Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-05-20020709_014200_20020709_062700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/09 |
Start Time | | 2002/07/09 01:42 |
End Time | | 2002/07/09 06:25 |
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 | | -12.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.88 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-05-20020709_014200_20020709_062700-constBx0 |
Minimum Dst Value | | -19 |
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.
Satellite data B plot for GOES-8 for time period of this run.
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gtiOw9u3b17dvX3HetWvX6upqcV5VVWVnZ2fZ/U4x+TI5IYQQQm5L61r7ToON2JmamvrUU0/Je4906dKlqalJnONE3rndnLtJWD8IIYQQZVFPA2oLdkZFRT3xxBNHjhyRXe5CD1Yr0ksIIYSoFPU0oJ3ezl27dj322GPJycn6jm09B0s99YMQQghREPU0oJ3bzvXr1z/xxBNZWVkG7lu2bDH5tqA59+t3WOTqqR+EEEI6KceOHZs1a1b37t3beErVDezs7P7xj398/vnnllOlnga0c9tpXMANDQ3XpfWuPD097SS8vLz018Ey6X6dAosQQoht8ec///njjz+ura29O9Ehon379v39738/cOCABW/qaUDVYqeyqKd+EEII6aSgqbpy5cpdjvTUqVNPPvmkBQ/qaUDVYmfrMegqa+/kEEIIIZZor6bKcrzqaUDVYqeyqKd+EEII6aRQYLUvarFTWdRTPwghhHRSKLDaF7XYqSzqqR+EEEI6KRRY7Yta7FQW9dQPQgghnZTWN1XytON77723R48ebm5uJSUlrYxXPQ2oWuxUFvXUD0IIIZ0URQSWOLl27VpZWdmSJUucnJxaGa96GlC12Nl6+BYhIYSQToSFpqomJaUuM/NOQ6irq3vooYdwMnfu3G3btsnuW7duhYs18d72qi2hFjuVRT31gxBCSCfFXFNVHhmp1Whw3FZj6fdgVVRUeHl5OTs742tjY2OfPn1+/PHH69KGdThvamq6bbzWXLUl1GKnsqinfhBCCOmkmGuqSoKChMCqTkq6bQj6dOvWLSMjQ1w6ffr0U0895e3tjU+cWxOvNVdtCbXYqSzqqR+EEEI6KeaaquarV6GxyiMj7yiEqqoqHx8fFxcX2eXtt9+Gh48//tjKeK25akuoxU5lUU/9IIQQ0klRcJK7oL6+XszBAmlpaY8//nhAQMAf//jHU6dOWR+vehpQtdipLOqpH4QQQjopygqsmpqaFStW2Nvb4/z8+fPPPfdcTEwMzn/++ecXXnjh4sWLVsarngZULXa2Hr5FSAghpBOh4DpY4JFHHhk5cmReXh7cX3nllS+//FL2tmHDhunTp1sZr3oaULXYqSzqqR+EEEI6KVzJvX1Ri53Kop76QQghpJNCgdW+qMVOZVFP/SCEENJJocBqX9Rip7Kop34QQgjppFBgtS9qsVNZ1FM/CCGEdFIosNoXtdjZevgWISGEkE4EBVb7ohY7lUU99YMQQkgnhQKrfen0dprsUjLX29Tc3Lx06VI7O7tu3bp5e3vja4sjbVWiCSGEkDaGAqt9sRE7jQWWSW9+fn4vvvhigQRO/P39FYmOEEII6WgouNDovffe26NHDzc3t5KSklbGq54G1EbstFJgOTg4hISEiHOcODo6KhIdIYQQ0tFQcKuca9eulZWVLVmyxMnJqZXxqqcBtRE7jQVW9+7dH3744b/97W++vr5Xr14V7l27dq2urhbnVVVVdnZ2ikRHCCGEdDQsNFU1NSl1dZl3GkJdXZ3Y7Ll37947d+6U3YuLix999FFcvW28t71qS9iInSYL7PLly0ePHnV0dFy0aJFw6dKlS1NTkzjHyX333Wc5TAsobgIhhBCiIOaaqvLySK1Wg+O2Gku/B6uiosLLy8vZ2Rlfw8LC/vKXv8BRXJ05c+aaNWtuG681V20JG7HTQoFBWcs9VezBIoQQohLMNVUlJUFCYFVXJ902BH26deuWkZEhLv3f//3f999/j5Pc3NzHH3/8woULt43Xmqu2hI3YaaHASkpKevToIc45B4sQQohKMNdUNTdfhcYqL4+8oxCqqqp8fHxcXFzE13379j377LNXr151d3ffuHGjNfFac9WWsBE7DQrMzc0tPT29sbExMzNzwIABCxYsEO5btmwx9xbhHRW5euoHIYSQToqCk9wF9fX1Yg7WdWnZo+eee87T0/PJJ59Ea2t9vOppQDu9nSanRu3evfv5559/4IEHnn76aSjuS5cuCXdUCNQGOwkvLy/9dbAosAghhNgSygqsmpqaFStW2Nvbyy67du2Ch6+++uqO4lVPA6oWO5VFPfWDEEJIJ0XBdbDAI488MnLkyLy8PPnqnj17nnnmmStXrtxRvOppQNViZ+vhW4SEEEI6EW3dVI0YMeKHH36403jV04CqxU5lUU/9IIQQ0klpu6bq2rVrX3zxxXPPPSev1GB9vOppQNVip7Kop34QQgjppLRdU4WQn3zyyaNHj7YgXvU0oGqxU1nUUz8IIYR0UtqrqaLAEqjFTmVRT/0ghBDSSaHAal/UYqeyqKd+EEII6aRQYLUvarFTWdRTPwghhHRSKLDaF7XY2Xq4TAMhhJBOBAVW+6IWO5VFPfWDEEJIJ0XBhUbvvffeHj16uLm5lZSUtDJe9TSgarFTWdRTPwghhHRSFNwq59q1a2VlZUuWLHFycmplvOppQNVip7Kop34QQgjppFhoqlJqUjLrMu80hLq6OnmzZwvTZiiwBGqxU1nUUz8IIYR0Usw1VZHlkRqtBsdtNZZ+D1ZFRYWXl5ezs7OBny+//HL48OHWxGvNVVtCLXYqi3rqByGEkE6KuaYqqCRICKyk6qTbhqBPt27dMjIy9D3s37//hRdeqK+vtyZea67aEmqxs/XwLUJCCCGdCHNN1dXmq9BYkeWRdxRCVVWVj4+Pi4uL7HLy5MlnnnmmqKjIynituWpLqMVOZVFP/SCEENJJUXCSu6C+vl6eg1VZWfnss8/GxcXdabzqaUDVYqeyqKd+EEII6aQoK7BqampWrFhhb28vvuLkm2++aUG86mlA1WKnsqinfhBCCOmkKLgOFnjkkUdGjhyZl5dnfIlvEZpELXYqi3rqByGEkE4KV3JvX9Rip7Kop34QQgjppFBgtS9qsbP18C1CQgghnQgKrPZFLXYqi3rqByGEkE4KBVb70untNNml1NzcvHTpUjs7u27dunl7e+OrZfcWRNradBNCCCFtSbs0VdXV1f/+7/9uwYN6GlAbsdOgwPz8/F588cUCCZz4+/tbdm9ldIQQQkhHA0InKyvrLke6aNGicePGWfCgngbURuw0KDAHB4eQkBBxjhNHR0fL7q2MrmPSfPVqdVLS5Zqa8sjIusxbNpyqSkzM9PVtKCxsp6QRQghpc6ZNmzZ58uSGhoa7E11tbe0777zTvXv39PR0C946RQOqCDZip0GBde3atbq6WpxXVVXZ2dlZdm9ldKCxtva6pGmsDAH+T6xZk+PnF+3uHjlmTN6336avW9dQXHxWqpfnS0oQFGRQfUFB1qZN2X5+Of7+aatWFfzwQ4qPT21GBpTTtcZGERTEU0N+ftyMGQgq2csrZvLk9LVro8aPT5gzR6vRhA8ciM8gB4fD8+cnLV6ct2NHxoYNoX36wDF6woRQZ2eEb5A2OWTFuXLxorCu6daNq2RwqY2iJoQQtYH2rm/fvvfcLe6//34nJ6djx45ZThUFVifDoMC6dOnS1NQkznFy3333WXY3F6YFkr29j3p6pr33Xvzs2XGzZkGvQMFAr6S9/z7EUPnBg/k7dhTu2XM6NrY4MLAqIQEiCY4QSbnbtu0fPjz2lVekrTZvOSKGDMFnjJsbPg+OGqUTRr166XuATtJppsGDdd6mTEHUSIbukr29vrdgyVtI37668969jT2E9e+v+xwwQOetd+/UlSuLAgKuS7IP8YYPGlQWFgYXczKoZSBApD960iREioyqTEysSUkRl6ARkS3ITFxKmDu3obCw7UQeIYSQdoQCq5Nxz13vwbpF90jyJcTZWSdohCS6VdAIYRQqeRC9R8Ix1MUlYd68uOnTb2gd4UEII0dHEQ684RySCCcHR4+WdVjIzXDEETNxYszkyYc9PCCPUpYtQ1w5W7dC6p1JTS0JCiqPjoZyOjBiRGi/fvBcGhICTQP3aHd3WeoV79176uuv9ROcvm5dSwvkBhfKy8siIgp27YoaPz5qwgQ5r+Qjfs4cXAqTutnCXFxku2AFNRYhhNgeFFidjHvu+hys/cOGRbi6xkyaBOmT6et71NPz1PbtkDhJS5bIWko+hKyJHDMGn3EzZ+LkxJo1lyorxZDZdWnsrKGwsCYlJWPDBiiS1JUrS8LCCvfsEZOoGmtroTZw0nz1KiRLfV4eYoQYCnZySlywIG/79uLAwNumWQxfNtXXGwzDFQUE6ETb0KEiqUcWLUKYQgUiqbAua/NmKK2qxEQkw8IYqBjTrDt5MmHu3MOLFh2aNg2SThgeIvWiIYpEDw8kG4mH+cY9aria4uNzeOFC4cjhQkIIsT0osDoZBgW2ZcsWk28LmnM3DuG20UFPCLVhrDnOpKVBDEEGQQydy8kR0gSOuISvLTPQJEr18UDqFe3dK2SNmA4PtQedJ3SPEFtBvXpBz+0fPjz3q69yt22To8YJcuBsenrWpk06LSU63uTBSqk/L/aVVxBU/o4d+pGWR0aWhoYmvfEGwqyIicEhwkSmQX7dVjIiJyHg4mbMYEcXIYR0IiiwOg0GU6OEY3Nzs6enp52El5eX/jpYJt2v37nAUtCEjgBEEhSPPClKAEkUOWZMooeHrpNJGsWTj8TXXoufPfvI4sVQXbHTpsl9YEH29gdGjIh2czu8YEHs1KnlERGFe/a0YC4XZFPe9u2411i/Ip26vsOJE0VKqpOSDDycLymB2oOihXCk/CKEkA6F7TWg5lCLncqinvohOJeTc6G0NMXH5/j77wc5OPxrHlXPnvKksfDBgwt27TKWOy2jODBQRFGVmIiv6evWQeqdjo6GBDyyaJG4FDV+fNLixcYSSihCkSpIsbPHj9ff3P79tlTGxUGcQZndUWqtlHHyiDAhhKgW9TSgarGz9ZjsKlMhEB8Xy8tjp04N69//+OrVOCn66ScIIIPer1YCoSZUlNBG4ly8PokYIbZMTsAXI5VHly6V53XJR3Vy8oXy8qKAAGgyeVUwMa1N7iSDXWJ2P+wS624Y01BYCM0nbikNDY12d09bvTrYySl+9mzEjquIxWDVseuStMJdoc7OSLkinWqXL9dER7tHRo45f54z1QghnQn1NKBqsVNZ1FM/LGD9ol8tQ4gVHBAuaatWRbi67h8+XHRcmbsFfnRvJs6aBX1WX1CAu46tXCkElnhDU/S9JXp4wHPhnj260MaNw10IM1I6EbPyo6XxR4MVwpCS2pMnb7xf+fHHudu2RY4dK79xaXDk79hRHBgoxkYRke4NUGndDRxnjZbgKwkKwtW87dutz5yysgitVoOjsHDPHeQpIYS0N+ppQNVip7Kop360L5cqK4V8gQS5Lo1UZmzYYPJFgarERAiUaHd3eE7x8ZHdoQKhb7I2bxbi5sCIEQgwedkyaLUYaUUugyN369YzaWmi9wuhyeFAFel7E+9FipVaj73zTvzs2YcXLDBemOPE2rWQemLFV2i7xPnzkX79ZEMC6l4dGDZMvHmKWKycr9bUVH/48MKEhLmXL9e0MHMJIaQ9UE8DqhY7lUU99aN9qcvMFHrFQu+ObswuPl5f0JjsWsvfsePEmjWXa2qgYERnUmjfvsne3rlff50wd27KsmVHly49vHChmH1VFhGB8/IDBwp27TodGwvFdtTTU6Qke8uWooAAIYmOr14th3/l4kV4Lg0NLQ4MzP3qK7FOx35p4n/czJmIAjpP+KyMi6uIiUEicYtI9sGXXgofNChx7lwxsilezMz09U1duRIJvm0uXblyx1O7zp8vaW5u2w5IQggxiXoaULXYqSzqqR/tDrQO1JW56eHncnJudCk5Oen6n7ZtsyZMKCEImtsOyQlRJS/oevKTT6DSxAyqxtpa6CQLs6nEOhcHR44Uk8Zk96rERBHa/uHDg52c0latipk8GXoLl8TaYJBcp7Zvh4wT3pKXL8/YsEHIPrHS2KWqKoQsxhkhkmJiJgcHO1VUxIiv1dVJV640lJdH1tebndefn79Dq9VERZkdaSWEkLZDPQ2oWuxUFvXUjw6OrFfyduwQ7xsqSIqPj1ifAkro4KhRLZicXpeZmenrq/8Oo5xgcehP1YeKytq0CS43Fl8dMCDY0VHslRQ7eTIUYfyrr2pvLlqLAxoOKkrMxDp27J26uszU1JU4Dw8fjE+orsZG0/P0k5O94SEoyKGpScmtkAghxBrU04Cqxc7Ww7cI25GSkiCoh8rK+IKCXQbvzRUFBBTs2tUW610hzLKICLGSvoIz+qGxKuPiILySFi+GSDK4Wh4ZeWMu/PHjTQ0NYl6/6EUTn8EuvbRvarQzNeJeKLjERI+oKDdopv37h+IzNNRZ6Cdz07Mgy5CZhYW7jh9fnZ3tp5RdhBBiDeppQNVip7Kop37cBZqa6s+cScvK2tTQUGjOD+SCJB1c8Bkd7W7OWyeisbH23DnTy/rXpKTIE/mvXLx4Nj0dClK3hr60ueSxyHdu9Fr5vZ2+bh0cU3x8QoN0oir6oBuysabmaFFRwNmzhu8qGpCT4y/CKS2NsDCeSAghLeOq3kTPmss1jdcaA4sDk6qT1NOAqsVOZVFP/WhTrl1rjIoaHxzsFBraDy19QsLcurpMg8nXUAypqSujol6Gh4MHR+Lz0KFpxcWBFtRYxweaUvQzQQlduFBucPXy5RqDwbtLlyphclVV4uHDC48d040DBmnttS56WxJNcdK+rYle4J60eHHed9/hM/2rdVCisbFTxUBhY22trucsPv6Iz0IxlorQIFtDQ/sKmVVU9M/y8khEDff6+oLsbL/S0tCkpMWZmb5IIRJw1zKHENIxuSotG6jvUttYG1QSVHnr82FH/g7fTN95CfOcQ51DSkPiKuO2523Hc2rUwVHigaWeBlQtdiqLeuqHgpw7l5OS4lNSEiS7yFOIwsIGSNOudSoqLm6G7KGmJkV4yM7egjYesqOiIiYt7T3plv7QZ0olDIGfPZteWRln4A5tB9lhfAusSE72NtcFZRkk+9y5XGHXgQPD8QkRKcd4+vQh6B6ITpiJ2C9erICUhE6SOvD6i7G/mprkM6eOhTo765Z4GDo0yMFBvK4YLm1nJPZ/1HpoRBQHfV6KcHW9cWlNL7iErOt9eOHCgh9+KAr/Z17iduEtKKiXPH8rPHyIzluIk7gkIoX2vcWKxkZkGuSXmF9/XXodoXDPnvq8vPLISOtHbNt6NTUDWvDGJSEElF8oH75/OI6C+oLym38LFx5eKJTT7PjZn2d9HlkeKbSUfAwIH4DPQWGD8GmvtafAIrdHPfVDEdCqoRk+cmSR1FTbR0aOO3x4IdQV9ER2tl9S0mIIDmipuLjpUus+CC13Y2Ntevq6jIx1+Aq1UVX1rwnsx4+vVkpgIWHQTyJVQkmUlUXAHZomP38HpJ6YLW4cERxFl9ttoxB9PzD2ypWG4uLA0tIwWIQjL+876KrgYEdp0HMC4kpJWSbJmj6yrBFm4jMiYqjUgTcKQkeOtKm+XkwOE2tPVCUmiv22D02fDuEV7uaq/UKj3azRvqrRLtQEOetUV/BO3Uhr0K5bVkZNDXgrJdRLDMKGhDjLc7kOHBgBMyMihomUHN22NNnbO+errxI9PNLeew+qLuqHCTe1V3bF0Rj9BcAS582LdncvDQ011k9wQbKhxlJ8fE6uXw+ZeGLNmqKAgLqsrMq4uLPp6fDQ4hl1KLhz505FR7sjP1GFUL7NzVfl7reiogCkNjZ2SkSEa2zsK5mZGyEQbzvTH6V/+XINgoIEx5GRsQGfZ86kyTciCstVER64KAbpmDQaVd2YiphNWZs+Pfmpa4TrnsI99U31F69cxMknGZ+IR0bf0L74XJu+1jvZe1rsNJy7hLroiyrHIEd8+qT4zIibMWz/MJyPiRwDz3uL9iLwjNoM9TSgarFTWdRTP1oPWiahVCIjx8q9I/Khr5ygQiCqMjM/QysoulJwlJcfNGgC8RVKpbIyHlIjJcWnxU1XaWkoBERk5Ev66Tl0aDp0zP79rkJhGPSoyQiL0tPXQiCa7MdCk1xdnZSc7AVvMTETJZF0i+Fo7OEN8i452RuKU1JyvYTUS0t7D5kAEQD5JZRfUtIS+DceOjRG7PADvXUuJyd80KDwqQNFdHFBsw/tnlaQtfNw3Osn9q7VrSw/Zoy+zDry8Rtxm2b+clybEvFWTVFqxt4NvxwIjZriFvfqDO1ijXaJRuun0e7UaMf1lCba99ZO1gS/rVOZwfukjq59PbUDJIH1ioN2qSZ4UC+xESSkHmQZtFS2nx/SdqGiAv+BddtZSt1sN6btS+fCRSweFta//8l4X+TMiRMfQmJmZW3Oyvwc+XnhQrlBFxSEDoogP//7qKjxyCWpn6/fTW06EPcePPiSKKnU1JUoXH0xLY7U1Lch2cvLoxBOdfVRfFZWJkgjpGEnTqxJS3sfahgVUhRfePhAKWQXqUAHp6QsP378A5QUIjp0aIZIKurk6dNxKK/q6tS0tFVwgYf9+4cjIvyvwH8JpBmVFp8NDcWo8GVlB1AN8AcD5SsJxBzci4LWHwQXVuMSDoNLNgnMRNahCPLytstdpIKcHP/Y2Kn6z407BU8PCGv8w0FxINtbndi7BOqM8b5Y+FHgsYkqYfBGS1ZZxDsHXjqY9Zm+o1+23/Jk7/jK+O25WysuVkDrBJcEOwU7zYqbtTJ15br0dXn1eXGn4xyCHHQiKVgnkgZHDMbX0QdHi8fElIjBkyIGiXPhbWbczICigH8W/tM51Hlc1Dhx6UjVEbmLC2Ei3rxbZ3mqpwFVi52th28R3hFoC+vqMuPjZ0uN01BJZ0y+dKmytjYjMnJMdPRk0bzpjxgK8GAVlyAvQkOdze21l5W1SXjDI6ZlKRSrFeDIzPwcTVplZVxBwW7hImbTJyUttrAgJwwUMguCTN89P3/HyZMbRBssOoTEPCfRRYTP5ORlaOz1pRLaDLinpr4Fo+QRScSLZrWsLALNfMs2HLzW2HjxfPnNeHXq7ehRT3HpysWLzVevlkVEFAUE6MussAED5PVRxeZCN46xN3vUtvTTruwZsVMnQEO299G+pNG+ceNSeODg/WFDdZPDIKZ3jg72cdw/VbcMmNgRXCekHPHQdryhoqRNjY4uXRozefJhaXPuYGklM90x/V9hBml1iQ/+WZKegT0lPeeY6Dc/cYtHatCK2B+nhEnDpiKHhULV9cBphx0IHnlDQv2skUOICBkUFz37ZLpvpHZsbPgrQYH2WilMuePwZqnd0okoD5JKfXu6/ryI8KGyi8EhuiRFv6MofYNDRCFk381/EfY3o7CXSwqVCp9HjryOX82xYyvxT0BELQXbG5/x8a/i1wEhiN9LVVUC/i1AdaFSXbvWKGoOTsS7C3dUeUS1RN0Wah4n4gXerKzPoREhFiFG8TOBiEQlh0xB5WxsrNWfomdhENbgp4SvqO2Qs3hKwMzU1BVQTrAIX6OjJ8iZiSMxcT5+jMeOvYP/VMIFJ/IqJIhd0uJrmpoaZEfoV7jk5n4JfZycvFxK8KcIRA5BFF9U1MuQ5vAJEQy5jGzEcwAPLgg4fBYW7pF/p+Lk7Nl0RCe6JHGYWwnF3H8h3ILwcRWByBmFJxgiys//Ac8T/VkKKEHkBiRmdvYXKGXxBxXPCrm7FEUj1zpp5oBOLMYe/+C9YKeJIb3xW3LW9vQ9+cn3+d/PiJvhFu0mfsy9gnric2CIrheqf9gtPU/i6BfaD5/TD4zAs2BEmO5vk32QvaSo7HdK0W1JeQtqDGHC0ffYKmQ+RHDjtcarzVch2lKs0KzqaUDVYqeyqKd+yODRgIfObf8646mRm7stO/tL/ebn8GEPPBf070Vo0DR4rBiPraA9wNMQMgUPLwsdNnjS4ZkYHe0unlMIBzfijy8i0p82jhCkXjFf44gQAh7l8K/viKjRtlVURELZiNjxNMzI2IB/vcIDGhg8o4UteF5rdQN8bnjEZGdvxo2iL0p+fKOBxKWSkmDcdfp0LB5D5qZttd3cIOQGGhvRYJtclOFMWtrp6Gixur3YIyh80CCttLX2/uHDkxYvrs3IqM3MSE15+1DsNNHmCQEaoR0KVRQzY2L42sERm131m3/RjRQdOiFq4YRjq94O6ucUMWSQdq4GR9LKhYkfL7hUWdlQViwSACH4S3jgmdy0uOCZcaEzb1Sb7zXaQE3QR/babzVBn0sSZI+hWNHlc4BOjhwIGBUc6BT308zg93rv99EtbKG11+zfNCzsqwHahRrtak3QZzohFfSRTt5FSFuG644+Gu0gTdBuSbf9JCU7QCfUQvbqzoP22mv3arQ/9dT62Gvf1xz0GRm0wj5p9Zth0wbGzp+k9dYEe/aCh6Dd9iHr+wR/4njAf0Tw9j5h3+mkVdhPOvNDtM5CRUHXJicvRd2A8BL6SWRgeLhQh/2NJZrIxpsSraex4cLxpoLvI1U5R+gwCDjECO0l1Bsqp/QDXIBfSmbmZ/ghFBb+JDXnO06fjsbn2bPHCwp24acNkSGNWTuJjltpIqCjLPvEmLhIlYGyDA8fABeoQOiD1NS3pVHs1yBrEhLmoM4jZEgEBI4fCwLJzt4CuVZaGoZfhJhMaaRQHaQwB2lvvtQickw+IiPHwzpILq2u93GlNM3gC+2N/0XOIgr8YIX5JjMwJESMy7tL//0Gm9PKIt7Y2FdQaihB+ImMfFl4RhZBbh44MBLnyFt4yM//XvRZ4mmDBCAZQUFOKHE8o0Sn5qlT2yAi4VmUOG5ESUn7tY+V/3pJJo/G/09ISeQAotuh1XwvHX66w94L3iJH7wtyQDnihxOZuXGgVvOSVjNVq5mk1WxN9PBN9Bgk6acB0mynPsEO+sqpL9QVHIWKkvqfBgQ7jtVqZmvtnYI0fYNuTJB6N9wVcYm/GV9HDJ91cOy2tPe2xUwMSVoMq2FRUpInpDByvvxCOYwS9RkSUPTKA8hEiD/8l0bVEk9RMZ8V+lV0QqunAVWLncpiw/UDekJ028h9zhAieDimpLwlngI5OX54LpubdIJnt/5DCjcePrzQYH60UshpwAl++XK7FRMzBU806Dw4RkdP1N5YjCBUvhF/9fBrt3J0QO4qg6iCIeIcT3ARL9qPlJQVxs9lNCo4zP3BvftIM+stTcnXTVqvrKzPQ6q3nzt1qjgw8EK54euNAH/3YZ3UN7ANGSKvsI+HJgoaTWxdXTb0nJiVL/ppoO3CQl327x9h0G6hERJPZDyL5TE4+Tj00dSwkS5ih8eUt5ZHvvly8tqlwR/2DttwU478JLWar/XUTtCE9nMWPWRG/8Z1+3ZHuLrqwhmq25JI0l724hJ0ZKiLi7aXRjtYE9TbHuEE9+utddcE9XHQ9di5SAqs1y2hiT0ob4xs4txRc3Pa7s3XOR0ctAM1IYP66Ka+ufYKGzsgfu4seSKabs5fcWRK1PLT5bFiLld9fd7VqxfFECFaI8j9urosqR/lEOqwaKqh0dHAZ2Xp+lmlYy/a15MnfaUG20OnLw+MlKWJgQILDhZCzUSf3E21oZMgN7vcnIw9CK2DHzJaVhSx9ubkPCgYSATIiJvFai9HZFKv3IyujyzU5K67mJiJkBrx8XMQ1+HDr0sPGX/kjNiZANUJP2TUoqgoN6RT/GxFPQwJ6SulECnpL9IpByt6zSHy4DM5ebnUBaiTRAjn3LlT4g8S2n7kOWQZshqyRu7cMk6qyEY5wcb5LJ488ju54tir1ew0LIjeO/V65nAEajXrtPZvaDVrD4xw0/b0DR3wgVbjH+TwulazWKpS9tIh9TzpqtqwYF2NnBPk5BHi/NqBl/Qrn+go7hskeYiZFF22f0PCPN1gn1YzXNJhYQlzYo68kZT52ZexU3+IcIVc+0bSmkhbgEhJSO93ghwCpITFxU3Hz/nQoalavQSfOXMcskmcx8ZOQpaKmbWiBorH7C+/aG9WCQcpnBkoGiH0xW8fhWXDDagBarFTWWy1fuDvhfhVHDigm0+NNgB/NGNjpxk/XPDox7NeX2bhaQWXgoKd4qd16tQ3aKvvwktbeAo3NBRpb4y/DNDenCgjDxiJocby8oNlZRHQjngEiH+iaDCsCb+4OFB6dDqL8Re0avJTXiCmTh88OAaPJLRDly5VGq+8YDMgB6yRyyh3SM/4+Fe1Rj0Q+s1SdPQEtGpxcbO0N3og+qBQzpw5hjb1X0Hp7ZIklEplWUJFcfTF6oryY9EZGzbIa9zHTpkSO3XqiTVrqhITq5OTo93dIa3EnkLXpXlpkI9pq1aVBAdXxMTUZWaK2fQQlCk+PukffQTPx959N6x//+Tly6PGj8dn+rp1mb6+pSEh8JO1ZUvcjBnpH38Mb/haGhpanZR0eOHCtPfeS1m+/KinZ8K8eUhJ5mefwTF1xQqxG5Jo+5Ck3G3bcBdORE9h2vvvIwSx0STSADmLJCGFxltP3nbzb1gFHY9KWFOTnJa2KjPz0/T0j6AYUG/T09eVlATjvwR+rajAojhCQ3vrK93w8AGSCB4tNZlTJCW3RZrWtiMv71v8uxD/uOToIE3EEKT4xI8CPhFdcvIy/AqOH38vPn52VtZmNKuQSjeLtS8u4R8aZHdi4gJJUblrdX1RY0pLw4z/5xg/NOSxRfkEwgu/tfj418TT5sKFCtRMpFaaEqeTVvn53+pXVKTTmsmalZVx4m1iiH5YjScGFFhElJt4Fyc//wcov+LivUnJXglJi46f9D2QtCTy2PtrIobtip4AvbI5zAXCaGVwn1Fh/UeHDXIO7mWv7bkobMAUreadyJdGanu+HvUyKsTLB0e5hvaduH/EiBDnAdJ8cHkYrl9IH6nnqZfhHwUoJ2lQz1ka+3PQ9hSKakrMJI/DHiMPjhwcPqhXkM7bCmlSVK301w5F87VW88/gXvhl4amlP4YAQyA6MzLWS0OiJ2Gd6BSUxPQSVAMxvoy/UtKjcghux6NPDECjiPE71d7QYTPwxEP1k7wN0v+NC4Uq+j5vvqxz40+UrTagxqjFTmWxmfpx7lyO/NyR1kBK0P+FiH9d4leRkDBP+vf8k/4f1vT09XiO4/mOXyOe7OLndPbsibu2bBLSjL+k+LVnZ38JLYj/pmjXMzM3Sq3FNOnPqzeerXCXn/VSczJGqzch6bbgwYSI8KjFYfKNMFzla2LGIN/wgC4q+idUFBp7VBIcFRUxeO7n5HyJ5lb88RVDMHAUzXbL4jqXk2P8xmJbrO9vJZcqK6HhoMmE+PtXF5c0l1+smhH18stJixcnL1t24wVMR8cgB4fsLVugGnP8/CDFkr284HLYwwM6r2jvXogwHGUHDuT4+/8SGAhd+ItWi8+SoCDcUrx3LwRc5saNEHwQeblff53s7V0aFoZL5QcP6pRlWFhOwNbyhMj6ujwc+JFCpqDqQkYg542XoBP7kVtvskGvNkJDWeP3CHf9B4Jo5vHZ+reAESz+BBospCJPPjPHxSsXS86X7CncMzdhbkRZxI78HSfOnvDP8Ufmbsvdtqtgl0+Kj0eix+KkxYPCB4llCOAyNXbq2vS1M+JmLDmyxDXCdZDuFRLddO8B0iylgdKnsySPDI6ekhhyCnbCZ29JHvWURvHko49018SYifgU88T7h/bHJ8L/IvuL7Xnbg0uCkbCihqK4yriw0rDZ8bPfiJul680K7SuvStV4rbG0/lRE/vcG61Qh/8WonAXZKn/FjxRyXL/fXcwMEf8tDW7PzPTdv3+4PDKAWPBLF4/ZX34JhG6DQkXR5Od/D294coqJfXgg4PlsMw3obWkHO20gczu7CXgwSe+v6dYFwB9N/ITKyw9IEzj65+R8hT83+K8GaRIXNxse8LdY/yeH3wn+5N1cWl3olVHaf41TON3NHe7EIgs48APWdzfoQ8LT/OafKt2ACP5w3+na5WiERAhiHQeiCNnZfshSKOP2TkgbcjY9XffWpL292EQy56uvsjZtip0yBee6AUqjMU0xgimGO8VYZNDNMU39QyyHEdK3r/bmTucmvQVLY5phUtTBDjeW54gYMiTC1VUnxSDOgoPT1607c+xY4Z49DUVFVYmJdSdPQhcmzJ8Pb8FOTic++CDRwyN361Y4nvT13T98+FFPT3wemjr1yKJFUHKnY2KKAgLOl5aWR0aKjQegayEuxQut7U699DiCompoaoCc2lu8VwijGz1GYboJ3WLdAXuD4V7pEC/T9Q7ubXxJv2Np+P7h+BwaMVQjrfw0PW46lNnGzI2rj6+eFDMJjvgKjfX+8fc9j3puzt7sHu2+6PCiJUlL4J7fkJ8pdbYhqTWXa6D8kNrChsJ6iw/SvPo84xUW2heoMfGWwG19dvYG1HoosKzFNt4ihD7Izd0mOqXEgJpYUvzmrAiNwfvP5oSI6IoQM59E9294+CDxKtPdMOMm+FsGtZSUtNjcvnsyZ86klZQE1dVliXfg7zQi3C7y57Zb0JA7Qg0rf16qrLxcUwPxIU9rw9eCXbtOffstdFLs1KnVSUl1WVk5/v4n1q4Nl+bgQ9OEDxqUsWEDTlJXrpRVlPbmehZiPpkQatETJmilXcm1fZxC+/QJmzDmn2MHi2U4osaPlz8jhg0z1mHi5U3x9qh4xcHkVDYh1MSnSUUo+uREqg5IY6NhLi4QYYnz5x95/fVod3coy2Rvb5hpsq/xjqg1mtoIXXLxykUIDvEJgZJYlbgydeVH6R85BDlAzUjdS8766R4TOQaXJkRPwPmQ8CE6D6HOQniNPjjaNcJ1ecry8VHjt2RvmZsw95OTn+AqxBCE1My4mStSVvik+GzN3boqbVVaTVpgcSASEFMRA0kE3WMsjGpu93RSG523Ab1TKLBaQmcx4dy5HNG1K14Plrtwxeh4YuJ86e2eN8VEpWPH3snK2nRHYzTiLe6ammSE0+LlEjoL0I42v/5Qm4I/5fn1+Wiu0HqlSzoVbWFcZZzlf+o2DAzflfVdzs2XDzLrMiELYkoiP0lcHVoaiib8YNnBTVmbDp0+5HdkfXi+9qfoTTgCs370jXt/b/Fez7hF35z6Zsp+t09PfjoibOiixIVDwgaPOTjGJcwF0mFO/Jxh4UM/Tv94csSEzzM/nxAx9sO0D6aFuS0+MHfk7n5D9vSetMlp+LaePu/0n/qR5tM3Br/hrfl0tvOcVZoVr9vP3tj39Y2Dvb9xm/f1iMWfDoG3dz4ZO+VjzcZPpnq+1+/zT6e98lX/xVtG7J495rvJg7S9HXe6aHaO6vveq5od4/q9O1fz3QinjRM03w/QfOqu2TxWs2Ogxm+0JsCpJ86DRrqun6yJfHX6j/NfTv5g1VdLxux769XAd+fventmwmcfbv9g5omE4E3Bb+0vCPFI9PA7uXlGiNuqg29+9vbYLe+6zY9+9aXwEaJDCOJpVsx0v5Ob4GFFvBfs7RPaZ0DYAKdgp8FB/aWOJWdZVIkVm+RjTerqtcc+POz3cejYkSmfrtu0fMyJgB3Jp49ABqGKil1fUDOhAvXf86gv001EgxRuKCyEYjZ4BQSea1JS2nFIunPRWRrQ1tM+AsscbRSF7N7c3Lx06VI7O7tu3bp5e3vja4vDVyilbUh6+jppPulkMRauP7MVQqqgYJfo9WlsrM3N3Wbz8ojcfSLKIkYdHLVJ2ggIikq/kRsfNR5t4eTYyTifGjv1ogr6sfRB+51UnfTB8Q/EINSEqAliVSF56EpM2ekX0s/c+JQQDUJA9DI1J9rKES4xLtZPGiPrLUVq8hAhiNlCBnrFNWywg9Z+oJg2FKKbitQ3SOet1883Rtzsf5aG0n7SfR30g7Q6wA+6SUh9d90SRa+90oSkn3SX+gTYyzcaHDemNP2sC8chsKexB3EM/Elny+tRczxi5q7/bt6CtzQr5+l0Ho79I0aE9e8vevLEIGyItOtU/OzZlXFxZ1JTU3x8EufPF12AKW+/HTN5csry5bqeuZEjRRegGJ8t2LlTtzdUQUFxYKCYSCcm1eX4+0NpiVcoLtfU4BOazKAC3OUdojoanaIBVQTb7MEyF4Wfn9+LL75YIIETf39/k95aHH4HQRoEdBVrMolXr8PC+smv0eq/okVIWyAGaERnA45Z8bM8Ej3E+cy4mZNjJgsZIea+DIoYBD0xw9SK+bbK4qTFOmkS4WqsfoSIeVl63QwyFJ+DwwfrqyinEJ10GBepmw09L2Ee5I7XUS8IWTGhZ3nKcijaNSfWrDy2ErfjEjx4HvUcFD5o0ZFFiHHqoakLEhfMT5zvcdhj+P7hULdydCP2j9CNl0UM6R/WH5HiQLkgCnydl6h74X9K7BRdsve7wmXo/qH6yRZFiXs1N1eqtA+6ZUqTkGX9gqWOpZ+dJG13izzqKckpZ0mHDd1ubx+oGf1Fzz57NIO/u+FttJ9m6Ncaz7ecpn6kmbvGCR7cPrOHLHvpi54e79gvXe7osUIz+33NysVOc1bpetS+HnrjRc6Do0drpSU2dDZJQ5k4YiZNCh80CMIIainy5ZdNiDRpgVwxhHpjYQ6HW/aYEhItVJoGJ4INuTmECgGHuEJdXBD4gREj4JK+dm3Ghg11mZmXKitrUlMRddT48VETJkSOGXO+5F8vadakpECilQQZLr9sDdCFB0eNQgj6jhfKy63vV8vfsSPbz0//zQYxln0ux9RmFTU1FTExBoHX5+WZXN7FgA7egCqIugSWg4NDSEiIOMeJo6OjsuF3EMSkqKio8enp6+T1youK9lgz/ZAQCyRVJ6H9PnXuVGR5pMHQ3p7CPdtyt3104iO02S7SCtEvHXwJ7frE6ImiRVp/cv2ugl1iZq5/jj+8/fzLz7hl4ZGFwoNPio9vpu9Vpd/HRIA553IQcp6pCYWFDYVxlXHxlfGrj6+GN+P5PbgdluKz3MzqG7gEo+AHt+M802gZC2Raak0qJCZk0I+FPyIlE6J0U3/wNaIsAlFDCc2On40sDSoJQgLSpL9ASBhCS6lJuXjlIj4rL1XCHSc1l2vEqKJIz22zS38qtEnPCBnu0MTi9Tp5JhMc9XsWxUQipEG+ihLfkb9j26ltKLjU6tSAogDcHlgcmF2XvT1ve+zpWFgXUxGDT3yFdag5yAqUOExec/xDuOMWeAgtDd2d/yMc/dO3ZJxK+D7gvYxd3+wbMfDkhg15gf88m54OqxFvUUBApq9vqKR14mbMOOS5qDQsLHvPDyfWrtVXPOWRkRAE8CDrHoiksydONNbWQg3gSF+3LmHuXLlXqfnqVegeuBxZtEiEc2DUqAhX16zNm1NXrkx7913dTP81ayBfivbuLdyz53RsLIRIjp+f0F7iTYXE+fOzNm3K/uILOEZIGyEYCDXxioNY5NbAQ+7WrdAlYjvRuOnTtdL7pNFubojdZIGaXLkD5ojQUpYtq05KEj1kpaGhWmm9t0tnzsiyCbEgG3P8/cWCIyIH4BPnIgQoKjnYZG9vXeL7948YMiR+9mwRbNqqVcje/dKUPmTLvypSXJxWev3CuMfOgA7egCqIzQqs7t27P/zww3/72998fX2v3uyP7dq1a3V1tTivqqqys7NrcfjKJLRtyMnxj4hwFas4Xr5cA5lVWLinvRNFOihCH4i9L8JKw9D+mVQSaEo3ZGzoE9pH7lOBQrouzThec2LNO8fe0f/7L16nWi29Hog2tX9Yf3g299IT5ALEh+gjwYGUoD02OWiIuCy/OSWuQuJAnUDDIWFLkpYgdtGzMubgGL9sv4jSiIWHF3544sNv8771y/HTf39evAs2L2EeFMOW7C2LkxbjdtwLP2I7to/SP0KYgb8Eeh71/C7vO6RzV+Eu1whdj47otoFmwifUEm6BHwT4Suwr+jkj+nXmJMxBSnIsLv1KTAL1AH2g300C5QQBBH1zsbxcbtohpMSrA1AAZRFWvfkrNo+CSrh+6xCeueE8xAWxcr6kpDgwUH5lUmzBDl0CFaJ7a2HNmqJ//vP46tXxc+Zopfc3hRCEWElevvzw66/Hz5ol3jAQqitKel9BLJaGoyQ4WPQeCXmEkKEO4Z705ptQhLI8gu1wP+rlhRsjx42DByQAlzI2bBDhhPTuHda/PxIMz6HSFlii4w2O8CbvlyUUKoySDYQVWr1dsyB2IUblMHUpWbz4utRxddTTU6gxHMh5OZeQfpQXPMguKJoO3oAqiC3befny5aNHjzo6Oi5atEi4dOnSpampSZzj5L777rNwu4W5Yh22fpw5k6a/fxYhlqm5XAMRAH2gPz41K35WUEkQZBa0UemFUiiVdRnrhAfhUwisEQdGjI8aL8aYZOmAr/ATUxFTqPdCgDWdUmln0iBKxEgTjmXJy1alrQooDIBMgdaBcHnjyBsOQQ6I+rWE16BgoGw2ZW365tQ3cxPm7izY6Z3svfHkRoTwcuTLxjNyxJv5YkjOYAqRSLYY8BI6zOSUJjH1RyRP5JLBakZiMpMY7xPeDDxMOzQN2YVMw7mvtNUJUQ9QFTUpKbUZGRB8EGSyO/TZDb0i9cxBNkGiwWeEq2vctGk3etSGD4cSipk0KcjBQWxjJW/cebmmRvQbyT1PEdIunxBwEEMXSkt1fW9vvXUjnJEjEY7oeUp47bX9w4efXL8+0cMj2ctLFkZIT+GePZBKcbNnw+XYO++UR0bCPXbqVKS8qaEBIi9uxgwkozggADGKpXHFi644MjduhKNuEpuHhxDBQixGjR8PGXcuN7ciJibv2287bAOqOO1mZ3p6OqTPQw891Naqpbi4WO6psuEerJKSoNzcrWLZ3PT0de2dHNL+5NXnlZjf6BdX3aPdp8RMEc3/mMgxEEYjD4yUO3LEMF+voBtqQ8ynDvolCEoI2mtH/g6PwzemVUGyOIc6Z5/LNjkGZz21jbUF9QVCAAndoz+32uQhvAkPjjcXxRYHVA6CWpaybHLM5ISqhJSalDUn1mh0a0IOhKUQOiKi3QW7A4oCGpoacs7lwDTouXXp63AJHqC3IOzWpK9Zmbryh4If8Pla4mu4BfkGD6MOjBK2QwtC3ml/0ULwRZRFIJbv879HpB+lfwSfy1OWwzHy5mKYjdcajccQiZopDQ3N9PWtiovL8ffX75kTA3wGQ42xr7yStHjxibVrobHiZs2Cfkr/+ONQaZL+mTTdyHJdZmbWpk2QOELWXJc61eBN7l6Cf+Hz+s0RQF1XWVCQ2PMAgkm4iCU5YiZPltNTn5eHiHDoL7TRUFiI6HK//BLiL9rdHe5ViYkihGw/P4QGyai9uUSIWLYNRwdsQNuIdrPT3t7+3XffvXDhQltHVFJS0qNHD3Fue3Owzp3LkTbqGqO//VOW9N6WGkBzhVYNLaJqX/U3R2JVongwf5X7lX+O/6HTh/Cpvx6PX7af8PBawmtQFbgkJhvFVcYtSVoid8MIDYHjxNkTBkOHMRUxkGKQHWIVIqVSjlgyajMg+BC1GF97/fDrEDqr0lYhrs8zP4dqGRc5TgzJTYmdgrTNTZyrMyTxtbkJczec3LCncE9QSRCSVHnrjgIwMKk6CTaK1OKqOQEqJl2Z7HgTE61ETkIqVd6tTQuI2kAFLAoI+OXnn098+OHhhQtztm7FJ/STuHrl4kUIMqFXTh86ZLCsa6KHhxgB1J+Efnz1av3JZwC6SifUZvzr/RJEClmGX3zG+vWpK1fqT5mHZxGdfg+cmOu2f/hweWYYThBChKurGKws2LWrOinp2Dvv6MYl+/ShwLpLPPjgg+fPn2+jwN3c3NLT0xsbGzMzMwcMGLBgwQLhvmXLFnNvEd5RkXeQ+lFXl5mVtVl/c5vCwoCKipjW70HRWUAbL0TAnjaeZAYltz1vO46OtnqyOQKLA/W7c0RvzaIjiyCzRD8ThAJEzOz42cYW1TbWBhQFnKw9CXuht6Ah7v5KiWK5yOuSDDLpQSzqeF3a+eT6zRnfhKiHqsREKCGoKOMtLKGiMn199edCmcN4NyRoLOMAhc/0dfgzu07/FtEHFjt1qoHnixUV4tkjZoPhFugzsaQFRFsHaUDvAu1m55/+9KfC271r0GJ27979/PPPP/DAA08//bSPj8+lS5eEe3Nzs6enp52El5eX/jpYnU5g5eT4ix2L4+NnJSd7nzuXa80uvDYGmlXnUGenYKe0tlx7Ak14UEmQUCqhN/feupsg0hlxM3YX7BbvYRkn72rz1cJbF0GFQBFveAlp5RLqIk9FEpOuVqauvGvpJ4S0BWKdrXZMgIUVVosCAqCu9Ke3y3SEBvTu0G52bt68+aWXXqqoqGivBLSGu1M/mprqL12qjIubkZAw99SprzMzfc+fL6muTiotDYuPnw13MSbYaPRiuaqAvKhtrI2rjNuWu834HXuT7CrYBakB/9Z4TqxKhIYbfXC0GClr6wk09U31vpm+SJsYn6q8VBlTESNmZ9+YaRTsODF64uKkxWIMyz3aHfpSLJi05MgS6DCIKoQgC8GayzVIM3IGymxOwhyNtFeaEItWZhchhCgIBVbbR9x5Xs0T3M2kis2YIZ7CwwfpjwCGhvaTt1gODx+QkbGhoiKmTVPSoUipSVmZuhKfBu5QIaKfxuOwx8LDC+HBnHRovNaYfjZdvEvfP6y/wVWDOTdiIXL5NfvY07F3YcLNnsI9IrqgkqDjZ4+LPqfJMZNhoHhfT2xPK97XmxhzY4kpsWC3UGDyAo/GE4xgPuTaodOHIMg2ZGxoa1sIIcSYDt7WK4ha7FQW1I8d+Tu2520/VHkIJ2cunUmqThLDNBevXgwsDkQrjkNseG5u/kpNTUpDQ+GFC+ViQ+Xm5qvXrjWePZuelbUJ+knso4wjMnJsdLR7aGgfeVn2qKiXob0ylG4gxeKBFjxAtcA6NMzr0td9ePzDuQlzoyqikAl3bYKOEEb4NHC/eOWi2KhV6AzR3/P64dehkMRSQzANqR2+f/jwA7r34+Ynzsf59/nfR5ZHQoVAcyRUJoyJHIMb5aWJUHaz42cLpbLoyCJr5AjklzX7vCJSHBm1GZBQuJpYlVjUUOSf478zfyc036SYSdBSjkGOQjKKl/hWpa0SM6XSzqQl1yQjB8ZFjRNpg5nQlD8W/Ajp+XHGx7hrZtxMMRqotv1nCCGdAgosYgnUD/23xEU3g9huQrzoLi+lIzZenZ8wZ3BY//dTVozfP/yTo14eYf03RL/srdWs1mqWazVeWs17+4fNDnLcuH/Y61rNZ2Eu+NwU7PT5oWnh6Wsz6zLR2Dc11Z+tL4Amy8j2gybLrcu6rtAm7ZAFm7I2QW2gdYfsMO77Qexo4DdnbnYKdhoQNkB/6rRYnnFW3CyfFJ+4tlkmflvutjUn1ghLEQui8072hpAVa2fLE7ThIaUmBZc00vpM8rRuB60DJItbtJt+eXke9cQt0EzGSwBMOzTNPdp9+qHp4vU6lKy+tIIAhY6ZETdDf4lI5JiY/44YnYKcpsROGR81fl6iboORufG6t9vW6a2agVzST4kYrRPLL4nMxAFD4k7f8PZR+kcI2bhQYO/kmMmIyKCbSmQIioyvVRJCOiYUWMQSqB+i/RZL74hGWrzW7iR1ohhssyWOXpJjrxvrFppY1MdR+uxzYwUgJ/3hnlEHRqHBRtOu27XtkG5fWOgAoepcI1zdotw8Ej1wNbEqMbQ0VGx2gfOpsVPRQkM2vX749Z9/+VlsxKHfJENdQTxpbi6TiEPoJPEOl1+2HyIVKzfKHqADxHKO8gLZYvFJfEJ2KNiuI/0/Ff4kIn0z6U2oK4QPaQXJJVQUkgHbDcSH2GkEEmrp0aX6GTg5djIUSUBxgG+mr8gBsSqSvM7TgsML5sTP0R9xEyuV6yPvWLwkaQmE17EzxwKLA1ceW6kxWr5SHGKV8KH7hzqHOiM9s+NnoyD0BZaoOaLLbVzkOJSgrOcCigJgKXuhCCE2BgUWsQTqR0jczJ9jJofEz94cPmhrhOsbWs0noQNmaTWfhvT+QKv5Sqt5V6vBCdxn4wiyH4zPYCeoK/dgXZs6UOqusA/qKaTYAOnrUKl/aLTUBzYkfIjGaMNUsZy0WPKx940QTOyo6h7jLnfk9LxV6ol7X41/FU3+/MT5OBe9OwPCB0ABfHjiw08zP3037V1xr4hC7p+DxIHkgoQSKkqMfsZUxAilMiFat73awLCBHxz/YMPJDdPjpo86OOqL7C9Wpq5swfqTkeWRGr3lIvV7nkQ3lWy48Vt1AiQP6ie6PBq6ClLJuLcPVuwp3JNRmxFRFgExJxwRBeTO16e+hu6EnDK45WrzVYgkeBA5I/rzxLLmLqEusHrbqW2QUIhx1fFViHT7qe0IUN7zWBxQjUhzZl0m9G5qTap/jn9xQ7HYCe5Oc4kQQjodFFjEEqgf+nPPQ0L6SCsmDMbngQMjIyPHHD26NDPTNyfHPy/v2/T0dTU1yUVFAefPl5SVRTQ21optXNF+l18oF6sd4itOoAnSzqSJz4YrDaGloWj+IQICigIgfRYeXgj1gwZ+d8FuNP/aX7SQGltzts5NmLskaQlacagi0fUiBiiHRgx1CnZadGQR2nv4MSfUoJ+QEqGZ5NUpRX/VK7GvjI8aDx0AhWR5ehYMudETZkoRToia0D+s/7bcbQjn4tWL0GTHzx6HLIP2Eqs+Qv1AUQmFkVKTgkghAUUICVUJyBkxv3tXgW4vCGTX6uOrfyr6Cbe315Yj4q09seI5zpFvFoZrcdU92h35g6y2sCUfIYSoAQosYojBW4TR0W7R0e5HjiyKihr/yy+B0FLnzp0qLQ29fNeXZNQn51wO9FBgcSAUFdp1/bYcKiqzLhNabUPGBt+TvlBd2/N0/Ssxeu8hQiVABECWfZ75OQTBHS3eCBkEubM1dytuh5x6LeE1RDE2cqys5MTWK2I4TD6G7R8G/2KocWbcTAiRqYdu7G33Xd53+vO67v5alxYQG54gSchP63PJmi35CCHEtqHAIpaw4fohJo+3JgTdy4Y3R7sgKaA/9hTugXISI2XyXCWIMHkzFjEVSWx+0jukN0TY4qTFSlhDCCGkY2HDDagBarFTWdRTPxREDO1FlEUElQSl1KRAyeHwzfT1SPSIOR2zq2DXd3nfOYc6c30mQgixYdTTgKrFTmVRT/0ghBBCFEQ9Daha7FQW9dQPQgghREHU04CqxU5lUU/9IIQQQhREPQ2oWuxsPZ1o20RCCCGkY6KeBlQtdiqLeuoHIYQQoiDqaUDVYqeyqKd+EEIIIQqingZULXYqi3rqByGEEKIg6mlA1WKnsqinfhBCCCEKop4GVC12Kot66gchhBCiIOppQNViZ+vhW4SEEEJIK1FPA6oWO5VFPfWDEEIIURD1NKBqsVPQ3Ny8dOlSOzu7bt26eXt742vLwlFP/SCEEEIURD0NqFrsFPj5+b344osFEjjx9/dvWTjqqR+EEEKIgqinAVWLnQIHB4eQkBBxjhNHR8eWhaOe+kEIIYQoiHoaULXYKejatWt1dbU4r6qqsrOza1k46qkfhBBCiIKopwFVi52CLl26NDU1iXOc3HfffRY832ORu5JeQgghxKZQTwOqFjsF7MEihBBC2hH1NKBqsVPAOViEEEJIO6KeBlQtdgq2bNli7i3COypy9dQPQgghREHU04CqxU5Bc3Ozp6ennYSXl5f+OlgUWIQQQkhbo54GVC12Kot66gchhBCiIOppQNViZ+vhW4SEEEJIK1FPA6oWO5VFPfWDEEIIURD1NKBqsVNZ1FM/CCGEEAVRTwOqFjuVRT31gxBCCFEQ9TSgarFTWdRTPwghhBAFUU8DqhY7lUU99YMQQghREPU0oGqxs/XwLUJCCCGklainAVWLncqinvpBCCGEKIh6GlC12Kks6qkfhBBCiIKopwFVi53Kop76QQghhCiIehpQtdipLOqpH4QQQoiCqKcBVYudyqKe+kEIIYQoiHoaULXY2Xr4FiEhhBDSStTTgKrFTmVRT/0ghBBCFEQ9Daha7FQW9dQPQgghREHU04CqxU5lUU/9IIQQQhREPQ2oWuxUFvXUD0IIIURB1NOAqsVOZVFP/SCEEEIURD0NqFrsVBb11A9CCCFEQdTTgKrFztbDZRoIIYSQVqKeBlQtdiqLeuoHIYQQoiDqaUBt005zvU3Nzc1Lly61s7Pr1q2bt7c3vrY4fIVSSgghhKgI9TSgtmmnufLz8/N78cUXCyRw4u/vr2z4hBBCCLGAehpQ27TTXPk5ODiEhISIc5w4OjoqGz4hhBBCLKCeBtQ27UT5de/e/eGHH/7b3/7m6+t79epV4d61a9fq6mpxXlVVZWdn1+LwlUkoIYQQoibU04Dasp2XL18+evSoo6PjokWLhEuXLl2amprEOU7uu+8+C7ffY5E2Tz0hhBBic6inAbUROy3onuLiYrmnij1YhBBCSDuingbU9u0sKSnp0aOHOOccLEIIIaQdUU8Dapt2urm5paenNzY2ZmZmDhgwYMGCBcJ9y5Yt5t4ivKMiV0/9IIQQQhREPQ2obdq5e/fu559//oEHHnj66ad9fHwuXbok3Jubmz09Pe0kvLy89NfBosAihBBC2hr1NKBqsVNZ1FM/CCGEEAVRTwOqFjtbD98iJIQQQlqJehpQtdipLOqpH4QQQoiCqKcBVYudyqKe+kEIIYQoiHoaULXYqSzqqR+EEEKIgqinAVWLncqinvpBCCGEKIh6GlC12Kks6qkfhBBCiIKopwFVi52th28REkIIIa1EPQ2oWuxUFvXUD0IIIURB1NOAqsVOZVFP/SCEEEIURD0NqFrsVBb11A9CCCFEQdTTgKrFTmVRT/0ghBBCFEQ9Daha7FQW9dQPQgghREHU04Cqxc7Ww7cICSGEkFaingZULXYqi3rqByGEEKIg6mlA1WKnsqinfhBCCCEKop4GVC12Kot66gchhBCiIOppQNVip7Kop34QQgghCqKeBlQtdiqLeuoHIYQQoiDqaUDVYmfr4VuEhBBCSCtRTwOqFjuVRT31gxBCCFEQ9TSgnd5Ok11Kzc3NS5cutbOz69atm7e3N75adm9BpK1NNyGEEKI+1NOA2oidBgXm5+f34osvFkjgxN/f37J7K6MjhBBCiDWopwG1ETsNCszBwSEkJESc48TR0dGyeyujI4QQQog1qKcBtRE7DQqsa9eu1dXV4ryqqsrOzs6yeyujI4QQQog1qKcBtRE7DQqsS5cuTU1N4hwn9913n2V3c2FaoA2MIIQQQmwc9TSgncxOc/rm7vdgEUIIIaQFtKzl7XTYiJ333N05WJZjbwvaOgobMME2orABE2wjChswwTaisAETbCMK9agiBbGRLDMo+y1btph8W9Ccu3EIrYm9LbCBHw+j6AjhM4oOEj6j6CDhM4oOEr5N0umzzGTHY3Nzs6enp52El5eX/jpYJt2vU2B1fhNsIwobMME2orABE2wjChswwTaioMBqAcwyBeCPh1F0lvAZRQcJn1F0kPAZRQcJ3yZhlhEd/PF0EFgQHQQWRAeBBdFBYEG0AGYZ0cEfTweBBdFBYEF0EFgQHQQWRAtglhEd/PF0EFgQHQQWRAeBBdFBYEG0AGYZ0cEfTweBBdFBYEF0EFgQHQQWRAtglhEd/PF0EFgQHQQWRAeBBdFBYEG0AGYZIYQQQojCUGARQgghhCgMBRYhhBBCiMJQYBFCCCGEKAwFFiGEEEKIwlBgEUIIIYQoDAUWIYQQQojCUGDZIM3NzUuXLrWzs+vWrZu3tze+Cvd7bqVr167W32vOnVjAXKbl5+cPHz7cTgIn+Gr9vSyIFmAu02pra1955ZVHHnmke/fuK1euvKN7WRAtQ37+6Dtak5ksCGUxWRAW3GVYENZDgWWD+Pn5vfjiiwUSOPH39zf2s2HDhjfffNP6e60JkxhgLtMcHBx8fHxqJZYtW4av1t/LgmgB5jJt2rRpbm5upyXGjx+/bds26+9lQbQGg/bbmsxkQbQF5oSUBYHFgrAeCiwbBA12SEiIOMeJo6OjgYfGxsannnqqtLRUdpF/TubuvW2YxBhzmfbwww/X19eL83PnzuGrfAsLoi0wl2m//e1vKysrxTk0lpOTk3wLC6JNMWi/LWQmC6JNsV5gsSBaAAWWDdK1a9fq6mpxXlVVZWdnZ+AB/y2mT5+u7yL/eMzde9swiTHmMm3cuHFvv/12XV1dbW3tW2+9ha/yLSyItsBcpkFg4as4h9LSz0wWRJti0H5byEwWRJvSAoHFgrAeCiwbpEuXLk1NTeIcJ/fdd5/+1WvXrv33f/93ZmbmHd1rOUxiEnOZVlpa+qc//UlMdMBJWVmZ9feyIFqAuUybMmXKpEmTKiUmTpx4//33W38vC6I1GLTf1mQmC6ItaMEQIQvCeiiwbBDL/yR27do1YsSIO72X/05agLlMGzBgwLJly+Q5WPhq/b0siBZgLtPOnDkDXdWtW7cePXqsXr36D3/4g/X3siBag/U9WLf1w4JoDS0QWCwI66HAskEsj4X//e9/j4uLu9N7Ob7eAsxl2kMPPWRuDtZt72VBtABrMm3Tpk0QW9bfy4JoDdbPwbqtHxZEa2iBwGJBWA8Flg2yZcsWc29zBAcH9+rVy/gW+edk7l4LYRJzmMs0PIneeust0YO1fPlyk1N6WRAKYi7TJk2aVFJSglLYuXPnf/zHf2RnZ8u3sCDaFIP220JmsiDalBbMwWJBWA8Flg3S3Nzs6ekpllny8vLSX4/Eyclp3759xrfIPx5z91oIk5jDXKbl5uYOGTLk/0m4urrm5eXJt7Ag2gJzmbZ169bHHnvs4YcfHjhwYGpqqv4tLIg2wmA1PuFoITNZEG2EyYKw7C5OWBDWQ4FFCCGEEKIwFFiEEEIIIQpDgUUIIYQQojAUWIQQQgghCkOBZYOEhoa6uLg8+OCDjz766MyZM2tqaoT7nW7SaS4cA1qzt7SF263ZiJcQQgjpmFBg2SADBw4MCQlpaGiorKycM2fOsGHDhPudbtJpLhwDWrO3tIXbrdmIlxBCCOmYUGDZOPX19b/+9a/FeWsWiNMPx4AW7C1tze0WNuIlhBBCOjgUWDbOvn37+vbtK85bs8WBfjgGtGBvaWtut7ARLyGEENLBocCyZVJTU5966qmcnBzxtcWbdBqEY0Br9pa2cLs1G/ESQgghHRMKLJslKirqiSeeOHLkiOzSsh4s43AMFvm9072lrbzdmo14CSGEkI4JBZZtAlnz2GOPJScn6zu2YA6WyXAMaM3e0re9XWBuI15CCCGkY0KBZYOsX7/+iSeeyMrKMnC/0006zYVjZbDXze8tbc3tFjbiJYQQQjo4FFg2yD1GNDQ0XL/zTTrNhWNAC/aWtuZ2CxvxEkIIIR0cCixCCCGEEIWhwCKEEEIIURgKLEIIIYQQhaHAIoQQQghRGAosQgghhBCFocAihBBCCFEYCixCCCGEEIWhwCKEEPL/261jAQAAAIBB/taT2FkUATPBAgCYCRYAwEywAABmggUAMBMsAICZYAEAzAQLAGAmWAAAM8ECAJgJFgDATLAAAGaCBQAwEywAgJlgAQDMBAsAYCZYAAAzwQIAmAkWAMAsZJSBFlxjXJoAAAAASUVORK5CYII=)
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