Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hui_Zhang_051707_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 21 2001 |
Start Time | | 2001/03/21 16:00 |
End Time | | 2001/03/22 04:00 |
Key Words | | Multiple cusps |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 158.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Hui_Zhang_051707_2 |
Minimum Dst Value | | -61 |
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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iCeXVtFXNBwAAAOCR8QSs27dv29vbc9MTJkyoqanhpmUymYmJifr5IzXkyeQAAAAwrNGN9gbDSOqZmJj43HPPKe89Mm7cuM7OTm6aJpR3blc1f0joHwAAAPxiZwA1hnoGBQU988wzMTExyjn3YQ/WKMoLAADAKHYGUIOv57Vr15566qn4+Pj+M8f6GCx2+gcAAACP2BlADbueJ06ceOaZZ7KysgbMP3v27JBnC6qa3zvCj5yd/gEAAAYqKSnptddemzhx4hgfUvUTExOTf/zjHx9//LH6UrEzgBp2PQd/wHK5vLfvelc7d+406ePp6dn/OlhDzu9FwAIAAOPyl7/85fjx4w0NDfdndbSi27dv/+///q+/v7+al7EzgLJST36x0z8AAMBA0VDV1dV1n1eal5f37LPPqnkBOwMoK/UcvQG7ynRdHAAAAHV0NVSpXy87Aygr9eQXO/0DAAAMFAKWbrFST36x0z8AAMBAIWDpFiv15Bc7/QMAAAwUApZusVJPfrHTPwAAwECNfqhSHnb84IMPTpo0yd3dvaysbJTrZWcAZaWe/GKnfwAAgIHiJWBxE/fu3auoqNixY4e1tfUo18vOAMpKPUcPZxECAIABUTNU1SYkNGZmjnQJjY2Njz76KE28/vrrX3zxhXL+hQsXaI4m6x32t8aElXryi53+AQAABkrVUFUZGOgzZQo9hs1Y/fdgVVVVeXp62tnZ0dOOjg5bW9tvv/22t++GdTTd2dk57Ho1+a0xYaWe/GKnfwAAgIFSNVSVCQRcwKqJjR12Cf2Zmpqmp6dzv7pz585zzz3n5eVFP2lak/Vq8ltjwko9+cVO/wAAAAOlaqjq6e6mjFUZGDiiJchkMm9vbwcHB+Wc/fv30wuOHz+u4Xo1+a0xYaWe/GKnfwAAgIHi8SB3TnNzM3cMFklOTn766adv3rz5xz/+MS8vT/P1sjOAslJPfrHTPwAAwEDxG7Bqa2v37dtnbm5O0y0tLS+99FJISAhN//jjj6+88kpra6uG62VnAGWlnqOHswgBAMCA8HgdLPL444+7urrm5+fT/FWrVn322WfKl508eXLNmjUarpedAZSVevKLnf4BAAAGCldy1y1W6skvdvoHAAAYKAQs3WKlnvxip38AAICBQsDSLVbqyS92+gcAABgoBCzdYqWe/GKnfwAAgIFCwNItVuo5ejiLEAAADAgClm6xUk9+sdM/AADAQCFg6ZbB13PIXUqq9jb19PTs2rXLxMTE1NTUy8uLnmq90lEVGgAAYIwhYOmWkdRzcMAa8mXnzp2bPHlyYR+aOH/+PC+rAwAA0Dc8Xmj0wQcfnDRpkru7e1lZ2SjXy84AaiT11DBgWVhYiEQibpomrKyseFkdAACAvuHxVjn37t2rqKjYsWOHtbX1KNfLzgBqJPUcHLAmTpz42GOP/f3vfz916lR3dzc3f8KECTU1Ndy0TCYzMTHhZXUAAAD6Rs1QVVub0NiYOdIlNDY2cjd7trGxuXr1qnJ+SUnJk08+Sb8ddr3D/taYGEk9h/zA2tvb4+LirKysPDw8uDnjxo3r7Ozkpmli/Pjx6pepBu9VAAAA4JGqoaqyMtDHZwo9hs1Y/fdgVVVVeXp62tnZ0VOJRPLXv/6VZnK/Xbdu3QcffDDsejX5rTExknqq+cAoWSv3VGEPFgAAMELVUFVWJuACVk1N7LBL6M/U1DQ9PZ371f/93/9dvnyZJnJzc59++um7d+8Ou15NfmtMjKSeaj6wsrKySZMmcdM4BgsAABihaqjq6emmjFVZGTiiJchkMm9vbwcHB+7p7du3X3zxxe7u7qVLl54+fVqT9WryW2NiJPUc8IG5u7unpaV1dHRkZmY6OTlt3bqVm3/27FlVZxGO6CNnp38AAICB4vEgd05zczN3DFZv32WPXnrppZ07dz777LM02mq+XnYGUIOv55CHRl2/fv3ll19++OGHn3/+eUrcbW1t3HzqENQbTPp4enr2vw4WAhYAABgTfgNWbW3tvn37zM3NlXOuXbtGL/j8889HtF52BlBW6skvdvoHAAAYKB6vg0Uef/xxV1fX/Px85W+/++67F154oaura0TrZWcAZaWeo4ezCAEAwICM9VA1Z86cK1eujHS97AygrNSTX+z0DwAAMFBjN1Tdu3fv008/femll5RXatB8vewMoKzUk1/s9A8AADBQYzdU0ZKfffbZuLg4LdbLzgDKSj35xU7/AAAAA6WroQoBi8NKPfnFTv8AAAADhYClW6zUk1/s9A8AADBQCFi6xUo9+cVO/wAAAAOFgKVbrNRz9HCZBgAAMCAIWLrFSj35xU7/AAAAA8XjhUYffPDBSZMmubu7l5WVjXK97AygrNSTX+z0DwAAMFA83irn3r17FRUVO3bssLa2HuV62RlAWaknv9jpHwAAYKDUDFUJtQmZjZkjXUJjY6PyZs9qDptBwOKwUk9+sdM/AADAQKkaqgIrA6f4TKHHsBmr/x6sqqoqT09POzu7Aa/57LPPZs+ercl6NfmtMWGlnvxip38AAICBUjVUCcoEXMCKrYkddgn9mZqapqen93+Bn5/fK6+80tzcrMl6NfmtMWGlnqNn0GcRNnc2t3a1FsuLfyj94bui78Rl4jPZZzZGbFwQsGCW36wZ0hn0cBA72Ivs6WEjsqGHs8R5ddjqiOoIXZcdAAC0oWqo6u7ppowVWBk4oiXIZDJvb28HBwflnIyMjBdeeKG4uFjD9WryW2PCSj35pVf9o6GjIacpJ6U+5YeSH46kHtkWvW1lyMq5/nOniqdaCi3NfczNBebcxop2j2XByyTlEl3XEgAARobHg9w5zc3NymOwqqurX3zxxfDw8JGuV68G0DHFSj35pav+0drVKu+UF8uLLxdc3hO/Z0nwEnuRvZmP2WjyEz2US+Am6KeFwGLAaywFlgsCF3jGe36R+8XtktsJtQm17bWt3a3VbdX0U8Py01uuF17/Mu9Ln1KfxLrE60XX301+9/3U968VXSuRl3Tc66Cw2Nyp2NVMG1hj2ZAAAMaP34BVW1u7b98+c3Nz7ilNXLx4UYv1ImCBOiPqH1xuoGxBE5SQaELWKkuuT6ak8kHqB+8kvbMsZNlU8VR6TPed7iBxsBXZWgmtKOLQxEzpTBc/l1l+s5x8naxF1lMEI4tNtBBrgbWt2JbeTgt3C3TbFr1tR+yOLVFbaL3CMmH53XIqT2NHIz24nESF5MINJblz2edsRDbqViH4KZnRimyENvZixTeMVE5nX+d14etOpp28mH/xw/QP9yXseyvmrYWBCzUsObfXzVJoSYuyFlpTOziKHan8FCip/G/Hvb07fveZrDPBd4IzGjKoClRgBDIAgAF4vA4Wefzxx11dXfPz8wf/CmcRDomVevKL+sfZ7LOUkL4v/t6n1OfH0h8FZYKLeRcpu7gHu8/xmzNNOo0CwTTxNMoHo/yGbpgUJTCjWLM4aDGltDei3ziZfpLKE18bz8WO0deUEuH53PPz/OeNaS1GvweOHhTI3ALcqBF2xu+k+JXekE5hcfQtAABgoHAld91ipZ78ov4xFhHhp/03AnMLoYWlQHH4VP8X0FPFvhyJ49yAuZTkvsn7JkoWxX2hdh9QWFHsdcv74p3kd2jtq0JXzZTOdJI4KY6OlzhwOZLSnqIiQpVfWVIGWh+5fm/i3q3RW9eEr/GI8Tifc56i6taorfMC5lEqnSWdNc13mp3YzlpkbeljScukWmv9Hai50JwWS5F3fsD8BQELaGJ9xPpT6acoEEfLorHTCwCMGwKWbrFSz9EbsDtU0zFeYG4rtKXQMN13OsURZ4nzDL8Zs/1mLw1euid+z7mccxfyLvhX+Ms75RSV6Gf/Ub+1S3GEE83kvl7U//0xVHiukLI2maRccjLj5N6EvcfTj3+V/9XN4psxshitMw01TmNHY1JdkrBceLv09qWCSweSD6wLX7c4ePEcvzm2YluKnoOPGxsm1ArMrIRW9FmsDV/7SeYn1MhF8qLcptwCeUFqfWp2U3Zhc+G1wmu74nbtit91Me/i7ZLbUTVRVIX85nz6aHhtOQAA/iFg6RYr9eQX9Y/3kt/bl7RvR8yOrVFb34x5c2v0Vnp6peAKjc1Vd6u4wEQP/U9FRoOiT1Zj1o+lP14vvL4vYd+8gHn9dwHy9bAWWnPhzEHs4Ch2XBi40CPG43DKYb9yv8q7ldmN2fSglKb5gf8AAGMEAUu3DL6eQx5h19PTs2vXLhMTE1NTUy8vL3qqfr4WKx1tuWHstXa1ZjRmpNWnlbeUl7WUpdSnhNwJeT/5/S1RWxYHLbYT2Y10p9eIHu7B7iczTh5PO/5+yvvSCqmuGwMAmKOToaqmpuY//uM/1LyAnQHUSOo54AM7d+7c5MmTC/vQxPnz59XPH+XqwHBR8PIt990es91Z4uwidaHgtSRoydLgpW6BbgsDF9L8S/mXvi38dm/i3m3R29ZHrD+RfmJFyApLoWX/w+Y0ebj4uawKXUXL+TL3y8Lmwvt28BwAMIuCTlZW1n1eqYeHx8KFC9W8gJ0B1EjqOeADs7CwEIlE3DRNWFlZqZ8/ytUBa7p7uhs6GuRd8tA7oT+W/PhJ1idrwtfMDZhLsYzyGf2kBKbJ8Xk2IhtHseKshRMZJ2hpuq4WABiV1atXr1ixQi6/T/9bGhoaDhw4MHHixLS0NDUvY2cANZJ6DvjAJkyYUFNTw03LZDITExP180e5OoABKIFdyLngHe/9bvK7HtEeGl7kwlpo7Sxxpsd03+nzAuZRaHsj5g36uSFiw6mMU4JSgbBMKC4TXy24yl2sVVohDa8Or22v7e07DwAH/AFAfzTe2dvbP3C/PPTQQ9bW1klJSepLxc4AaiT1HPCBjRs3rrOzk5umifHjx6ufr2qZaoxBJcBoUfQplhfH1sR+nvv5m7Fvuvi5OIodbUW2imtbjPpC/FO4S/ALfjovkharOABf4kgPB5EDxbUlwUt2xe86nHKYUtqXuV/6VfrJWmW6bhIAYBQ7A6iR1PMB7MECw0TZK74mfmPERieJE3fQ/UiP7tI6k1kKfrpW/lTRVAeJw0zpzDn+cyiNecR4HEs99kHqB/sS960LX+ce7L4qbNWykGXLQ5dTUPsw48Pj6cd3xu7cHLl5U+QmmnMk7cjN4puFzYXYhWYoshqzMhoyiuRFuBocjBTXZ7g7lCTVJd0suflF3henMk/RfwzvBO9dcbuOpB45k3WGNufO55wPqAxIqE2IqI6gbcuT6SePph09mXaSnQHUSOr5AI7BAqPQ3Nnc2t3a2NFY1lIWfifct8I3tibWr9LvvZT3tsdsp+izLXrbnsQ9+5L2bY/eviFiw6uhr86SznIUOyou0PrL8yIVQU0w5kFtQGgzF5hTYrMX21N5FgQuoOD4bvK7VwuvptanVrZWcvdlwqB+n+U05UjKJV5xXrP9Z08VTx1wIKCjxJE+qUVBi6hHUXSmAE0P/0p/SmC5Tbk0iGrxedFbqtuq0xvS6UHLUVxYru8KJpV3KxV3L+1q5W7JRV19rC9oQmuhjlciLym/W14gL6Dy0JYA/XFR1einhmunMtMjrT6Nu+lZsbyY3hsli4qvjS9sKqSQQXXkrs9CE/RbWqOsVVbXXkfZgvstPfKa86ruVtESkuuSS1pKqDDZTdl5TXkUPnzLfekv/fvi70OqQr4v+v7r/K8vF1y+VXzLp8znh9IfrhdeD70TWtWqeC896C+IO16TqkaVouVTiKGUQ2+/UXzjx9If6Y2f5yjSzIfpHx5LO/Z+yvvvJL6zJWoLbSnNC5hHj4WBCxcFLqJPfEXoCtpG2p+4n7IR5aHDyYe3xmylX9GG1gzfGc6+zgsCFqwMWekW6Dbbb7a9xN5SaMntdB/N9Z/pwc4AaiT1HPCBnT17dsizBVXNH7yEEa0OQH9wd2bkDslSDGBdrTGymGuF185lnaN/o17xXmvD106XTrcVKy7Nyt328b7lMG7nHK3URmhjJ7ajn9zovj58/cHkgyczTn6a8+ml/Es0VKTUp/T+vK2MQKYFLr58V/wdDY2j39PpIHGY7jt9rv/ceYHzZkpnzpDOoKGXOhIl/t0Juz0TPN+MfpPyGY3iy0OWT5NMG/agQ64n/DRUC/pWIXbgri3n5Os000+xM9XV35ViupPEiUIhdRV6DQ3wFkILW6Hi5qrOEmfqPLRRwY36NJ+SPS2B6jvPf94cvzmUD2xFtv3XOPQmgY85LZk2Cei99JMWSEum9dJTmqYlcJe+619sjZpuJPeNHfEfkcBMn+9dNuyDnQHU4Os55KFRPT09O3fuNOnj6enZ/zpYQ87vRcAChnF7FLit88zGzEsFl06kn/hX5r++yP0iTBZGm+aJNYnJtcmJtYn0q+Ppx09nnqbEJi4XSyoktHn9SdYnb0S/QcOhYhtXYEm5ja/Exu0S425bbuFjQaMvjbs0rNKIqzgbQOo823825bNVoatej3zdI9bjRNqJqwVXaSM+sCqQHhkNGekN6WUtZcobIVDmMKC4xhW7saOx/G757eLb3gneC4MWUvUp31BEptZQ3GRdpIiqlH5cA1wpW9BTK6GVjdhGTRSgxEARxD3YnXKMJqe74oHHlL4/RkV/E9rQthl1OfobnC2dvTJk5dborfuT9n+Q8sG57HPXCq59V/Tdmawz76e8fzL9JP3cGLFxddjq18Jf2x23m+bQv45TGafYGUBZqSe/2OkfANqRd8oL5AWictH57PPcTdDnBsydJZ3l7OusuHNl334LRQ4bsw39IUYIwU97TRRxTWhhJ1IMEhRWFA/fGfMD5i8OXLwoaJFboNuCgAVLg5duiNiwMXLjq2Gv0vSa8DU0kFDEOZp69FL+Jb9yv+S65Nia2GhZdHxdfFZjFlVW1irTLr3Ru5LqkijU0rq4y3xQjlTufRn9AXmUuiiDUvoMqQqhz2XA2ileU11yGnMow53OOk0V/CDtg3Xh65aHLKc8N813GoXmka6RWpgiIH3oy0OXrwhZsSx42eKgxW5BinpRCuTuGzZVMtVebE8fQf+vtgdX9qcdXQLFfibKjtxuV2W3oWmaQ/PpMeCUkZ/u3yq0dfFzoSalDQD6iKlGipIEunF32aK1W4uslZsEij1Dv7wDLLcQyrL0duoeLlKXGX4zXP1c6emykGUrQldQ36A6LgleQj2HpqmyVGtaMoVXqubCwIU0h1pyaZDi0nq0PTDLbxZ9xLRVMNd/LjUIvZHCx5aoLVuit1AH2xy5+a2Ytw4kHtiTsIf+at6MffPNmDdpgj4O6pP0Fuqr1HQOYsXtX6nw9DdFEWdTxKa3Yt+iV+6K37Uzbie9ixLPsbRj/0z756nMU59lf/Z1/te0OUSfcnlLeWVrZbG8OK8pjx7xtfGCMoHiCKqMUyfTTtKW0nfF32U0ZnBf49LWSF5zHm1Z0U/tvilWhZ0BlJV6jh7OIgTgEbdLif5xZzdm+1f6X8y9eDz9+JGUI96J3tuit9FwRaMaDcA0/imGT4GVcpi/PycBaJnh+tIb902W4mtQkR2NhZQpZ0oVwy335RoNsTS+0nhJ0/YiexopR1Qd5ZdrNE1tokyNPwUOgSJw0FNa+1TRVLcAt++Lvx/l0Mh940zDbX5zPg293J7OwubCiOqIm8U3rxVcu1583afU58fSHwMqAigp0gu06w/cl9oUAblV0IO7Q+uAkyeoPNxrBp9UQXO4slW1Vo30aD9FpOjblcvd6Kz352/bceoG79gZQFmpJ7/Y6R8A+oMbcbnDy2h8pQka72kopQ1xGtpvldw6nnbcK87LI8ZjS9SWdRHrloYsXRayzNXf1Vni7CBx4PaX2IpsKXxQaONl59CYZjXF8UC+iouiufq5bora9GX+l1RTGvKpHera6rgDtLkQwKWKspYyLlLgZuSgz9gZQFmpJ7/Y6R8ARowyStXdKkVY6WotlhdTRslrystuzC6QF6TWp4ZWhwZVBcXWxKbVp0XLokVlokv5lz7J+mRPwh7uq8PVYavXha+jn0uDl84PmD/Lb5biKyehtWIPlsCCO3tgwJdWA1OU4KfjWhYELDiUfIjWojgfrUlxtp2u2wZgrLAzgLJST36x0z8AQGuKU/n6vnhS3FipU97Y0UiP6rZqxZn8dxUXrTCgI+4B+MLOAMpKPfnFTv8AAADgETsDKCv15Bc7/QMAAIBH7AygrNRz9HAWIQAAwCixM4CyUk9+sdM/AAAAeMTOAMpKPfnFTv8AAADgETsDKCv15Bc7/QMAAIBH7AygrNSTX+z0DwAAAB6xM4CyUk9+sdM/AAAAeMTOAMpKPUcPZxECAACMEjsDKCv15Bc7/QMAAIBH7AygrNSTX+z0DwAAAB6xM4CyUk9+sdM/AAAAeMTOAMpKPfnFTv8AAADgETsDqA7qaQSNawRVAAAAuP/YGUARsDSFswgBAADU6Gxu7pTL22tr73V00NO7lZVtMll9Wlp9enr+V1/FeXlFvPYaOwMoApY2jKAKAAAAWuhqbW0uLCyXSHI++yxm2zZ/V1eRjY3AwsLHzMxnyhTuIaDpfk/7P9gZQHUTsFQZo1Uo5/f09OzatcvExMTU1NTLy4uear18nkoKAACgM5SWFPuZqqvvVlXJCwrqU1JqExLocSckpOTWrZzPP086eDBs3Tq/OXPEdnZCKysfc3NVyUnDBzsDqHHuwVK1inPnzk2ePLmwD02cP3+e3+UDAADop7vl5YVXr0Zv2+Y3e7bI1lZoaalIS6OISv9+mJsLLC1FU6dKnJ0lTk6+zs5Ca2uRjY101qyAefOCFi0KXro0Zvv2gsuXKbexM4CyFbAsLCxEIhE3TRNWVlb8Lh8AAEC3OuXyu1VVFKdkUVG5X34ZtXkzBR0KQKNNUWZmPjSGWluLHRwCFyygxaa8917R9evNhYU93d2aF4+dAdRoA9bEiRMfe+yxv//976dOner++bOfMGFCTU0NNy2TyUxMTLRePj8FBQAAGDl5SUmFVJp5+nTc22+HrlzpP2+exMlJZGNDMUigyVd49DJLS6GNja+Tk7+rKz385swJdHMLXr48bPXqsDVrIjdvjtm+Pfmdd3LOn68MCmqrrh5RilKDnQHUmOvZ3t4eFxdnZWXl4eHBzRk3blxnZyc3TRPjx49X83Y1x4qx0z8AAEBXKNN0NDQ0ZmWV3LqVevQo5R7pjBmKfVEjPwpKYG4unTkz+s03Cy9fvlte3tXaqqtKsTOA6qyeaWlpFH0effTRsU4tJSUlyj1V2IMFAAB6pbO5uSk7u1wiKfr227Rjx2K2bw9Ztkw6fbrA2lowwmOkBGZmAhsbiaOjn4tLwPz5oa++mvTOO8U3bsiLi/na/zR67AygOqunubn5wYMH7969O9YrKisrmzRpEjeNY7AAAOA+625tbcrNLReJss+ejd2xI3LTppClS/1mzBDb2yuubjDSfVE0kNnZ+bu6RmzcmHb0aMGVKzXR0a1VVfc6OvQnRanBzgCqs3o+8sgjLS0tY7Rwd3f3tLS0jo6OzMxMJyenrVu3cvPPnj2r6izCEX3k7PQPAADQhOLrvMbGO6GhxTduZJw6FbV5s//s2RInJ6GFhUYHRQ31pZ7IykoybVrQkiXRHh60zHKJpLWy0iBSlBrsDKA6q+ef//znoqKiMVr49evXX3755Ycffvj555/39vZua2vj5vf09OzcudOkj6enZ//rYCFgAQCAhjoaGuTFxeV+flFbtwbMnSuZOlWbq0OZmQktLSXOzkELF0Zu3Bi/c2f6Rx+V+vjUp6S019bquopjhZ0BVGf1PHPmzLx586qqqnRVgNFgp38AADCOglSZUJhx6lTKoUNRW7YEubmJ7e1HdI0oil/+c+aEb9iQ/N57RTdvVgYE1KemUoQy9H1R2mFnANVZPQ3u1DwDKioAAGjuXkdHq0xWExtbJhBk/utfsTt3hq1e7T93rnTaNE0vH2VmJrS2lk6fTm+MefPNlMOHS27dapPJOpubdV05vcPOAMpKPfnFTv8AADAOPd3drZWVlf7+WZ98ErdjR+jy5dIZMygVaXPJgylTRHZ2AfPnh69dm3vhQlNODndvY9AEOwMoK/XkFzv9AwDAEFGc6mxuromNTf/ww7C1axWXjxr5+XrcF3z03ojXX089ejTn889LfvihPiWlSy7Xdf0MGDsDKCv15Bc7/QMAQD91tbZyR5pXBgbmfvFF8rvvRm7cGOjmJum7EZ5GV5AyM6P8JLKxkTg5SWfPDl25MmbbtrQjR4quX6+Nj28pK+tobNThBTmNFTsDKCv15Bc7/QMAQE9Qliq8fDlh9+7gJUsUX+2NdF+UhYXvtGnh69enHDqkiFAJCW0yGZuHmesWOwMoK/XkFzv9AwDg/qPcU5eUVHDpUsxbbwW6uYns7X1GdE3zvitISadNC1m6NPm99yr9/Jg9ZU8PsTOAslLP0cNZhAAAY6GtuloWFZX3xRdRb7wRsGCB4iIIwx54bmYmtrPzmz07cOHC8HXrEry8sj/9tFwiaS4s7GhoQJbSZ+wMoKzUk1/s9A8AAL5Q7pEXF98JDc29cCF669ZANzexo6MmB0sJpkwRWlr6zZkT4+GR89lnsuhonLVnuNgZQFmpJ7/Y6R8AANrpam2tiY3N+vjj6C1bAubOFdnZaX7HGLGdXeCSJQm7d+dfutSYnY04ZUzYGUBZqSe/2OkfAADqUfppysur8PXN+uST6O3bA+fNE9rbCy0sNLq+lJmZ0MpKOnNm6KpVSXv3lty8KS8o6MaJe0aNnQGUlXryi/rHvXvYogIAtlD0aSkrKxeJkvbvD1q61HeEF+oUWVv7ubiErVmTdOBA4fXrFMs6Ght1XSe43xCwQB3qHz4+UyQSx/DwNbm5n7e1Veu6RAAA/FPsncrJyb94MWT5cpGtrYZBSmBmJrCyEjs6Bi9ZkvTee+W+vk25ubigFHAQsGCgAWcRUsDq//D3n1dQcEkuL9Z1MQEAtNfR0HAnJKTgypUEb2/p7NnDHoFOWUpsbx/o5ha1aVPy4cNF337blJeHQ6ZADQQsUIf6h0hkMyBjcQ9f32lpaUebm/N6enCeMADou57u7oaMjKT9+8NXr5ZOn67+eCmJg0Pg/Pnh69ZlnjpVl5xMaUzXxQfDg4AF6nD9o7NTXlJyMzp6m0hkN2TYEovtg4IWpaUdb2rK13WRAQB+0pCeXnLzZvzbbwe4uqq/Q5/AyirAzS1m+/ZyiQT7pYAXCFigzuD+UVYmjIraTolqyKRFD4HATCyeGhm5qajoZmtrpU6KDQBMoUjEHUR1Jywsce9e6YwZIltboaWlukRlaRm8dGmcp2fuhQuN2dm6rgEYIQQsUEdN/6itjU9I2BMQsEDVbq2+h5lQaBscvCQ19ahcXnA/Sw4ARqyzubmlrKw+OTny9delM2cK1GapnxKVhQW9MvngwTvBwW3V1dhNBWMNAQvU0bB/dHe31tYmxMXtkEpn9h2zZTZk3hIKLYKDF0VFbUtJOVRZGYCDtwBAExSGWmWyUh+fpAMHQpYulTg4aHSKn4WF/5w5Mdu3533xRV1iIu4qA/cZAhYMNPp7EXZ2yvPzvwoP3yAWO6gKW315y1IqdYmN3VFVFYawBQAcxYXRExMpFSV4ewe7u4unTh32AlSKU/wcHPxdXYOWLEn94IPKoCDcpw90DgEL1Bl9/+joaJDJopOS3vH1nS4QmKs9cstBKp0eGroqLe14Y2MWL+UHAINwr6Oj5Nat8HXrRNbWmlwVXWRr6+/iEujmlnHq1N3ycnzfB3oIAcs49fT07Nq1y8TExNTU1MvLi55qtxx++8e9ex3V1ZHFxd9nZX0cFLRITd7iLgORmLi3vFzS0lLGYxkAQB9QJCoXiylRiR0cFDuo1OyjMjMT2toGuLpGbtiQcfp0dXg4LpoABgEByzidO3du8uTJhX1o4vz589otZ6z7R0tLeVbW2aCghULh0Ffb+vkyEI7h4a8lJR2srPQf0/IAwBihRFWXlJR69GjAggVCGxtVt0Om+RJ7+6BFi+K9vXM+/VQWFYW9U2CgELCMk4WFhUgk4qZpwsrKSrvl3M/+0dXV2tUlr6oKSEjYIxarzFtCoXVMzNa8vC/xNSKAnmvIyMi9eDFqyxa/WbPUXCpdZGNDoSp01aqCS5dw/2MwGghYxmnChAk1NTXctEwmMzEx0W45Ouwf9fVpGRmnIyI2qrnmllBoFRq6IjPzX7W18ThMHkCH7lZWdsrllKjyLl6MfOMN35kzfVQnKgpbQhuboMWL8776CjuowFghYBmncePGdXZ2ctM0MX78eDUvfkCt+1LeYbS311ZW+mVknAoMnKf6MHnLiIgNxcXftbbKdF1eACZ0t7ZWSCSJ+/f7z507/EUTLC0D5s1LPny4JjZW1wUHuB/0ZAC9D1ipJ8cI9mCpQmGroOCb2NgdUqmLqmtAiMVTw8LWZGb+q6WlVNflBTASLWVlhdeuJb3zTviaNQFubiJ7+2ETlZ+ra8KePYXXrzcXFOCiCcAaPRxAxwgr9eQY4jFYWujubq2oCEhJORQQME9F2DITCCwCAuZnZp6ur0/VdXkBDAbloZrY2IwPP4x8/XW/OXPU33aGi1PSmTODFi+Oe/vt4u++aykp0XUNAHRMzwdQHrFST87Zs2dVnUU4oo/cgPpHW1t1fv7XUVGbJBIngUDlMVtBQYuSk9+Vy/HfH+DfultbKwMCMk6eDFuzRuriIrKzU3WWX/+rJ4jt7en1madO1SYk4FAqgAEMaAAdJVbqyenp6dm5c6dJH09Pz/7XwTLWgNVfR0djRYVvbOzbUulMgcBCRdiyCQpamJHxYUtLua7LC3C/tVVXF1y+HL1lS/CSJRJHR8GwR1CZm1PwivHwyPrkk6qQEHlxMRIVgHoGOoBqgZV68ss4+kdVVXBS0gGpdIaqY7ZEIit/f9f4+N137oTourAA/KMw1JCVlfnxx+Fr1vhx5/ep3UElMDMT2dkFubsnHTxYLhbLCwt1XQMAw2McA6gmWKnn6OnhWYR86epS3JS6L2xNVxW2BALLoKDFBQVXGhrSu7rkui4ygDZaq6pqExOT33030M1N7OCg5hpUP12Jys4udOXK5EOHyn192+rqcEA6wOgZ2QCqBiv15Jdx94/a2riYmB0SibNAoPKO1P7+rqmph+vqknRdWACV2mtrK6TS9BMnojZtks6YIbCwUB+nhFZWvjNmRKxfX3jlSmN2dqccGxIA/DPuAbQ/VurJL0b6x717Hc3NhRkZH/n5zVZ1h0SRyCYmZltp6Q8dHY26Li8wrbWyskwopDgV4+FBOUlgbj7sEVSUqALd3BK9vSv9/Nqqq3VdAwAmMDKA9iJgaYed/qHU09NdViaIiNgQFLREJLIe8tIP3HW2srPPtrfX6rq8YMx6urspD1UFB2edOROxcaN05kyKSsNf0tPCQjp9esjy5SmHDjVlZ3c2N+u6HgAsYmcAZaWe/GKnf6hSUxOblPSuVDpT1TFbAQGuwcHLkpPfa2rK0XVhweC1VlWVikTZZ89GbNggtrUd/loJU6YILS0lzs6hr76aceJEyfff0xJ0XQkAFtHGeXNzYVbWuejoN/z85giFVuwMoKzUk1/s9I9htbZWFRRcjoh4TSSaqvp2PWYikT29Ji3teGmpT1sbvosBdRqzsmSxsflffx35+uuKq0/Z2g6/d8rMTDJ9esT69WknThTfuNGQnq7rSgCwq6OjMTf3i+jobf7+c3x8Bh5ews4Ayko9R8+IzyLkS0dHQ2npj1FRm4XCoS+ypXxIJA6UtwoLr+q6yKBjHY2N1RERmadPh69f7zdnjnjqVMFw10ZXnNxnaSmZOjVs9eqkAwfKhMLWykqc3wegW3J5SXHxjbi4t3x9p6s5QYryFjsDKCv15Bc7/UM7PT3d9fVpdXUpSUn7/f1dhEJb1Tu3zAUCq+Bg96Kiq3J54b17uEij0aIM1JiTk3XmTNSWLUGLFvm5uAg0OHDqp6tP2duHrV2bdPBg0Y0bHQ0Nuq4KAOva22vLyoSpqYdCQ1dKpTOEQktV/+Rpe9vPb05c3NtFRdebmvJ6WRpAWaknv9jpH3zp6GgsLr6dnn4iPPw1kchOzc4tsdg2Ls5TJovCfXsMlyJLZWfnf/11yuHDERs3Bi5cKHFw0OTAKeXN+0JWrIjdsaPkhx9aysq6Wlt1XSEA1t29W1VUdINyUmDgArHYTtXRt9wJT0KhdXj4utLSH+Ty4sGLYmcAZaWe/GKnf4yRpqac4uLvg4IW03aPqgtA9G36WNNrkpPfw6Xk9da9jo76lJT61NQKf//EffsC3dw0umHfz7ftk0ybFrp8edKBAxUSyd3yctxnBkB/0FZuTs75kJAVIpGN2qM+zOjfuFQ6IyZme17ehdbWqp4edV/ZszOAslJPfrHTP+4D+lPMz/8mKmpTQABtGE1VfUdqS9pySk8/UV+fpusiM62nu7smNjbl8OGQFSskDg4aBSnuwClb24D58xN27y7+/nt5YWFLWRkOnALQH/SvuKkpr+/gdA8/PxdV96v9+aI89uHha7Ozz9y5EzpsohqAnQGUlXryi53+cf+1tVUnJu4NDl7q6ztN9X17LPz956WlnWxqytd1eY1cQ0ZG8Y0bSQcOBC5eTHFKbG/vM9ztZXzMFDfs8583L8bDI/P06QqJpCkvDxedAtBPLS1lOTmfh4QsV3MclY+PYgdVdPTWvLyvaRN3lAfLsjOAslLP0cNZhPdfV1drXV1yWtoJP79Zg8/1/XnXNIWtOXFxnhUVfrjA6Wh0NDTICwqKrl9PP3Eift++4KVLNbl6p8jWNmjJktAVK8LXrcv48EMKZNgvBaDPWltlJSW3oqK20kasmt1UAoGlv//smBiP8nI/fk8/YmcAZaWe/GKnf+gP+guvqYlNTNzv7z9PzT8FodCa0lh8/O7GxmxdF1l/dbW2tlVX10RFpR09GrpypdTFRWhtrckhU4qD0K2sghYvTjl8+E5ISDcOPwfQY52dcpksKjf3c4pTfQenO6jZTSUQmEml9M9zZ2HhVbm8YOxKxc4Ayko9+cVO/9BbdXXxcXG7+i4lr/IYeYHAXCJxDAtbk5v7hUwWPqKjBIxDe21tVWBguZ9fqVCYdPBg8JIl0hkzRJpdHEHxMDcPcHWN3ro1++OPaxMSerq7cUIfgN5qb6+lDcv8/K8jIjb0XYxqmOsRcrup/Pxc4uM9y8slXV336a+bnQGUlXryi53+of8oNrW0lGVnnwsLW0XbZ2rylo+Pma+vc0jIsrS0E7RVR9t29+0fyn1AWaohM7P4xo20o0cjN22iIKXJFTt/cUKfo2PgggXRHh7px4/nffHFndBQnNMHoLfoX59MFpGT83nfBdPnqrhF7MB9VJS6fH1nRURszM39vKWlVCclZ2cAZaWe/GKnfxice/c65PLi1NQjfWfBqDlm86dHYOCCuDjPtLTjTU25HR0GcAVLCj3ygoL8r75KPXIkwds7ZPlysaOjIktpeGWEKVME5uaKg9DnzAldtSr10KGqoKC7VVU4cApAz/Vdieq7mJi3AgLmSyQOaq+WTllqSl+Wcg4NXZmUtK+k5KZcXtDdrReblOwMoKzUk1/s9A9D19UlLyy8kpDgFRzsrvYcmZ8eUun0hIS98fG7MjM/vnu3XCaL0sleLsXuqIwMij4Fly5FbtjgO2uWv6ur7/TpiqPONQ9SFhb0lrC1a6O3bIneujXj9Om6+HhaMrIUgP6jMCSTxdO2YkjIMspJAoHVcHunzCUSp6CgxZTACgqutbbW6O1BEewMoKzUk1/s9A8j09kpr6oKS04+GBKy3Nd3hia7uIRC6+jo7dXVEZTVtFxpc3P/TNPV2tollzfl5eV9803SwYPxe/dGb9sW5+kZu2NH4Pz5IltbCkYj+Grv551Svs7OgYsWRXt4ZJw6Vfrjj3erqnhqMwC4H9rba+n/TELCHql0piZbg/Svif6PJSXtLyi43NxcqLdxajB2BlBW6jl6uEyD8bl3r0MmiyoouBoVtZnbBFT7H83Mz8+lri65qOi7mppY5UIoP7VVV1Nsou3N2vh4WWRk3tdfJ3h5ZZ87V3DlStiaNT6UfmbMiNmxw9/VVZGfzMw0vdD5UEFKPHUq5bC4HTuyP/kk76uvcCofgIGiRFVU9H1k5Oa+HVTDHJAuFFpQ8Oq7EtWXTU35evJln3bYGUBZqSe/2Okf7GhuzueuBJGTcz4v70JU1Bap1MVXNG3Qf7qfQpjwB2vJp1PF/7L1OTrFZ+sUn2naBKYhDzYXWlv7TpsWvHRpxMaNCd7ehd9+2yaTNRcWtpSX67qRAGBU6D9McvJ7AQELhUJ1x6RT3hKLHYKD3VNTD1VXh2u9+1w/sTOAGmc9Ve1t6unp2bVrl4mJiampqZeXFz3Vevk8lRR0ifvm7l5HBz3aa2szP/44asuWoEWLxLa2AuX1yu2n+HhN8flqis+tYfbY+/wwxee7KT4Xpvgcm+KzcYqP+RQfq4HhSWBmJrK1lTg6+ru6xu/alfv55/nffFPi45P31Vc00ZyXhxP3AIxGXV1iUdG1pKT9ISFLxGJHtVf1NJNKZ4SErEhPP97UlKfrgo8tdgZQ46ynqs/v3LlzkydPLuxDE+fPn+d3+TB2KAzRo626mh5cCuF+UjBqzM6uDAysiY1tKStryMhI++c/8775hvvirFUmK751K3rLlrC1a8PXr/ebNStg/nz66TttmsjOjrupi0/fMU/DH/nkMMVn1xSf9VN83pnic324sNX3laLgR7PAm24ZsR9F39gWf9lLXlCAO8YAGLHu7tbq6oj09H+GhCwb9gbJYrFTePhrhYWXjGwH1bDYGUCNs56qPj8LCwuRSMRN04SVlRW/ywc1KFuU3LyZ/P77GR99VBMfn3b0aMjKldHbtuWeP1/6ww/FN25UBATkX7yYsGdP4t69ocuXB86f7z9vnsTJSWRtLaCHhcW/9yqZmSke5ubqU5HWhzrRg1ZKqw5avDhu166I9ev958wJXLiQkln83r1F334bvX17uNeGBLF3WsSx7IzzsbFva3JcqlBoQ/9Sw8JWJCUdoE3bzk6ELQBDRX+/HR0NMllUTs6n8fFeISHLJRKH4f4DWPr5zUlLOy6Txei6+LrEzgBqnPWkz2/ixImPPfbY3//+91OnTnX/fA7XhAkTampquGmZTGZiYqL18vkpKE/aqqv7P+V2k7TKZHdCQii1FH//ffrJk2nHj6d/9BEFmpjt29NPnMi/dKnw2rW8r74quHy5Ji6uLiWl6MoVyjf0yogNG4KXLQtfuzbj1KmOhuEvDXW3srK3b38SN0GF4fYe0dNCyiLbtgW5u/vOmKHFyXFj+zAz4y7FqfjazsaGJnynTy8XiRoyMrTez9TeXltfn5yXdzE4eKn6Yyy4h1jsEBS0KCJifUrKEYpc2q0UAMYUZanW1qqyMlF+/hcREa/7+bmIRHaa7MP29XWmra/c3C/o34IxXdZ4lPRtAB07xlzP9vb2uLg4KysrDw8Pbs64ceM6Ozu5aZoYP368mrc/oJbY0VFkZye0s/N1dg6YNy98zZqQZcv8+i7eGPv22zFvvhn75ptxb78du3Nn2rFjJbduUdCpT03lkkdPd3enXN6YlVUVFFRy82aFVCqLisr7+mt6Sr+VFxeXSyR3wsO5eFQVGlrq45N24kTomjXSmTP9Zs8OcHWVODuL7e0V0wsWiO3sKBwIbWwkTk5ia2th326ef+/sGeXD3DzY3Z1CErdjKWHvXv85c8QODhSYqOKKFui7h51iddyN6n5eL49xStC3p4pWRFWmFqACSBwdJfb2lIqElpYSB4egRYvC168Pe/VV/9mz/V1dY3fsoIxIr1F8OjNnhq1enX/lSlVwcNGNGy3l5ZSfqOUpOCoPwOr6OQ7yfoEo2rpNSzsmlc4MCVkmlU6nf7jq/yOLRLYSyVTKW2lp/ywuvoH/yAD33717HXV1yRkZpyIj1/ddId1egyyl3GSaGhKyPCXlcGVlML83SDYmCFgGRs3VE0pKSpR7qnjcg6V1XBBaWSkSg4pvr3gLRvr3oKqFrVyZ9fHHifv2BS9ZkuDlVRMXV3zjBj2NfuutmLfeitq8mTvuO+vMmTtBQfKSkrvl5cZ08zvaDqZHdXVYauqxoKDFItFU9f+suWsxU+oKDX01M/N0aamPXF6i60oAGCG5vKCg4FJY2DqJxFH9FdKVx6SLRDZ+fi6hoSuSkt7Ny7tYUxNr0JdOuJ8QsIxHWVnZpEmTuGkej8FShIa+w4B+ESNGcdCPRo9+y/93ROs7Me2nw5LMzCjAcTuWfJ2dw9esidy0KcbDI/2f/0z/8MP048dLfvyx+PvvFXdZ2bcvfs+epP37KdOELF9Oj5gdOxL27087dqwqMLAhPb0qICDy9deHrhE3s291iisz9e1MElhbSxwdBVZWYjs7ydSp9NTPxSV627aCK1fq09Laa2v5+TiNS1tbXUNDZnm5MDn5XV9fJ+5rheE2kW19fadRPsvPv0T/0+vrU7ChDDBSnZ3yysqgxERvf/+5w32bT1nKjl4WEbExIWFvUdH1u3fL8Uc3GghYhs3d3T0tLa2joyMzM9PJyWnr1q3c/LNnz6o6i3BEHzm9mDu3X/FlX3Nzc2FhVWhoTUxMe11dZUBA0dWrJTdvlty+TQ9KMxRZYnfsoKATvGSJ0N6eMpnQ0lLs4BAwf37Exo1xO3dGbdwYtno1ZZFANzeKR5RLaD5lI0U8Wr8+csMGSkipx46VS6WtMtndykruspa06pby8qbsbO5kOnqq/NqLR92trbXx8aU+PoVXr+Z99VXWmTN1iYpDhSgw4aYrvGtvr+3sbC4puZmefiw8/DWJxEkotBo2ctFrAgIWhIWtyc7+tKkpn/77G9A1nQHGAv0dVVUFZ2WdSU5+Lz5+d1zczqioN8LCVgYEzKftk777Iqv6szKjP6jAwAUpKYfLy8X014STUXiHgGXYrl+//vLLLz/88MPPP/+8t7d3W1sbN7+np2fnzp0mfTw9PftfB2ukAYvnEgOo0NXVWl4uSk5+lzagfX2dNdnL5eNj3rfNPSc4eFly8oG6upSamljaDtB1VQDGUFubLD//m4iItdT5BQJNj5ri/l78/GbFxHgUFHzT3l6n63oYP3YGUFbqyS92+gfom/b22nv3OkpKbkdFbQkLW0MpSvOBRCCwFIlspNKZ4eHrUlOPVVYGtrVV48sOMFwyWVRq6tG+IxqHP2m3/24qicQpLOzV9PQTjY3Zuq4Ec9gZQFmp5+jhXoSgnzo75c3NheXlvjEx24KCFvr5zek7pkT9fRX7py5zLngFBMyjIScy8vXc3AtNTdmNjVnIXqAPqB/SlkB9fWpZmbCg4Gpu7vnExP3+/vNUd3Izkci+7/DzA9nZ5woKrpWW/lhaKqA0JpcXd3Q04Dt03WJnAGWlnvxip3+A4bp7t7KmJj419f3g4GUhIcul0ukCgYUmZ0j1y14W/v5zwsLWJCXtz8//uqoquLVVputqgXHq6Gisr08rKvo2Pf1EUtI70dHbuE7bt7Wg0Wl9EolTdPQbpaU/0CaHrmsD6rAzgLJST36x0z/AyNC2OwWvioqAzMxT4eHrpNKZIpG1QGCp+R4v7qQqGvlCQpZGRm5OSTlSWPhdXV18Y2OGXF7A2k0/YKSoBzY0pFOQSkz0Dg1d6e8/TyJxFApV3qRP/QZAUNBC6oE1NdG4aJwBYWcAZaWe/GKnfwA76usVx8KXlYkjIzcFBi7y85utyZ6DIQ8ZpsQmFNrSwEkLiYranJ7+YVHRzTt3wuvr0+TyEoQw40afb21tcnHxrby8ixkZHyYmHoiIeI2ivFhs23e345F2KnORyJY6UmjoipiYbQkJ3omJB7OyztXVJem6oqAldgZQVurJL3b6B7Csq6u1tbXqzp0wGs/i473Cw9f2HeBlM6LvGVUd+CUUWovFDrTAkBAaOHdkZp4uKxPU16e2t9fiEBnDQp9XS0t5YeHV0NDV1D206A9CoZVUOi0oaElMzJtpacfz8r4sLfWhCIXOYJTYGUBZqSe/2OkfAEO6e7eq76Bjn+zsM7Gxb4eFrQoJWRoQoPi6p993jtrkMIGAhlsLicSJu8VQWNja6GiPpKR9NO7m5HxWWPi9TBZVVRVcXi5taMjgrhxGQRDD8AD37nVUV0dQLJZInOnjEIvt+nYrWtKnIxLZ08cUEODGnUlK2Yh7C3f3Yvpkm5sL6+ri79wJqq9PamzMrq9Po6ZubMyqqYmtrPSn6JOT83li4h7KQ2KxoyaXauO+WaZcLhBYUUkCA+fFxLyVl/cFlVAuL8YeTdawM4CyUs/Rw1mEACPS3d3a0lJSUnIrI+PD2NgdYWFrKDD9HMJs+85eHNVusAG7xAQCGwoTfn4ugYELwsNfS0zcm5r6z/z8rysrA6qqgqqro+rrU+Tygra2aiqYgQaylpay4uLvKiqklHKysv4VEbEhNHRVWNirVN+oqNfpad+98+z6Qo/mB9VN6dslqWUgHvyNHoXj4GD3mJhtiYn76SPIzT1PHwF3eRFdtx/oBXYGUFbqyS92+gfA2KERVy4vlsmiKTSkph6NidkaFLSEQpKPjzaHPI/wYUaZjFYkFFpSHBGJbMRie7F4qljsKJXODAxcGBq6PDR0dVjY2qioTdHR22Nj305I2BMfv5smoqK2RES8Fh6+Ljx8LfcamoiMpJd5xMfvSU4+mJr6QXb2maKib0tKbpaViaqqQuvqkuTykubmvL5HIdWantbXp8lkUfSoqYmtrY2rqJCUl4vu3Amtrg7Nz/+GIiklRV/fWRLJdCoYlbOvwFqmTx/F13AWfaeRcgvhJUv9tHBqOn9/V2qWoqJrSFEwLHYGUFbqyS92+gfA/dfV1drR0UAP7rj70lIf7nDppKSDFDso2UREbAgPfy0oyN3ff45U6kKpqO86k1rmD6N7mPUFKeugoEUpKUdaW6t6FRdBaODaltt1RzGori4xMfFAePgaakDKlyKR4h6X9PDzcwkIWBAauoqSZVjY6uDgpSEhy4ODl9EEpcnIyM3R0dsSE/fl5HxeV5eM2xuDFtgZQFmpJ7/Y6R8AhoKiAxfL5PKSqqqggoJv0tM/jI3dFR39Rnj4eoploaHLKTpQgPD1dRKJ7IVCW4HAsu9h3nd4kNnoD94fy8xkLhTaUACKjNwUGbmFUk5y8rvl5b4UQOvqkqqrIyoqpFRrubxY158DwDDYGUBZqSe/2OkfACygcMbt2unubm1vr21qymtoyKiri6f4cudOaGmpT3Hxd4WF1woKrhUX3ygvF1VVBctkUdXVUbW1CfTgXlZScqug4Epu7oWsrI+Tk9+jbBcT4xEV9UZExIaQkJVBQQsDA90CA+fTz4AAmnALCVkWHr4mPHxtWNhqyn/0yp+/fHwtPt4zP/8bKkZnp5wiI3YUgTFhZwBlpZ78Yqd/AAAA8IidAZSVeo4eziIEAAAYJXYGUFbqyS92+gcAAACP2BlAWaknv9jpHwAAADxiZwBlpZ78Yqd/AAAA8IidAZSVevKLnf4BAADAI3YGUFbqyS92+gcAAACP2BlAWann6OEsQgAAgFFiZwBlpZ78Yqd/AAAA8IidAdTg6znkLqWenp5du3aZmJiYmpp6eXnRU/XztVjpaMsNAADAHnYGUCOp54AP7Ny5c5MnTy7sQxPnz59XP3+UqwMAAABNsDOAGkk9B3xgFhYWIpGIm6YJKysr9fNHuToAAADQBDsDqJHUc8AHNmHChJqaGm5aJpOZmJionz/K1QEAAIAm2BlAjaSeAz6wcePGdXZ2ctM0MX78ePXzVS1TjTGoBAAAgJFjZwA1sHqqyjf3fw8WAAAAaEG7kdfgGEk9H7i/x2ANXqP+0NuC9epx2fS2YL16XDa9LVivHpdNbwvWq8dl09uC9epx2fS2YL36XTZ+GUk9B3xgZ8+eHfJsQVXzBy9hpGvUH3pbsF49LpveFqxXj8umtwXr1eOy6W3BevW4bHpbsF49LpveFqxXv8vGL4Ov55A7Hnt6enbu3GnSx9PTs/91sIac34uAdV/obdn0tmC9elw2vS1Yrx6XTW8L1qvHZdPbgvXqcdn0tmC9+l02frFST97pbRfR24L16nHZ9LZgvXpcNr0tWK8el01vC9arx2XT24L16nHZ9LZgvfpdNn6xUk/esdNFeIRG0wIaTQtoNC2g0bSARtMCO43GSj15x04X4REaTQtoNC2g0bSARtMCGk0L7DQaK/XkHTtdhEdoNC2g0bSARtMCGk0LaDQtsNNorNSTd+x0ER6h0bSARtMCGk0LaDQtoNG0wE6jsVJP3rHTRXiERtMCGk0LaDQtoNG0gEbTAjuNxko9AQAAAO4bBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsH7ywM8GzE9OTp42bdpvfvObp5566sKFC4Pf2NPTs2vXLhMTE1NTUy8vL3qqfr4xGbLRCgoKZs+ebdKHJujp4Dcy22hisdjBweGRRx558skn161bV1tby83XpOJotAGNpmp+f8w22mgqjkYbUEH0NDXUV7CmpuZPf/qTqgtfGX2jIWD9woB+kJOTQ53j0qVL9fX1JSUlS5cuHfyWc+fOTZ48ubAPTZw/f179fOMzoNEsLCy8vb0b+uzevZueDn4Ls43m7OwsEonkcnl1dfXGjRtdXFy4+ZpUHI02oNFUze+P2UYbTcXRaAMqiJ6mhvoKbt68+fDhw6oCltE3GgLWLwzoB5SoPv74Y/WvpABBf3vcNE1YWVmpn298BjTaY4891tzczE03NTXR08GvRKMRaqXf/OY33LSaiqPR+uvfaGrmo9G0qDgaTZMKoqcNoKaCmZmZzz//fFtb24Axgp1GQ8D6hQH9YNKkSfv27XvyyScff/zxVatWNTQ0DH7lhAkTampquGmZTGZiYqJ+vvEZ0GgLFy7cv39/Y2MjNdfevXvp6eBXotHI7du37e3tuWk1FUej9de/0dTMR6NpUXE0miYVRE8bQE0FZ82adfny5d5BYwQ7jYaA9QsD+sH48eNXrFhR3cfd3X316tWD3zJu3LjOzk5umiboLernG58BjVZeXv7nP/+ZOzaLJioqKga/BY2WmJj43HPP5eTkcE81qTgabUCjDTu/l+FGG03F0Wi9KiqInjaYqgpKpdIpU6Zwh0+p+orQ6BsNAesXBvQDytEUn7lpylgTJ04c/Bajz+DDGtBoTk5Ou3fvVh6DRU8Hv4XxRgsKCnrmmWdiYmKUczSpOBptQKOpn89httFGU3E0Wu9QFURPG5KqCr700kthYWHctKqAZfSNhoD1CwP6gbW1NeUqbvrOnTtDBiyj/xZ5WAMa7dFHH1V1DJYSy4127dq1p556Kj4+vv9MTSqORhvQaGrmKzHbaKOpOBqtd1AF0dNUUVXBBwbR/L1G02gIWL8woBNcuHBh+fLlyq8I16xZM/iVZ8+eHfJ8B1Xzjc/gswj37t3L7cHas2fPkEfRMttoJ06coI3grKysAfPVVByNpqrRVM3vRaNpVXE0mqoKoqepoUkFVR2DZfSNhoD1E1VZe//+/RMnTjQ1NV25cuWQB7n39PTs3LmTu+yTp6dn/yt5DDnfmAzZaLm5uTNmzPh/fWbOnJmfn9//9dwEs402eKtOLpf3qq04Gk1Vo6ma34tG06riaDRVFURPU0OTCqoKWEbfaAhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAGBsRnpbcTW311Vzmr2SqrcLhUJbW9uHH36YivHqq6/euXNnRKXV5C7LAHoLAQsAwNiM9Lbiw95eV33AUvX2qVOn3rx5s6Ghobm5+eDBg5SWRlRaTe6yDKC3ELAAAIyZJrcVH/bSjuoDliZXhqScNORlh9WUVpP5AHoLAQsAwJhpclvxYW9Ooj5gDfv2lpaWI0eOaLILSsP7eQPoPwQsAACjpeFtxYe9va76gKX+7dwhXE888UReXt6ISjvsfAB9hoAFAGCcNL+t+Ej3YA048n3Ytzc1Nb3zzjs2NjZDvl1VadXPB9BzCFgAAEZoRLcVvw/HYFHGUnMQldb38wbQWwhYAADGZqS3FR/29rrqA5aqt69cuTIzM7Ozs7O0tPSNN95QdQyWFvfzBtB/CFgAAMZmpLcVV38T6P6GXJ2qt1+/fv3ll1/+9a9//ac//Wnjxo11dXUjKq2auywD6D8ELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8Oz/A9ZJ/yxjEGfNAAAAAElFTkSuQmCC)
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