnMhYlhBBCvBZ13HFXTic/lUMIIYR4Feq4Y2XSqYxFCSGEEK9FHXesTDqVsSghhBDitajjjpVJpzIWJYQQQrwWddyxMulUxqKEEEKI16KOO1YmncpYlBBCCPFa1HHHyqRTGYsSQgghXos67tiT6ayurh4xYoSvDexUVlbKn8LDwx+yERYWpj3FKLxV1LEoIYQQ4rWo4449mc7evXtHRUXdthEZGdmnTx8RHhMTExAQUGcjMDAQ/zoPdwV1LEoIIYR4Leq4Y0+m88EHH9T+6+PjI3agojIyMsQ+dvz9/Z2Hu4I6FiWEEEK8FnXcsSfTOW7cuMjIyCYbERER+FeE+/r6IkTsYwf/Og93BXUsSgghhHgt6rhjT6bzwoULPXv2FN+xwc7ly5eb43R37nfr1s15uOQBp9y3dBBCCCHEJdRxxx2aTp3WGTRoUGRkpJyDFRQUJMLvUw8WIYQQQjyOeySF1+PJdOq6oOS/urlW+Nd5uIuoY1SBaum1qJdk1dJrUS/JqqXXol6SVUuvRaUkezKdffr0iYiIkHOwdG8R1tbWOnyL0D7cRdQxqkC19FrUS7Jq6bWol2TV0mtRL8mqpdeiUpI9mc6KioqgoCAfG9jBv/KnsLAwh+tdGYW7gjpGFaiWXot6SVYtvRb1kqxaei3qJVm19FpUSrIq6bSoZFSBaum1qJdk1dJrUS/JqqXXol6SVUuvRaUkq5JOi0pGVRaauMtDE3d5aOIujzomViWdFpWMqiw0cZeHJu7y0MRdHnVMrEo6LSoZVVlo4i4PTdzloYm7POqYWJV0WlQyqrLQxF0emrjLQxN3edQxsSrptKhkVGWhibs8NHGXhybu8qhjYlXSSQghhBDSYVBgEUIIIYS4GQosQgghhBA3Q4FFCCGEEOJmKLAIIYQQQtwMBRYhhBBCiJuhwCKEEEIIcTOdWGCFh4c/ZCMsLMyVcHedSzoMh+bYv39/UFCQj4/Pww8/HBISUltb6/q5TsKJR3Bijvr6+p49ezpZMocm7hQYmaOkpGTQoEG+vr7du3ffunVrm86lib0Kh+aorq4eMWKErw3sVFZWun6uk/DORWcVWDExMQEBAXU2AgMD8a/zcHedSzoMI3PgWU1LS2tqarp169a8efMgtlw/lyb2KpybY8GCBdHR0UYCiybuFBiZ4+TJk7169UpKSsKDjDbS7NmzXT+XJvYqjMzRu3fvqKio2zYiIyP79Onj+rldxsSdVWAh9zMyMsQ+dvz9/Z2HWzSrx7bjXNLxuGIO1M7dunWT/9LEnQsn5igvL4cDRtWsE1g0cefCyBxTpkwx6rWiiTsXRuZ48MEHtYf5+PjIfXVM3FkFlq+vL5yr2McO/nUebtEYtR3nko7HFXOgBaztwaKJOxdOzDFq1KjY2FiL3Vc1aOLOhZE5HnnkkfXr1z/++OPwu+PHj6+vr5en0MSdCyNzjBs3LjIysslGREQE/pWnqGPiziqwdNWu7MYwCnfXuaTDaNUcJSUlTz75ZHV1tevn0sRehZE5srKy/Pz8HB7T6rk0sVfhxEyhoaGNjY23bt2aMWNGcHBwm851GE48gpE5Lly4IOZQAuxcvnzZ9XO7jIk7q8C6F+Xb5VVz18C5OeCDn3jiiWPHjrXpXJrYqzAyR+/evQsLC8W+kcCiiTsFTswEaSX2IbO040eunEsTew9G5hg0aFBkZKScg+VwsmyXN3FnFVi6MVr86zzcXeeSDsOJOeLi4nr06FFUVNTWc2lir8LIHA/Y4fq5NLFXYWSOwMBArcBy6EFp4k6BkTl03U4Oe6G6vIk7q8ASbxnU1tY6fPvAPtyiaQq341zS8RiZY926dd27dz958qT9KTRx58IVcxjNwaKJOwVG5ti6deuMGTNu2QgNDZ00aZI8hSbuXBiZo0+fPhEREXIOlvYtQnVM3FkFFggLC3O4ToZRuLambuu5xCM4NIeT7g2auNPRqjmMBJaTc2lir8LIHJGRkY8++qiPj8+ECRMcTnJ3ci5N7FU4NEdFRYVYsBBgB//Kn9QxcScWWIQQQggh3gkFFiGEEEKIm6HAIoQQQghxMxRYhBBCCCFuprMKLCdf/G3rF4KdvAquxegwV06/97sTQgghpBPRWf260Rd/2/2FYBcljovrSrsY27benRBCCCGdgq7g17Vf/G3HF4IF91VguevuhBBCCOkUdAW/rv3ibzu+ECzoMIF1L3cnhBBCSKeg0/t13Rd/2/2F4I4RWPd4d0IIIYR0Cjq3X7f/4m+7vxBsv2C00ZR2hzFx5XTX704IIYSQTk0n9usOv/jb7i8E3+8eLLfcnRBCCCGdgs7q142++NuOLwQL7qvActfdCSGEENIp6Kx+3ckXf9vxhWCH4c7v2KbT7/3uhBBCCOlE0KMTQgghhLgZCixCCCGEEDdDgUUIIYQQ4mYosAghhBBC3AwFFiGEEEKIm6HAIoQQQghxMxRYhBBCCCFuhgKLEEIIIcTNUGARQgghhLgZCixCCCGEEDdDgUUIIYQQ4mYosAghhBBC3AwFFiGEEEKIm6HAIoQQQghxMxRYhBBCCCFuhgKLEEIIIcTNUGARQgghhLgZCixCCCGEEDdDgUUIIYQQ4mYosAghhBBC3AwFFiGEEEKIm6HAIoQQQghxMxRYhBBCCCFuhgKLEEIIIcTNUGARQgghhLgZCixCCCGEEDfz/wEYp+cnFfnWTgAAAABJRU5ErkJggg==)
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