Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-05-20020407_063900_20020407_112400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/07 |
Start Time | | 2002/04/07 06:39 |
End Time | | 2002/04/07 11:22 |
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 | | -2.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 208.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-05-20020407_063900_20020407_112400-constBx0 |
Minimum Dst Value | | 6 |
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 Polar for time period of this run.
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99qtOAFXFTrmo4x+EEELsFCuhqvLgwaqsrPq2UFVV9dhjjyEzderUTZs2Gco3btyIElv6veunzQlV7JSLOv5BCCHETrEUqkrCwzWOjnjdVWMZn8EqLS2dP3++m5sb3l6+fLlr1647duxAfvv27chfuXLlrv3a8mlzojnYWVFR8cwzzxiv2Y0bNzw9PR0cHNq0aePl5YW31svrizr+QQghxE6xFKqKtFohsCqSku7agjEInZmZmeKj06dPd+jQAZEUKfK29GvLp82J5mDntGnTli5darxm3t7eL730Ur4eZHx8fKyX1xd1/IMQQoidYilU3bh2DRqrJDy8Xi2Ul5cvWLDA3d3dULJo0SJUWLlypY392vJpc8Lu7czKynruuecuXbpkvGbOzs7+/v4ij4yLi4v18vqijn8QQgixUyTe5C6orq4W92CBtLS0p59+es+ePX/605+OHz9ue7/qBFC7t7Nfv35bt269eeeatW7duqKiQuQhuh0cHKyX1xd1/IMQQoidIldgVVZWLly40MnJCfkLFy507NgxMjIS+f3797/44ou1tbU29qtOALVvO4ODgx0dHcWtVMZr1qJFC8MNd8i0bNnSerlZHrJKg9hDCCGESELi72CBxx9/fNCgQbm5uSgfM2bMhg0bDNVWr149fvx4G/tVJ4Dat51Q0NHR0SLPM1iEEEKIAf6Se+Ni33ZaOrHEe7AIIYQoDgVW49J87DRes/Xr15t9WtBS+c16Lrk6/kEIIcROocBqXJqPnXV+B8vDw8NBz/z5841/B8ts+U0KLEIIIc0LCqzGRRU75aKOfxBCCLFTKLAaF1XslIs6/kEIIcROocBqXFSxUy7q+AchhBA7hQKrcVHFTrmo4x+EEELsFAqsxkUVO+Wijn8QQgixUyT+0OjDDz/85JNPjhgxoqio6D77VSeAqmKnXNTxD0IIIXaKxL/KuX79+qlTp+bOnevq6nqf/aoTQFWxUy7q+AchhBA7xUqoqqw8WFWVVd8WqqqqxJ89d+nSZdu2bYbywsLCdu3a4dO79nvXT5sTqtgpF3X8gxBCiJ1iKVSVlIRrNI543VVjGZ/BKi0tnT9/vpubG94GBgb+9a9/RaH4dOLEicuXL79rv7Z82pxQxU65qOMfhBBC7BRLoaqoSCsEVkVF0l1bMKZNmzaZmZnio//7v//bunUrMjk5OU8//fTFixfv2q8tnzYnVLFTLur4ByGEEDvFUqi6ceMaNFZJSXi9WigvL1+wYIG7u7t46+vr+8ILL1y7dm3kyJFr1661pV9bPm1OqGKnXNTxD0IIIXaKxJvcBdXV1eIerJv6v57r2LGjh4fHs88+e/nyZdv7VSeAqmKnXNTxD0IIIXaKXIFVWVm5cOFCJycnQ8n27dtR4dtvv61Xv+oEUFXslIs6/kEIIcROkfg7WODxxx8fNGhQbm6u4dNdu3Y9//zzV69erVe/6gRQVey8f+rc69fYwyGEEEKs0dChauDAgT/99FN9+1UngKpip1zU8Q9CCCF2SsOFquvXr3/zzTcdO3Y0/FKD7f2qE0BVsVMu6vgHIYQQO6XhQhVafvbZZ5OTk++hX3UCqCp2ykUd/yCEEGKn8M+eGxdV7JSLOv5BCCHETqHAalxUsVMu6vgHIYQQO4UCq3FRxU65qOMfhBBC7BQKrMZFFTvloo5/EEIIsVMosBoXVeyUizr+QQghxE6R+EOjDz/88JNPPjlixIiioqL77FedAKqKnXJRxz8IIYTYKRL/Kuf69eunTp2aO3euq6vrffarTgBVxU65qOMfhBBC7BQroepg5cGsqqz6tlBVVWX4s2cr/25CgSVQxU65qOMfhBBC7BRLoSq8JNxR44jXXTWW8Rms0tLS+fPnu7m51amzYcOGAQMG2NKvLZ82J1SxUy7q+AchhBA7xVKo0hZphcBKqki6awvGtGnTJjMz07hCSEjIiy++WF1dbUu/tnzanFDFTrmo4x+EEELsFEuh6tqNa9BY4SXh9WqhvLx8wYIF7u7uhpIjR448//zzJ06csLFfWz5tTti3nQEBAVjsVq1atWvXbuLEiZWVlaL8xo0bnp6eDg4OkNteXl54a728vqjjH4QQQuwUiTe5C6qrqw33YJWVlb3wwgsxMTH17VedAGrfdvbq1cvf37+mpgYrPWXKlP79+4tyb2/vl156KV8PMj4+PtbL64s6/kEIIcROkSuwKisrFy5c6OTkJN4i8913391Dv+oE0OZjJ5T17373O5F3dnaG8BJ5ZFxcXKyX1xd1/IMQQoidIvF3sMDjjz8+aNCg3Nxc04/4FKFZmo+dvr6+3bp1E/nWrVtXVFSIfHl5uYODg/Xy+qKOfxBCCLFT+EvujUszsTM1NbVDhw7Z2dnibYsWLa5cuSLyyLRs2dJ6uVkeskqDmUIIIYRIgAKrcWkOdkZERLRv3z4xMdFQwjNYhBBCFIcCq3Gxezu3b9/+1FNPpaSkGBfyHixCCCGKQ4HVuNi3natWrWrfvv3Ro0frlK9fv97s04KWym/Wc8nV8Q9CCCF2SqOEqoqKiv/3//6flQrqBFD7ttP01qiampqb+t+78vDwcNAzf/5849/BMlt+kwKLEEJI8wJCx/QEREMza9asV1991UoFdQKoKnbKRR3/IIQQYqeMGzdu9OjR4rzDA+DcuXMffvhh27ZtMzIyrFRTJ4CqYqdc1PEPQgghdkpFRUW3bt2sPxEvkUceecTV1fXQoUPWR6VOAFXFTrmo4x+EEEKIRNQJoKrYKRd1/IMQQgiRiDoBVBU75aKOfxBCCCESUSeAqmKnXNTxD0IIIUQi6gRQVeyUizr+QQghhEhEnQCqip1yUcc/CCGEEImoE0BVsVMu6vgHIYQQIhF1AqgqdspFHf8ghBBCJKJOAFXFTrmo4x+EEEKIRNQJoKrYKRd1/IMQQgiRiDoBVBU75aKOfxBCCCESUSeAqmKnXNTxD0IIIUQi6gRQVey8f+r8q2VjD4cQQgixP9QJoKrYKRd1/IMQQgiRiDoBVBU75aKOfxBCCCESUSeAqmKnXOAf2eezz10+l1SRVHKxBOmJmhPx5fE553PCS8Izz2UizarKQnludW7ambSiC0UHKw8W1BSINONsBlJUwLbIlF0qQ6byl0rjPDKGFCXIiBc6NbxECUaCpvBCs3iLvvARtqq+Uo209mot3opUlCAjGsTYxOaXr19GOey6duNaHUvxEV5iE5iDEcaUxZTUlsAQbIsUH6Fr1ETjVmZMtCzqYBNDHgMzfCryYiRoHIXoDtXQCwrRb+21WozWsC3qYGzoHSkmGW8x7UfOHdmSuwVrgTStMm3PiT3Hzh/bV7jvePVxpFgm1IEtkaWR5bXlSKsuV6F9tGB9/IQQQqRAgUWsAf9w1Di6+rkiddI4/ZpqdWl9X2IrkTprnZERqYvWReRF+8jrCv1cDC9dicbJtKnO2s7Yqot/F7SgS/1cugV0Q4q8s8YZn9bp1M3fDfUHhw7uG9x3XNS4oeFDh4cPRx4l7gHufYL6iPEYzBRDEimaRfpy8MuYjREHRvQO6v2v2H8NDhv83sH3psZNXXBwwejI0WOjxvYI7PFK2CvYZEjoENEX0mHhw7DVyAMjxbZIh4YNRWsDQwYixQCQuge6I8X4kfYK7IV0SNgQsa2hTs/AnoaaXfy66JbGX7c0Xf276rb17yZsNORFTZGKbQeFDkI6NXYqRr4yY6VXitfPJ37elLMJQg1pRGnE6szVmpOa5YeX7yncg3Rn/k6Y9nXW1xg8KrsFuM1ImDEgZIBHsgdKFh9aPDl28rLDyzADXxz5AulXR79CtR9yf/gs47OA4gC0mVieuKtg1+GzhyH7jlYdDT4VDGUMwVd8sRjp8fPHIQ2h1FEOlQlFaJCAyNjopaImZCukqu1bkWaAOGIRxx7wH9MDJ0IaDuzKrFegwCLWEAKLL+mvTppOddLOfp0NqZOfU51PhcgTklFIPSHFugd0N+SFtBKpkFxChN2SYnqVfKt9I9Fp3KZIRYmoaSwxhei8NSptJyt23dG+X932XfyNUn2JqClG2Du4NzKQp5CqQsiOihwFfTkhegKE3aSYSYa8SN+MehM1IVixVb+QflCTELX9Q/qjfHzM+FkJs6CAl6YvXZS6aHnG8g9SP1iWsWx+yny8nR4/fW7i3Glx0+YmzfVM9vwo7SOIQgjEzcc3/5T/0478HftP7tcWaQOLA8NLwmPKYtLOpGWczRCvg5UH8UKJIUUFvCJKIqAUQ0+FIhX51MpUlEMBoA5SCFlk0CDqQHHuLti9JXfLT3k/eR/z3pC9AQPwyfFZk7Vmb+HeH/N+hDbFAAprCsWpzezz2eJkKlJxIjOpIgmDQZ2wkjBoWWyF8WtPatFaSEkISvyL/H2yfdCRrrxIizwGAL2bfjYdb4XeRfuGNL86H7L4yLkj2ORY1THUKb5QjPFXXa5Cj5AvudW52C1AB9+0TQELxYOtIJqFqhanV5GHIBbt2IJBSMFqKPKwU2FzkuYsOrRIHLHAbXB0hPS1iNdeCX9lSdoSqHxMLNb054KfMZ9x5XGYc3G2+553hsJe0QLEHN5i/oVFqWdSMXs4TsD0Yg7RF44otudvRwbDgAvBXqECzbaMqcBH4pQ82jx05hDWDl6B9dpRsAOrILwFKWxHa8gb3FKcpMf81BGXGCde+FRcPcASCL9FL2I5MBviYEZcIoB3Cc9E43B+dP1tzrdwyJ0FO2FCSkUKPko/ky5cF6ZhJHCzjTkbcRiGAypMctCpIJRj8KgD10KKrwDa8c72xkHaJ+mfzIifgcpYGt9CXxgIN8O0wPFgBeqj3wOlB1CeUpmCfF5NHj5FuTAZB35I0Rp6QR4tLElfIty+pLbEdkeSArrD1xO7EbgcDjXFlQqzUGARa8A/8C3CLlvsLJBGl0XD47HDwtc+uTIZaWJFIkrwKXwONbH7DiwKRCq2QoryvSf24rshdhkIYN8c+wbpuqPr8B1GisL1x9ZvOr4Jhfgy41PkVx9ZbXihGr7JP5/4GQEJYQ/p97nfb87djLDxRdYXa46s+TTj088yP1t2eNnnRz5H+mXWl4ZYhZ0FvoQiXZe1Dt9zfCWmxE2ZEjtl5IGRcxLnTIqdhO/81Lip2AQBeH/hfp2Zp3VmhhTropT4Yu87uQ9TgZZReWHqwgkxE2YmzMTefGTkSLcAt3HR4yAFPFM8UY7BoAvUFCkiwaojq7BzWXF4xeTYydjFoK+vj36NT9Egdj3b8rYhEmhOatCL2CVhVlEN84CtkKJH7ObELgYp9keYUrEDEpcLsZfHJoiIGDN2W5h87ExRBztrpOIyYtTpKGyLt+j947SPIUrGRo3FDqJfcD+keOt4+yzXy8EvI+0bpDtnBsmCdFj4MNgIsYIZez/1fciaWYmzsAnMQYSDlIECw0eG823QN0jdA9zrSL1bAs5U5BmJOb7qvIxPpgrta6p6TV+mCt5Y+zr76bYVilakXfy7GFLjcrF83QN1Ol6cWMXqIx11YBQqwD8Hhw1GqIMnwKXhqPBeODy8F1oHn2KQr4a/ivq9A3s73j4SEKk4KTs2eiy+OKiPr8O2/G34DsKH0eDWvK0owRcWXuqZ5Il2Xj/wuuNtF72ly4Xi12t9YZGxCxmfcRcOhqMRVHgj8g18bT9O/xhfPewWEMshOPASEgcpvl/4+uDLgu++rvcUTwwVyh4OD6PQghh514CudVbBeCRm1wUDwBfkw0MffnHkC+xqPkz7ECPBeDCTPQJ6GMZZ3xfG8HLQy/givx7x+hsH3hgYOhBfW8O5f7ObwJFctPrz/VoXcQFBlrvecjMLbnlHHZPvvqlzGu8rjCfWeFl7BulcAvtkOE9edZ44Brg3hHqG1oRahQ/UXKkRZ9kREbDvxZIh1mBHNyRsiGGE2DEixQ68TlPYELGAAotYQx3/uB/s97KUuCQnTlEgxaEYdisowU4Kuxgcc4v7w6y0YHxYb7hj7Kb+ZEPttVpou/JL5Ti4x04KkSz9bDrEH45QxekZ7LZQIg79EVYhAbGf2pC9AYEZOhi7J4g5XYRL9sRODZIO4W16/PTRkaMhbVHydsLbyKMccnnhwYWIx9gc27538D1si5qQAoju2A8iKiN1D3RHyIFKQAYisk9QH+wokYFEQAnKsZc3vqz8AF7GJxGNU9sHYHyCU8gjIYmEBDGWTSI1PlF6K7YJaeL363VwY4ElSm7FNm3dE6t3pFrzqfEVdjE2kRpbaiwfb43N5FORilH1CtJJvQnRE+AAEHa6UxonfbH6qzJXQQaNiRqDT6EzHG+f2RJRULQpRntr9vQjFOpftCmup0Nz1KlpcQWN5K/xqhnfaWDpdK8tvvHAXNG0a90NGBpn0wEY3yUillLcqHCHyUZuiYkVN0tg7fCVRF7UN540sejGjifKjc/Wi3PzYoHEYoly44kSt0ZAZWLF30l4B93NTZoLQYw9BhwDJVDzOKhGiUjfS3kPe5V3D74rzo5j26Hhups3+gfrDhGFdBNt3voiCGfWu8fw8OHQ6MLNMBIczIeWhOKYf0POBrQsDlzVCaCq2CkXdfyDNFfEvVkQf9CC4lqMKBGXVAyPHSAjLiGJJzAgEMVzG8hAeiaUJwQUB+Aodv/J/UhDT4WKl8hDI8aWxaJackUyNCVEqrh4hzwKxUVD6MuIkghtkRZNiWso4mIf2ke/RReKxAUdw2UdcUVSbLsldws29z7m7VfktylnE1KfbB90DZ0KtYo6pbWlaA3bikdSsC3axBhEHuXoBXnUEc89iCsy4sa41DOpUL1IoXeRilviME5oX+TRPnpE5ED8gO3LDy//Lvc7rxSvzzM/N5zdGRc9znCm6pXwV5COjxmPCPf+QZ0+hmKG9MFo0Q4sQpviEphvoS808cqMlRC4qO94+wZBcdIUhUihnxBuEQvRDsxH7+GlumtY4pkYK4surhlhVrGssLr4QjHmCvMG/b340GJE2fHRuh6F/DIWXsZnoaC5EZVRE2p+duJsqPYPD30I29ccWYORbMvbhnWJLosWq4lRpVSkYA7jyuOQx7SLB4N0vetPMMN/0PvbiW9jrtwD3GEXVMLrEa9Pi5uGw4PPMj9bf2z993nfoyZ8RjyXI1xRXFwWKSYQSyzcEt6VWJGImcSGs5Nmz0maMzZ67JjoMWgQxx6fZnwKubn5+ObNuZt3FuzEEvsX+2MFd+TvQC9rs9auOLxCnPX3zvbG4gYW6a48YukxbPFgENxGPIokHmMSFyuQ5lfnG65Zi+u84luD2RbOr7u4UZGM1uCW4sqy8V2V4uokGsRHGFVcWRwmDa6I+UF98byUuLaOJTty7gjKa67WoFlx/RSHbeJiK6qJR4Jg1wepHwjHE0LNFvUvpJLIm+p4Y8EnRCR8BunIyJFwCTgAFl1cGYTJ0G3izL3xsQHawUudAKqKnXKBf5RGRlbn5lYePIjd/vns7F8qK2sKCq5UV18+d07/4J29nrwhhMhCPBgrTl5alz6WwFaIxOLqjHiE1tIDv7LAaDFsIXkhmBDmIQShRRDXEc7FRcOG6B2BWdz8xFvyJYIphdtAb2ERIS4hzSHfof7nJc0bEDLg3YPvvhbxGhQ/hPu7Ke8i9UzyRDm0u+7mh6RZqPlx2sdQwJtzNqMFHAaszlyN4wocyYiH5YWItNQ7ZLfj7RstBoYMRGs4HsCQKLCINeAfurPCTk6GVNu5M1J/V1cI9IAePYJ69QofNix20qSkOXPSFi/OXLUqa82anI0bj3l75/7wQ+6WLQW7dxfs2lUcGAihBpVWlZUFfXahqAhCDRLtam2t/lQCdzSEEELsEnGiVNwUIQ42BBRYDdml/U/uLYHVAC+tk5Ofi4t/ly5BffqEDhwYNWZMzMSJSXPnJnt6pn38cfqyZUb3uK/OWrsWr6NffXV03TqItpxNm4o0mhN79pQnJJTFxJzLzIR0g26DeoNou1hSAsUG6YbxU7oRQgh5YFy6VJaX92ON/nRXM9AANkKBdS/AhMJ9+8ri4vJ+/LE4MPCYt/eJn3+G0Dm+ZUvaRx9lfPZZ3NSpyXPmBPftG/7qq36urgHduxvOct1KxdmvB/VCp1pn58CePQPc3cNeeSWob9+IESPCBg+OHjs2YvjwyDfeCB86NG7KlMjRow++/36Kl9exr7/OWrMm98cfYVTh3r3ZPj4l4eEFu3YVBQYiX3rgAGTcheJiCDhoNai3m3eKtuuXLxvKr1TzBzwJIUQh8vO3BwS4HTvmbSiJj5+h0TiGhAy4ceNaM9AANkKBdS/Uy4RfKishOC6WlEBqiIuA57OzL5WVQZ2cz8k5FRxcFh2dv337Cb2Oydm4MePTTzOWL0+cNSvhnXciXn/9wIgRQX36BL/8ckDXrgHduhn9zuivL/1PkD5QxaYTbc7OSIN69kQm4rXXAnv0iBozBprywGuvBbi5hfTti/KQgQOhLw+MGoVPYyZNCurdO3bKlJABA+KmTUMa+9ZbqA8zw195BcI0fsaMtCVLYiZMSHznHdRMePttfAq1FzV2bObnnyd7eBz9+mtUTl+6FEIQ5WghSa9ik+bNg1g8tHgxyo98/jnq5P7ww+Hly0/u2wexm7dtGypnf/stKudt3Zq+ZAnEcebq1cd/+AFtogK2SvL0xJgTZszAOCExoY9RM2fTpurc3KqsLIhFIRONz/+JvCjHaiKtKSjAR1hoseg3KS4JIYpx8WJJTs6msLChkFN+fq5RUWPT05chjYwchZLQ0IFQWs1AA9hI4wgsSzR01zdu3PD09HRwcGjTpo2Xlxfe3ls7D9g/xP1YiOh4Gf1Tju6FQC5eiPEI7VADZzMyymJiSsLDiwMDoSRO7t9fsGPH8U2bstauTfvkkxRPz6S5c+OmTImfPl13/XHyZAg4kUa+8UbowIFBeiXn36WLuKXMcLLtVqoXVZoHKeY6dapXqhWp8clC/ZiNUz+TU4lmUn1N/65dkYa98gpS6DAUxowfjzR63DikKEF5xPDhSCElkYaKdNAgpOFDhqBO1OjREIvxM2dCRKYuWgT5CIEIAXd42TLkUxcuRDnEtE4szpt3YOTIlAULYidPhuyD4hRnEIu0WshBSHCUZG/ceHDBgmMbNqR+8AHyEJGQj6hzUqvVXRqOi8OKn0lNLQ4IOJeZWRoZCQVvSKuOHoVXoLw8Ph4SH34Ch4HiF/f8iZOOD9KrCSHNhurq3EuXyvLztx84MBJCKji4d0TEa8HB/ZDXap2Q+vu7lZSEC5lFgdWQXTbe5Hp7e7/00kv5epDx8fG5t3aasX8IJSdOtokU0g3BuKagAIEZ+TNpacjrNFxERLaPT/aGDQj5EAqQC8nz5kWNHYs8BETWl1+iHEIhac4clKA82cMDAiJp9mxICqRhgwejJOK114S8iBw1ys/VFZoPadKsWbo6c+eiTuzUqQFubtB/OskybBhSdKQ726Q/v5U8fz7qiPNYcdOmYVsheoTQCerTxyB3hAwKHzoUKSobyjEwXY/z5mFDqBaMJ2HmTINgEgLLWJwZP9lwh6QzFmfGss+CZNRa+tT0TKHt9Y1615qMzYws1peIk6BBvXphujDD4a++GvXmmxGvv440bOhQzHzYkCF4i/mBrEx8+22si7gX8Ji3N4R77vffQ8EX+fnpzsXGxsJJxO+6w0mqc3PFMYDwKJFCyYm8eN4WebickHd89lYWNTUFN25cq6hIunq19obJQ3lX+Lebd4Ipun79MqZFpOKtjduiJuqLeTakdeqIcjHtZpcDLyFQysvjL18+d/ZshtlB/vJLJboTtzH9on+YVLSJDVF+/nw26lyU+uvton2MDe2fOZNWU3MCEqqw0Dc52ePo0a/i4qYeOrQ4LGxwVNQ4yKbAwB5IAwK6IY2KGosNc3O3BAS4xcb+y8/PNSPjM5RkZ/tQYDVwl403uc7Ozv7+/iKPjIuLy721o45/PEis34Bvyx1dYlvUREZc2kN68/YlPFF+Pjvb8Km4kGd2JAj2EJFnDh3SnSXaujXhnXey1qyBcMxctQqa7PCKFdB5matXx8+Yceybb1K8vPJ+/DHto4/y9Zcjc777Tncf2/r1qA8tArEIKam7PDp5su6C6Rtv6NIRI5DGTJoEcRk/c6ZIA3v0gIhBuZCSeIs0QC/yAtzddZKxV686qX+3brpUf8bRTwjBego4q4rNKK1Tjldnk1c3R01XR437ry+te2etu5P/y66afi7+b7hpR3b2H9VV+2Znv4Gufq90Dujvpu3nEjioZ8CQ7sGvvhzwSo/wca+GvDkgfv5bMQsmHvzi/cTV76R/tyR58/yMrStStrybsXl50rrZh9Yuivv0rQzvFUlr5hz/efPhrctL4sNytN+eOZJWELGnuuj4yURNbXV52bGYa1dqq8qO6WLSuUJdWpF39VJNRUHq5QtVp49E/lJVWZYZe/n8uVMpYbUVpYVxvpfOlmNblBcnBupL9lwoK86P3XmpurwgeTeCzen8SKQV5cm1tSU4HL94sRgpQh2kzJUrNZWVB69dqxUpohF6rK7S/Xz2Bf1fswnRgxTliKMIisXFAVVVxxCxsDkCz+nTUUiRR0lNTV7RCQ02LEjfVVtbjhSBszB/HyJcUZG2uvr4iRN7UDMra82JE7uTkuYcObImJmZCauqHwcF9EdsQw4KC+uhPJPRHbEtMmBXh/9rBhPeCAnrHxU3Rap2jot5EzZQUL2ybk/NdZubqoiI/hMzCwj2pqR8cP/5devqSgoIdKEF36AXpsWPeIn/y5H59v77YKi9v2+HDy/PzfxIjQZqb+z2aTU9fGhIyICZmUnj4K/HxM9AL4iteubk/5ORsQl9oDduifl7eT8jn5+/Ql2vQRVlZLObn7Nl05EtLIzEbJ0/uQ53sbG+0nJq6KCZmPEL7gQMjIiNH4xUTMzE+fnpy8tysrHW5uZtPnNhbXBxYWLgPKZrNy9uRlfVFZuYqDCktbUl6+rK0tI8SE2cnJMyIjBwVETE8NHQApiIgoLu/f1eIg4CArpi6wMBeGDmkAzqKjZ2E8SckvI1eoqLGYOqwVWTkG6GhA/EKCHAPDOzp5+cSHPyyv78bUkz4gQOvoU2MEGlIiG4JQkL6IY2IeBUqJDFxFhYL6YEDI8PChqIcvesvqLnoz/R0QRoZ+SZ6x5xgijBvGIO46BYU1FtcaMMihocPQxoaOshQju6QxsVNgw9kZ2+ApaWlEQUFuyDajOUd/ApvMcnV1flwpJKSUCxiTs63MDY9/ZOIiNeSkuZhnBgkWgsPf1Xfcj+9eOquPyPVWZ8610lhiH7ko7BqBhEvejSWlfhInQCqlsBq3bp1RUWFyJeXlzs4ONxbO+r4h31xWf8bdyI1/mKjBBkcF4rjvJu3j8zEcapxKsrFUeAl/c8XiYhYVhZz4UIxdlXnzh3Bfh/xFeHt8uUq7Eqwt0KkRKxFHXEkir5QiBR9iR51sVZ/FFhxOhlbnSzQnj9/vCB/99mzhxEJqqvz0A5aOHUq+Pz5nJMFvkjzM7edrUzPjF51qiA4I2Fl0Qn/rENfFhcFZBz8LD9vV2rC+8eyvBOjZ2dlrkmO9MhKW5sYMjs9bmlMwOTkA/OjtKMTQmce2D8yIfjt6P3jEoPnRGnejA+eHq4ZFhM8MVzzSlTAuLA9Qw7seyN094Cw3UMDd/YI2tnbf6er/zY3vx2d/bd20e5w9tvmot3d2X+Hq3ZnZ78drn7bOmt/dNVuddL+6KzZ4ajZ0Umzu5Nml6Nmp6Pu7W5HXX6vo8bXUbPPUbP/dsb3dgYvjcnL1yTdZ5Raeu03ScW2e4zyezvpS/Tpz7orFNrdulSzS1+yW5dqd/2a6gav0VuhK9Gnu38tEe1oRWt79K35mqR7O/+a7tGlfrv16S5dvAzY66ZL97vrUq0u9dfqSvy0XfSpPkrt12+7z/nXNm+N/9fetXv15fv0LWt18VircdZPi5MhFVdkbkW+W+UmM3bHq5PRVk6GktupSfui/h11+JLyMp1S0+ntZEP6a03hJBB58AcIU2ig20Ktl0YnmLpqbgu72w4gnMFUPOlcDhpUoxNbL2t0QmqERifmpkLbZWR8CjF3+nQ09mBi93uxpCRn06a8n346MHJk9saNuVu2nM/JOZOWJs5SqxNAVbFT0KJFiytXrog8Mi1btrRS2cq9Ys3JP+qIDHEqW6R4C5Fx9Wot5ILIi1TICHyRIB2gRXAkBLUB8VFcHKI/DPXH4WZJiS5fVhaPI6TKyhSkp06FoLygYDuOlvLyfsQXEofOOFw+duybgwcXIE1O9sjMxLHa5ORkTxy9JSTMxAEZCnEomZLyHo6rcNyJL7M44RwbOyUgwA0HxzjSiot7C3kcy+ILj2oa3QnqMdgvoCmkOBbU6I75Bogdjeb2MZnY3eDw15BiK30Lw5GK3VBY2BD9DqWP5vbRm9jFiPzttJuhHMeyhvpBQS/rS3ppbp9OuL1TE+24GnZtt9MuRju7zoadmmnMEztBvmS+TEWbSPdZTU1FoWlq2todElCfNxZzQuqJ8r1G6R6T/M/6dJu+nU1OaFz7dWfNj47+K9w0Sxz957prvBw1czprfBy1q/Vdr3fEp9oVnTTrHDVLnLRbOwV9r3PXQI3uyo6/Rud+/vv0brlbl2p/1ksrI5F3xwh/Nhm5oQR9/dhJ84Oj9huIckftBifdsLcZ1bEkrM2IP6OXr77x7Y6arbDXUbPRUePtqNnsqPnWUfOTzrRbyt7shr56E37Wpdq9jtrtnTBv2o3OfhudA7y7BXzTLWhtr8A1PQJWdvdf2dXvc1ftms5+X3XWenfSfo+JQn0n7Q4n/5+6+u9yDdzaK2B7t5BtfQO39wrZ1D/Qp4ff0s6a5ZjSTpqVjn4rXLSfOwV81d1vY+dAn17+m7uEbR4S/N3LEZuHB23sE/h1Lz+fzv5bumh3dvL/vpt2p3PItwMCN7hHfjki5PN+UctGB73fO2C2buHQCMwURwWBe921+52TDsyLDZiavHdu+LevhK4arP3cOeSL/tovO4d/OSxgjVugZzfNIkftbCfdSNZ00k34VqNjDKNpuS2hhGDSLXRQkM4NsN/D3jIubgr2sdgDY0d6+PAy7GCPH9+MvXRh4Z7MzNVnz6aXlIRj/298gdIssZMni9sPDLco+OnPxENvFQcENKcAap1GszMjI8PFxeWxxx57kKqlQc9giZMlQqmIy/Di0ru4cA4hAneEUsFbqBOkVVVZKIQ0OXcuE15bVhYL+X/6dFRRkfbUqVAokqIiDYRIfv52iI/s7A3QJdAf6elL09OXpKV9kpaG9ONDhz6C+MD3ITl5flKShziVnZAwIzZ2UnT0eGiOqKjR+KoghaqIjBwVHj5cpAcOjAgNHQgZAQUQGjpYnw4wnO4WKVQLvnL+/rpDbegY5PWpk/ha+vsLKWB8gFv3WMryYbH1Yy9LL2vb3t5xmKbGR2PGJ7edTFJnk/yvR29CAInZECfDbwsjV6PUWBI56Uvq9iVOCZgTVU51Wrjdu4tR7+Iiwi0xhwrBwb31ef2pkYDuKMH+EYPRX7xwQ4q8uGwREjIAmfDwYfr0VX36ChQndqzwh+jocdCX8fHT4Tn69F+JiW/Hx89MSpodFzcNeVSAkI2JmaB/Oxsud/Dg+1DJKSnvwgOxC4YrZmauOnJkNWQ0XkePfpWVtRZvs7K+gPdmZ/vAveHb8HBkCgp25+V9f/z4pqNH1+XkfIvK2I/rLxv9hJr5+Tuyj/qcLNAez/zu1Imw/CM7S/Mj8tK2nioMys38sbgo8PjRLfj0WNpXeUd+Ohy9/GjCumR/z7SwJXH73joUuDh+11vJuz2ifhgT+8O/wjYOjfQZHbK+f/TG8SE+A2J/mBbx3avJezwjt45K9vWI3DYyReMVuf2NQ34fRG+fcMjv46htY1P9FkXteDMtcEn0zgmHg1fEbpucrlkWvWV8yk/vRawfHv/V9OBP+8V/Pj34o74JK2cEf9gv9rPJgYt7RH06JnBp96jPxgYuc4/9cnLwyj4x3pODvup9YM1I7crOwZ/0g+gJ8HLXfOIYMLMrIqjfuK6aaY4Br3fTjHcMfKW3ZpRj2OhhmjFOsfMmBc52T1wxO2zJ4EObF0d9NTpj52dR3m+m//BJ+IphiSve9p/TNXzmq5p/OQa+2lMz3NG/ZzeNu/5mQafb8UxcKdY/wxHo7h4yYMCRzz/P27G1JCwsfcmSg+++q7virL+yrLsdsJs+/g1B/OuM1rRunTS99Nd/++nTYfqSobdSv+7OqKnt4qQZ5OjXw0UzwDFkcP/Q8QPjZ80IGdcvespY7SCngP49NF3R+503/Lnob/jrgxZcdWPu30XXQs/OKNFdUx6gv6CMXvq7BE5xD31rQLBnn3CPoYFTe4RM6qcZ5uQ32EU3qm76y9Bm/4RQFPa61Q4GeSsdpG9cXLl2MXo5WWjHyute/m/6bhffrbzEJX4XvQmYus63Ftf6nZ1iWbHoOmdw6wLbtS87ayY7ambpVLX2o06abxz9P+wGVzywbETgJz1T1s6PWPb6se/WJ6/UPWGdvNAra926mAkTxLPYKMn47LNTgYFHv/qqLDY2f/v2Wv1zVNafhikJD4e6ihL3wg4YEODmFq5/SEjcz+qnf3CKAqvBcXJyWrx48cWLFx9kpxLvwUKkSU6eBwWDeIPQFRn5prjojvAWFjYEQkRcdMdbg0a5Hd07GymSZvIylgLiHoLboqHuFXohBcS5HHHHAGZPnw7U6M8/ibNTKEQIhwJISHgHcxgfPw1pUtK8sLDBhw4twrQfOvQB0tTURQcOjDx06EOkR458Dn0JMaq/JeWLqKixhw+vQHrkyFqU5OdvwxHYyZP7IE8RwuPipqI+Ps3I+AztIEU+K2sNusvO/jYlxSs3d0tyskdOju7o7eRJDTYRN4Xcvv0lGZoAWgHVKitTDLfRlJQEi5tXoDwKCnah2cJCX326B+UnTviiC4hp/aXGzOLigPPnjxcW7jtz5hCUdHl5oj6fakirqo6WlcVAhVdWHoQiLy+PR3r2bMbly+dQCNWOt+K2VuTFWUZxMdSg72/qjzINt98a3wlherMtaVAulZVhfc6kpV0+dw5B6EJx8ang4Nry8rKYGJRX5+ru1rL9Nn/Uv1JdXRwQUH38+Ik9eyrT0nK3bCkJDj68fHn+tm0HFywo3LsXJaLZOugeWElIQByNnzFDdzNf79662Kz/rT6oseC+fRPfeQefZqxYkfrBBwU7d6Kd8sTEwn37zh05okszMzFyNAKL6sRamHatthajOh0VhTEgWqOF45s2FWm1ZzMyzmdno8KFoqKrtbXI15aWorwyOVn3AGx8PBoUd0maztuVmhrdDZHp6egXNSuSksTj0rAO7aBBXeP6R2XLoqN1P7m8cWPC228nTJ+uezJjzBiYk+ThgZnJWLnyyJo1eKUvXZr20UdJ8+YlzJwZPX48qkW9+WYkas6ahQ2TvbyS585N+/jjtMWL05ctO/Thh0lz58ZOmnRA/5w1XoG9euGldXUNGzIE05W5ciWEyImff87RP6ydumgR6seMHx8zeXLY4MEQGVAVoYMHQ2rETZ+uexjIwwNp3NSpmO2osWMx/5FvvBHYowd0ia611asxtpMaTbaPT+aqVWgnUH//5a2fxdEvVoJ+gQ6Jh3LefhuFx7y9s9asqSksFI6h+3eQo0cLdu06FRSEscEE1Ans2VPjeMcDOrceuDF5zvqOZ671wk4IIzES8aM8mBkMFTNvfF8sVhafinFiyQyPsIjnlzHC6AkTKLAeBK1atbpw4cID7nT9+vWWniKs15Lrfsn9gcoXJ7wgWfCCfNHfidn9duoO5REU1DM4+OXg4D5Ig4L6hIUNDQ0dePvc1ZgDB0bpz2aNgXBBijyEIBQGJEVSkkdCwttJSZ5IIVYgRNLTlx48uODw4WX6i3df6eXIt5Amx46th2jIzvZGmpv7I+TFiRM/Iy0pCYE4qK7OF/ftnjmThqgvUmiOmpoC6Inz53NOnQrGpxAKhruRxF1KEAdIxd1O4rSz6TM4hJAGAuoE8Q+qBeJG/JBbY4/IDhAPvYqHcmxB1LRe38rMY2mEpoRgEo/l1mu0Bi6WlEDRnti9G/osxctL90jNhAlQURB/ED1h+vTAyJG6H5d5803N7Z+nEQ/TiIdsbv1wj5H8EufMkubMQYOQ1MhHjRmDj6DqzI4Bg4eepsBqcP785z8XFBQ84E5v3Ljh4eHhoGf+/PnGv4NVX4EFWQOZon9SZkJk5KjExFn6h03mxsVNgUBJSpoNvXLw4Hviit6RI19Ao2RnbzBcBEGam7uloGB3UZG2pCSitDQS4kP/7EwGdAlSvCBE8IIQgf6A+BBP80J/4AWBUuclzk/UOUtBCCGEWEL8722NPhaLH0k2/ISyeNoaahLy7lJZWXFAQFl8fObq1Vnr1kW89pr4QRzx/LLxj9QE9e59V+lJgdXgfP3110OGDCktLW2sAdwP8A/qGEIIIWoC+XU2I+N0VFTCO+/ETp0KaRUzaVLc1KnQYXfdlgKr4Tu250fz7GiohBBCSINyoajI9srqBFBV7JSLOv5BCCGESESdAKqKnXJRxz8IIYQQiagTQFWxUy7q+AchhBAiEXUCqCp2ykUd/yCEEEIkok4AVcVOuajjH4QQQohE1AmgqtgpF3X8gxBCCJGIOgFUFTvloo5/EEIIIRJRJ4CqYqdc1PEPQgghRCLqBFBV7JSLOv5BCCGESESdAKqKnXJRxz8IIYQQiagTQFWxUy7q+AchhBAiEXUCqCp23j92+reJhBBCSNNBnQCqip1yUcc/CCGEEImoE0BVsVMu6vgHIYQQIhF1AqgqdspFHf8ghBBCJKJOAFXFTrmo4x+EEEKIRNQJoKrYKRd1/IMQQgiRiDoBVBU75aKOfxBCCCESUSeAqmKnXNTxD0IIIUQi6gRQVeyUizr+QQghhEhEnQCqip1yUcc/CCGEEImoE0BVsVMu6vgHIYQQIhF1AqgqdspFHf8ghBBCJKJOAFXFTrmo4x+EEEKIRNQJoKrYKRd1/IMQQgiRiDoBVBU75aKOfxBCCCESUSeA2redAQEB7u7urVq1ateu3cSJEysrK0X5jRs3PD09HRwc2rRp4+XlhbfWy+uLOv5BCCGESESdAGrfdvbq1cvf37+mpqasrGzKlCn9+/cX5d7e3i+99FK+HmR8fHysl9cXdfyDEEIIkYg6AbT52FldXf273/1O5J2dnSG8RB4ZFxcX6+X1RR3/IIQQQiSiTgBtPnb6+vp269ZN5Fu3bl1RUSHy5eXlDg4O1svrizr+QQghhEhEnQDaTOxMTU3t0KFDdna2eNuiRYsrV66IPDItW7a0Xm6Wh6zSYKYQQgghzRZ1Aqid2WlW30RERLRv3z4xMdFQwjNYhBBCSBNEnQBq93Zu3779qaeeSklJMS7kPViEEEJIE0SdAGrfdq5atap9+/ZHjx6tU75+/XqzTwtaKr9ZzyVXxz8IIYQQiagTQO3bTtNbo2pqam7qf+/Kw8PDQc/8+fONfwfLbPlNCixCCCGk4VEngKpip1zU8Q9CCCFEIuoEUFXslIs6/kEIIYRIRJ0AqoqdclHHPwghhBCJqBNAVbFTLur4ByGEECIRdQKoKnbKRR3/IIQQQiSiTgBVxU65qOMfhBBCiETUCaCq2CkXdfyDEEIIkYg6AVQVO+Wijn8QQgghElEngKpip1zU8Q9CCCFEIuoEUFXslIs6/kEIIYRIRJ0AqoqdclHHPwghhBCJqBNAVbFTLur4ByGEECIRdQKoKnbKRR3/IIQQQiSiTgBVxc7756E7aezhEEIIIfaHOgFUFTvloo5/EEIIIRJRJ4CqYqdc1PEPQgghRCLqBFBV7JSLOv5BCCGESESdAKqKnXJRxz8IIYQQiagTQFWxUy7q+AchhBAiEXUCqCp2ykUd/yCEEEIkok4AVcVOuajjH4QQQohE1AmgqtgpF3X8gxBCCJGIOgFUFTvloo5/EEIIIRJRJ4CqYqdc1PEPQgghRCLqBFBV7JSLOv5BCCGESESdAKqKnXJRxz8IIYQQiagTQFWxUy7q+AchhBAiEXUCaHOws6Ki4plnnjFesxs3bnh6ejo4OLRp08bLywtvrZfXF3X8gxBCCJGIOgG0Odg5bdq0pUuXGq+Zt7f3Sy+9lK8HGR8fH+vl9UUd/yCEEEIkok4AtXs7s7KynnvuuUuXLhmvmbOzs7+/v8gj4+LiYr28vqjjH4QQQohE1Amgdm9nv379tm7devPONWvdunVFRYXIl5eXOzg4WC+vL+r4ByGEECIRdQKofdsZHBzs6OgobqUyXrMWLVpcuXJF5JFp2bKl9XKzPGSVBrGHEEIIadaoE0DtzM46+qZjx47R0dGGjwzVeAaLEEIIaYKoE0Dt205LJ5Z4DxYhhBDSBFEngDYfO43XbP369WafFrRUfrOeS66OfxBCCCESUSeANh876/wOloeHh4Oe+fPnG/8OltnymxRYhBBCSMOjTgBVxU65qOMfhBBCiETUCaCq2CkXdfyDEEIIkYg6AVQVO+Wijn8QQgghElEngKpip1zU8Q9CCCFEIuoEUFXslIs6/kEIIYRIRJ0AqoqdclHHPwghhBCJqBNAVbFTLur4ByGEECIRdQKoKnbKRR3/IIQQQiSiTgBVxU65qOMfhBBCiETUCaCq2CkXdfyDEEIIkYg6AVQVO+Wijn8QQgghElEngKpip1zU8Q9CCCFEIuoEUFXslIs6/kEIIYRIRJ0Aqoqd989Dd9LYwyGEEELsD3UCqCp2yuUhQgghhNwTjR3DHxCq2PmAeQAOxC6aQvvsoom0zy6aSPvsoul00QxMsHc4Ow1C8/DsZtBFMzCheXTRDExoHl00AxPYRRNp/8F0YddwdhqE5uHZzaCLZmBC8+iiGZjQPLpoBiawiybS/oPpwq7h7DQIzcOzm0EXzcCE5tFFMzCheXTRDExgF02k/QfThV3D2SEW4ZenicCFaCJwIZoIXIgmAhfCOpwdYhF+eZoIXIgmAheiicCFaCJwIazD2SEW4ZenicCFaCJwIZoIXIgmAhfCOpwdYhF+eZoIXIgmAheiicCFaCJwIazD2SEW4ZenicCFaCJwIZoIXIgmAhfCOpwdQgghhBDJUGARQgghhEiGAosQQgghRDIUWIQQQgghkqHAIoQQQgiRDAUWIYQQQohkKLAIIYQQQiRDgaUQD93GuDAgIMDd3b1Vq1bt2rWbOHFiZWWl6YY3btzw9PR0cHBo06aNl5cX3lovJ9YxuxB+fn5du3Z99NFHsRBjx449ffq06YZcCLmYXQhBRUXFM888Y+lnfrgQcjG7EA/didkNuRBysTTbaWlpvXv3/t3vfvfUU09t3LjRdEMuhFkosJSjzpenV69e/v7+NTU1ZWVlU6ZM6d+/v+km3t7eL730Ur4eZHx8fKyXE1uosxDdu3ffs2fPuXPnqqurFy9eDNVrugkXoiEwG7ynTZu2dOlSS3GdC9EQmAqsu27ChWgI6sx8dnY2DjZ+/PHHs2fPFhYWjhw50nQTLoRZKLCUw8puC6EdxyimNZ2dnSHCRB4ZFxcX6+XEFqwsBPTuv/3bv5nW5EI0BKYLkZWV9dxzz126dMlSyOdCNAS2CywuRINSZ+ahqNatW2e9JhfCLBRYymFlt+Xr69utWzfTmq1bt66oqBD58vJyBwcH6+XEFiwtxIULF5YtW2Z8KpEL0aCYLkS/fv22bt1q+hEXokExne22bdviSON//ud/1qxZc+3aNdOaXIiGoM5CPPnkkwsXLmzXrt3jjz8+ZsyYc+fOmdbkQpiFAks5LMX11NTUDh06ZGdnm37UokWLK1euiDwyLVu2tF5ObMHsQogbIJ544onjx4+bfsqFaAjqLERwcLCjo6O4WcTSl4UL0RCYne1ffvklOTnZxcVl1qxZpp9yIRqCOguB2Rs9enSZnhEjRowbN850Ey6EWSiwlMPsXiwiIqJ9+/aJiYlmN+HRSUNgKXifP3/+gw8+6NKli+lHXIiGoM5CdOzYMTo62uxHBrgQDYGVk+uFhYVmJ5ML0RDUWQhMJuZQ5KGx2rZta7oJF8IsFFjKYboX2759+1NPPZWSkmJpE15fbwishBNoLOOb4QxwIRoC6w+vmV0mLkRDYOUbUVRU9OSTT5qWcyEagjoL4erqCl0l8qdPnzYrsLgQZqHAUo46X55Vq1a1b9/+6NGjVmquX7/e7JMglsqJLdRZiDfffDMrK+vKlSsnT56cMWOG2XuwuBANgS03U9d5y4VoCOrM9ogRIzIyMi5fvozvRc+ePWfOnGlakwvRENRZiI0bN44aNcpwiXD8+PGmNbkQZqHAUgizx+Wmx+s1NTWGj0Tmxo0bHh4eDnrmz59v/BsnZsuJdcwuxM6dO//+97//9re/feaZZ6ZMmXLmzBnj+iLDhZDLXc9UWRJYXAi5WPlGPProo88999yCBQsuXbpkXF9kuBBysfSNWLRoUdu2bdu0aYPjQLM3uXMhzEKBRQghhBAiGQosQgghhBDJUGARQgghhEiGAosQQgghRDIUWKpg6U+d6/snnbb8ObSVzQXW/0nXyuZ17sFs3br1fU4LIYQQ0hBQYKmCpT91ru+fdNry59BWNhdY/yfdu24uWL169bx58+5hKgghhJCGhgJLRYz/1Pl+fiCuzp9DG2Nlc0v/pGvj5oLLly936NChuLjYqqGEEEJI40CBpSLGf+p8P39xUOfPoY2xsrmlf9K1cXOBj4+P8e/dEUIIIU0KCizlqPOnzvf8J51W/hzayua2/JPuXXu/fv36f/3Xf2VlZdlkMCGEEPLAocBSC9M/db63M1im7dT58V9Lm1v6J10bNxds37594MCB9zQBhBBCyIOAAkshzP6p8z3cg3XXP4e2srnpP/PUa3PBP/7xj5iYGBssJoQQQhoHCixVsPSnzvX9k04rfw5tS7PGWLlEaGVzPz+/zp0722IyIYQQ0lhQYKmCpT91ru+fdFpqpw62/Men9d/BsrS5q6urr6/v/UwFIYQQ0tBQYBFCCCGESIYCixBCCCFEMhRYhBBCCCGSocAihBBCCJEMBRYhhBBCiGQosAghhBBCJEOBRQghhBAiGQosQgghhBDJUGARQgghhEiGAosQQgghRDIUWIQQQgghkqHAIoQQQgiRDAUWIYQQQohkKLAIIYQQQiRDgUUIIYQQIhkKLEIIIYQQyVBgEUIIIYRIhgKLEEIIIUQyFFiEEEIIIZKhwCKEEEIIkQwFFiGEEEKIZCiwCCGEEEIkQ4FFCCGEECIZCixCCCGEEMlQYBFCCCGESIYCixBCCCFEMv8fn/67/YeEHhQAAAAASUVORK5CYII=)
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