Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-10-20020618_140700_20020618_184800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/18 |
Start Time | | 2002/06/18 14:07 |
End Time | | 2002/06/18 18:46 |
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 | | -33.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-10-20020618_140700_20020618_184800-constBx0 |
Minimum Dst Value | | -2 |
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-10 for time period of this run.
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3bu3fv7/47f3IbnN+fLc52FxATgghhJCL0rLWvtPQRexMSkq6/fbb9d8b6datW319vfjh0X+t3V64TVg/CCGEEGNRpwHtCnaGh4ffcsste/bs0UPaoAerBfdLCCGEKIo6DWint3PTpk033XRTQkKCeWBrz8FSp34QQgghBqJOA9q57Vy5cuUtt9ySnp5uEe7t7W1ztaC98MZLfOTq1A9CCCGdlL17906dOrVnz56tPKXqPE5OTn//+98//vhjx3elTgPaue20fsA1NTWN2n5X8+bNc9Lw8PAw3wfLZngjBRYhhJCuxZ///Of333//2LFjbZMdMtq6devf/va37du3O4imTgOqip3Gok79IIQQ0klBU3XmzJk2zvTgwYO33XabgwjqNKCq2NlyLLrK2vt2CCGEEEe0V1PlOF91GlBV7DQWdeoHIYSQTgoFVvuiip3Gok79IIQQ0kmhwGpfVLHTWNSpH4QQQjopFFjtiyp2Gos69YMQQkgnpeVNlT7t+Morr+zVq9eYMWMKCwtbmK86DagqdhqLOvWDEEJIJ8UQgSWec+fOFRUVzZ07183NrYX5qtOAqmJny+EqQkIIIZ0IB01VRWJiVVrapaZQVVV17bXXwjN9+vTPP/9cD1+/fj1CmpPvRc92JVSx01jUqR+EEEI6KfaaquKwMN8+ffC5qMYy78EqKSnx8PDo168fDuvq6h588MHvv/++UfvBOvjr6+svmm9zznYlVLHTWNSpH4QQQjop9pqqQj8/EVjlcXEXTcEcZ2fn/fv3y6kjR47cfvvtnp6ecOFvTr7NOduVUMVOY1GnfhBCCOmk2GuqGs6ehcYqDgu7pBTKysq8vLwGDBighyxcuBAR3n///Wbm25yzXQlV7DQWdeoHIYSQToqBk9yF6upqmYMFkpOTb7755i1btvzpT386ePBg8/NVpwFVxU5jUad+EEII6aQYK7AqKioWLFjQt29f+E+cOHHPPfdERkbC/8svv9x33321tbXNzFedBlQVO1sOVxESQgjpRBi4Dxa44YYbRo0alZ2djfAJEyZ89tlnerRVq1ZNmjSpmfmq04CqYqexqFM/CCGEdFK4k3v7ooqdxqJO/SCEENJJocBqX1Sx01jUqR+EEEI6KRRY7YsqdhqLOvWDEEJIJ4UCq31RxU5jUad+EEII6aRQYLUvqtjZcriKkBBCSCeCAqt9UcVOY1GnfhBCCOmkUGC1L53eTptdSvZ6mxoaGtzd3Z2cnJydnT09PXF42Zm26KYJIYSQVoYCq33pInZaCyyb0Xx8fHr37p2rAc/atWsNyY4QQgjpaBi40eiVV17Zq1evMWPGFBYWtjBfdRrQLmJnMwWWi4tLQECA+OFxdXU1JDtCCCGko2HgT+WcO3euqKho7ty5bm5uLcxXnQa0i9hpLbB69ux53XXX3X333atXrz579qyE9+jRo7y8XPxlZWVOTk6GZEcIIYR0NBw0VRUViVVVaZeaQlVVlfzY8wMPPPDdd9/p4QUFBTfeeCPOXjTfi57tSnQRO20+sNOnT8fHx7u6us6aNUtCunXrVl9fL354unfv7jhNBxhuAiGEEGIg9pqq4uIwX98++FxUY5n3YJWUlHh4ePTr1w+HQUFBf/nLXxAoZ6dMmbJ8+fKL5tucs12JLmKngwcGZa33VLEHixBCiCLYa6oKC/1EYJWXx100BXOcnZ33798vp/7v//7vm2++gScrK+vmm28+efLkRfNtztmuRBex08EDKyws7NWrl/g5B4sQQogi2GuqGhrOQmMVF4ddUgplZWVeXl4DBgyQw61bt951111nz54dO3bshx9+2Jx8m3O2K9FF7LR4YGPGjElNTa2rq0tLSxs0aNCrr74q4d7e3vZWEV7SI1enfhBCCOmkGDjJXaiurpY5WI3atkf33HPPvHnzbrvtNrS2zc9XnQa009tpc2rUDz/8cO+991599dV33HEHFPepU6ckHBUCtcFJw8PDw3wfLAosQgghXQljBVZFRcWCBQv69u2rh2zatAkR1q1bd0n5qtOAqmKnsahTPwghhHRSDNwHC9xwww2jRo3Kzs7Wz27evPnOO+88c+bMJeWrTgOqip0th6sICSGEdCJau6l65JFHvv3220vNV50GVBU7jUWd+kEIIaST0npN1blz5z799NN77rlH36mh+fmq04CqYqexqFM/CCGEdFJar6lCyrfddlt8fPxl5KtOA6qKncaiTv0ghBDSSWmvpooCS1DFTmNRp34QQgjppFBgtS+q2Gks6tQPQgghnRQKrPZFFTuNRZ36QQghpJNCgdW+qGJny+E2DYQQQjoRFFjtiyp2Gos69YMQQkgnxcCNRq+88spevXqNGTOmsLCwhfmq04CqYqexqFM/CCGEdFIM/Kmcc+fOFRUVzZ07183NrYX5qtOAqmKnsahTPwghhHRSHDRViRWJaVVpl5pCVVWV/mPPDqbNUGAJqthpLOrUD0IIIZ0Ue01VWHFYH98++FxUY5n3YJWUlHh4ePTr188izmeffTZy5Mjm5Nucs10JVew0FnXqByGEkE6KvabKr9BPBFZcedxFUzDH2dl5//795hFCQ0Pvu+++6urq5uTbnLNdCVXsbDlcRUgIIaQTYa+pOttwFhorrDjsklIoKyvz8vIaMGCAHnLgwIE777wzPz/f/JITZ07gquTK5G0F20pqSwIPB1aeqgwpCimoKdiSvwWSTp0GVBU7jUWd+kEIIaS1geLR3WN1x+BWnK6orq8uPlmcWJGYeTxzU+4mKJVp0dO8M7wnR01+I+GNOXFzZu6e+VnmZ16JXr8c+mVJypKgoiD4f8j7YUXqig3ZG/Jq8qSpqj1bKwnCs7dyb8GJgoSKhOSjyWnH0mLLYpMqk34u+Dm+PP7H/B9jymICCgMQWFxbXHjStFrQorGrrq7W52CVlpbedddd2yO3I9kDxw4gu22HtoUWha7LWoer+vr17ePbZ2DQQLgjQ0fCfSjwIek2U6cBVcVOY1GnfhBCCDEQCJGa+hoIpu1F26GEIIlejnnZzd9tXvw8uNBMLn4uj+14DK6rv6vIFJEmAwIHwJUQi88DAQ+YogWZovX1/TUCmqrvcr9bm7l2S8EWuN/mfgt3XeY6uBafLw9+aR0IyYUU4srjgouCIfKCMoNmeMy45+/37Du6L6Qo5K7ed81YOQPRYAvcDQc36BfqAkvueVjIMN0K3J46DagqdhqLOvWDEELI5VF3rg6fwMOBq9NW+2T6jN4x+rW41yAyhocMtyGS/B/QXYuPSJNxkeOgumbumYnLn9/1/NPhTyPBUdtHIfDZiGcRYcKuCXCfCHsCISK50FSJnBL9pLvrstbhI4d+hX6fZ32+o3jHFwe/CCoKgiuaTJdKOtf/v+v/NvBvS0OXWp8SJbche4NvoW9iRSIO9x/bH1Ycll2dDfl1sPog3KzjWbFlsTnVOeo0oKrYaSzq1A9CCCEOgIQqPVWKT0hRSMXpim0F26AnpF9nSPCQQUGDRCTd73+/LpXEj8/Q4KH9Avu9nfz2tOhpn2Z8Oj5yPFzPBM/1WetNmizDZ3vRdqiWwycOI3FkVHvGNNgnI4kC/MgUbubxTBziNuCHW11fDWEnQgfiCUInujT6SO2R4tri2rO1J86cgIsEj9cft0jwzLkzcA+dOJRXkxdTFrPt0DakA3O2FmyFuzF7I1wIsp/yf/o251toqe3F25EmTJaBSIGT3AVV7DQWdeoHIYSoDJQKFAw8Im5wiA/E046iHRN3TpwaPXVA0AAXP5fBQYP1yUa6qJJP/8D+cGfungm99UnGJ4uTF0MtQZpAwUDZSLKthFFN1amzpxqb1Bs0mRxedr7qNKCq2NlyuIqQEEI6Mvr08EZNCTVe2DfTHCB3ZFAvrjxuctTkV3e/6ubvBv00LnIcPLPiZkEqjY0YCxeB5irqwYAH9bG/wcEmseXm5zY/af6ipEXFJ4uzq7Nbw96L0l5NFQWWoIqdxqJO/SCEkJYjs5HwgdSA4NiUuymhIgHi47uc7zwTPJftW7Y0ZemcuDkfp388PWY6ziJwa/7WFakrfsr/SWb8+GT4eCV6wR0fOR7u0+FP4ypoHWigMRFjRu8YjRCInmnR0yBupkVNM81Minx2ZOhIiYOr3kp+C9GWpCyBDHpr71s4NWP3jH/u/ic+U6KmDAkeMiN2Bq4dv3O8STAFPmg9F0oCxR0QOOCZ8Gcgwj7L/Gz5vuWx5bEy2WhL/pbCE4XJlcmi89oXCqz2pdPbabNLqaGhwd3d3cnJydnZ2dPTE4eOwy8j05beNyGEdE6kc0h6ZeDiMK0qDZ+8mrzYsliZ1wwPRNIXB7+Apnkh+gVomoFBA4cFD9O7eWQBv/mSN3z+4fsP05hagGlMzdXf1VriuPib+o36BfQzRfb7hw0NpPUkiWvzI4nrs6CsE5dpUri9EaEjJkVNgphbtX/Vx2km5bc+az3coMNBkSWRkInt/RwuTrs0VeXl5f/+7//uIII6DWgXsdPigfn4+PTu3TtXA561a9c6Dm9hdoQQ0kEw30tJNFByZTIOoXgSKxJTj6b6FfrlVuduyd+SX5O/rWBb7vFc6KGIIxGQEcv3LV+QtGB85Pil+5YOCR7yXup7T4c//fbet6Eq5sXNGxMxBtrouZ3Pufi5TI6aDBXyTPgz+lJ8fQcBOZR5SBb6SQ5luhKEl0xagpQZGjwUh/BMiZri5u/2cszLOPVc5HMmoRM4ENnhM3L7SNMaut0z+wX280ryQuR58fNwFSLP2jNrWvS0dZnrEPJj/o9wv8/7HjHXZKzBnc+KmzU1eipizk+cj+yWpSyDf2nK0rERY+fGzYWB+HglesEi0U+hxaGb8zbLnPHODoROenp6G2c6a9asJ5980kEEdRrQLmKnxQNzcXEJCAgQPzyurq6Ow1uYHSGk81J7phaiBOIDKiSsOAwSBFokpCikuLY4siSypr4GLk5FlUaVniqVn8gtPFEYVx4HFwJl39F9kCahRaFopNekr1mRukKXKe/vfx+Nt0+GD5ptnEITjsb+zb1vyljYjFjTHkKI9uGBDyfunLg4eTEivBjz4ksxL0EBIAVInHdT34UmeDvlbURzj3efHTcbuuFfB/6Fa5EgJAKyg+gRqYE4UDw4nLBzgq6Bngx/Uu/ysdBAD4c+3Mds+0fzj/Qe2ewHkk4mucpmBOmaeir8KRluQwn8c/c/l+1bhvL5Kf8n3HBGVUbg4UAUKQpQZnmLKJTp3nXn6uBK/1BeTZ6s0ZOFcpc3rUplnn/++fHjx9fU1LRNdseOHXvzzTd79uyZmprqIJo6DWgXsdPigfXo0aO8vFz8ZWVlTk5OjsNbmB0hpOOAZhitMprkzOOZ8ItygmAqqS2BHoqviF+dthqS6J3kdyBBIE2gA6BvdGVgsfhr1PZRcEeEjrCWKSIyIIP62Nm+SGSKXGVzf0iZzePm72ZPx4iCsXmtXGVzqtD5gTbt/s+n0NSTdH5/7eCBulFihYuvy4CgAUgTWhAWQQ9B2C1JXgL/7D2zIdogmF6Lew1noRch73wP+cpqOBRm0OGgLflb/Ar9dpfthkf2FIBa6hSDaF0btHf9+/e/oq246qqr3Nzc9u7d6/iu1GlAu4idFg+sW7du9fX14oene/fujsPtpemAVjCCEGKbvJq8Rm3AC8oprjwOnrDiMLTl4cXhkEpo2qGTPsv8DJpg1p5ZUAmycr5P0xbSMholSshCrIgGEpFhIXTu9zNN0xkSNETXXhYTd+QqSRw6DJdDsiBmv8B+U6OmQpQsSFqAw/mJ86U/Cbc3PnI8YuJOZKANkgVXuSe4I9qL0S+OjRgLqQcT4FmashQpr0hdgauQDlxEeDzscXieCX9GNv5GRktSliAQrunCuFnu8e7QQOsy183cPXPboW2LkhaFlYRBEqGgIHoiSyLTqtICDwcePnkYhSY9cHpvHMpWuoisYacRMRB1GtAuYucV7MEipPMgDTZa9GP4d64u9WgqPGjsM45nrE5b/WP+j16JXm8kvvFSzEuQKTLUJWu7RoSMuGBOj6aWpJNGtq62+EigiCSoLrkEogoCZcLOCZA1yA6K5JdDv0CF7CnfIxsU4X6iSqNSKlM25mw8cOzAhuwN+47u25S7Kb48HjeJODiLw9zqXMgU3HlyZbKoExnwspYpFnsdySiY9aaRzS86e0qIkI6POg1oF7HzCs7BIqSdkOX3EBmlp0o3521Or0qHBIFGCSsOg/74Me/HRUmLvjz45fjI8Sv3rxwZOlKGnB7Z/sjg4MEQOjITaPR2Uz+QxQ6N5p1MIo8sNh+S+BN3mQb4Zu6ZaZrInDR/ScqSVftXbT1k2nh615FdUE4QSfJLHfLbHbJXZCM7ZghpD9RpQLuInRYPzNvb2+ZqQXvh1ilcUnaEdHDMJxHLzJjCE4UQGTKhO60qDcIo5WgKFElceRwUCYQI/Ajckm/6jdjQotAVqSv8C/1n7p65Pmv92IixsupqUtSkMRFj+gX2kxnNMl1JlsFbdDKd/501W51MMu4mnUyyQ+OAwAHDQoZBhLnHu0/cOfG73O+QXeDhQCiniCMRuKWo0qjM45mJFYmwCDff2LRojhDS8VGnAe30dtqcGtXQ0DBv3jwnDQ8PD/N9sGyGN1JgEaPRR8F0T2PTHtOlp0r1EJyVj/SpiAv1gLORJZEiI6AnIIM+z/o8uCjYM8HT95DvoqRF3+Z+C//SlKWvxb8GrQPP42GPv5f6HnTJ4uTFT4c/jbPToqe9EvvKhF2msbCXYl5y8XN5MebFPk0rvHS5I5ONpDdoYOBAPUT/SL+RTDmyuTuRDNINDR6qz63WP7Lp0YzYGW7+bguTFkonE4SarLnDrcpP4ULqQTnJntcy1sbuJUK6JOo0oKrYaSzq1A/S2CSV0PbHlcdBIYUUhRw+cRhq4ODxg5vzNu8q3bU2cy20gk+Gz7z4ed4Z3uMjx7+b+m6/wH4vx7wMZfPI9kce3fHokOAhED2QGi9Ev2Byo17AqUm7Jo0MHQnNMXL7SOiPqVFTcWryrsn6Ci99RMx8shFS7mO1w5B8ZMGaq58NDSQpiPqxGGhzC3DTc3x8x+O62JL9h/RTk6ImwZV5UXDHRow1bZiUsnR6zHT/Qv9V+1fJ8vvDJ/E/MLkyOa0qDeoQpSd9ZiIoCSGKo04DqoqdLYerCDs1MvUYrr4SDVJpQ/aGPeV7Vqet3pizEbIJaun73O8hktZlrYN6+CT9E0iH5fuWQwM9EfaESI1BwYP6XLi+3eaEIQcbCInEsbky33zxv8VomiinZyKe0accPbbjMUi04cHDoXJwh6/Fv2ZaXZ9iWl2/bN8yaKBXYl+BpIMhb+59U7ZhnBE748f8Hz0TPH8u+BlWw97IkkgYnl+TH1YcVnOmJqo0SmZToazyavJk/yHZi4gjcYQQQ1CnAVXFTmNRp350ZGSXamn+i08WQwpABEAxxJebNjryL/SHnvg47WMIjheiX+gX2A+aRhbby7p6EUkW2xdJt5DII5saSCYYybxs2UxIVqVBfkHx4JK5cXNl8Tx0z7/2/2tO3BzInYVJC2funvnVwa8gbrYd2gYN9/XBr2VcDxEQ+GHah3C/yv5KdhiCqos4ErGtYJuMD0L9QOvElsU2anOnxDXfoZEQQjoL6jSgqthpLOrUj7ZBJl9X11cfqzsmv2sme2ofPH5wReqKXw79AkXy7r53PRI8oD9kHo/8mMazkc+aZvmEDjcNZvmeH/aSvh/Zq9rmDo3SGyQ7JMmUI31eEUQSXBFJHvEecJ/f9Ty0EWRQaFHoptxNsh4tvybfr9CvuLYYogcKD3crk6u4No0QQhyjTgOqip3Gok79aCEiOGQr7dSjqdnV2ZElkZvzNm8r2OaZ4OmT4SObKLr5uz0R9gRcNz83GSB7OORhXQNZTBg6L5K0eUgP+tsYiRsaYppqPWHnBLiv7n51fOT41xNfX7V/FbSaDI1FlUXBTa9Kx81AGBWfLJYRseTK5MameegCpw0RQoixqNOAqmKnsahTPxq1aTdnG87KBkLykQVfKUdT1qSv2Vu59/Osz6PLohcnL4ZgWr5vuVei1/yk+bLdESQO9E0fs98Y6WO2Kk2G22x2MslEpUe2P9JHW/wPOQXJ9WTYk8NDhnskeCDxL7K+WJS0KORwyJKUJT/n/4ysN2RvSKpI8iv0q6qrkrnV3IyREEI6Guo0oKrYaSydtH7oOwUUnywuPVUqP14LRXLg2IFV+1f5HvKFNnov9T33ePfJUZPf3ffuxJ0TEWIaiYt41nxtmkgi0UyycZHNH2I7v+Qt4IIlb3LtozsehTtnzxwIpqUpS2funvl+6vur01bj43fIT3TbxpyNuD2Zk65PNuLoGyGEdGo6aQN6GahiZ8vp4KsIoTxiy2Llx8Vk++wVqSvgN82nzv56fOT4d5LfGRI8REbi9C4i2aNIfqPtH37/sF7ydn7ZvzZFSe9qkk2S5FqRSkjBxc9lUPCgocFD+wX2mxs3d2ToyHVZ2g+iFWxbm7k2ujR6c97mwMOBeTV5ceVxjU3bXRJCCFGKDtiAthKq2Gks7Vg/ZOPKY3XHoKXSqtI25mz8Ie+H0TtGz9wzs4/V/pCipc5vm3ThSJwM0om0ghiSCU+IiZBxkeP0H839KO2jOXFz/A75bcnfklSRBBc6SX5ypKquCpKu9mxtVGlUxekKfOTeLH52jRBCCNGhwCKOMLZ+6Jt315ypgYKBaoEL5bSjeMfqtNWfZ33+dPjTHxz4YHzk+IV7Fw4MGvhwyMPSpSTdS7JcTn5vRFdR8sNtz+18ro/2G21QTp4JntNjpr+T8s4XB79Yk74mpjRmQ/aGg9UHN+VuKj1VKluHQxuZT+vmeBwhhBBjocAijkD9yKvJS6tKgzZKrkyWPQXgxpXHwc2uzoZkkR+7Ta9Kl195W7V/VURxhFei12eZn83cPXN23OzZe2aPjRg7I3ZGn6bNu2V3pV/3ZNLUkvRC2fwRN5kkPjVq6pDgIasPmHbLxA3grvCBVJINk+RXWQghhJCOAAUWcQTqh/lmASNCTFtWjtw+Ut9XSe9Jkone8sMjFivpzFWU+e7e+rWyK6b83MqipEVwIcvmxc9bkrJkU+4mnwyf/Jr8yJJIbiVACCGks0CBRRyhCywRQ6KEBgcNtp4FJbs6yfaVT4Sbfm5lZOjIUTtGPR72+Cu7X4H/04xPZ8TO+OXQL8v3LY8ujY4ti82uzi48UZh5PFO23GxvWwkhhBDDoMAillisItxWsG1z3uaIIxFr0tckVyab9viuOuCT4bPryK7Psz6XqVSBhwMLagrg1p6tRZy6c3UVpys4sYkQQoiyUGARR6hTPwznXF3dqdLShrNnTxabtmmozs6GvyIxEYHHMzOr0tLgKYuNhVuwbduJwsK8zZuP7d9/ODCwPC6uOCwMgVXp6QisysjI2bjx2IEDWZ9/XrZ7N0IK/fwQBxEqkpIy1649snNn0qJFh375BW7WunWJXl747H3zzZ0TJ6Z9/HHk+PHpH320Y/RoBMKNmjQp3t09Zvr0fe++i1PZGzbEzZmD9OGmrV69e+bM+HnzkhYsiJ42bf/KleFPP33gX/8Ke/zx1BUrcMnexYuRSIKnZ8LrryNw39KloSNHInFclbV+PXJPfe+9tA8+SF68uDg0NH3NmvKkJNwzrCgKCanJy0M5wNjTFRUwHwUixYJSgnumthaFg48cilt37JicaseH2KqIaWL4pV4rl6Cg5PL66urGpnKTUxaJ6+WsRyCEtDbqNKCq2Gks6tQPHWgdtEZo/vFBuwVhBE/+li01+fkQN0dTUiAaCv39IUqgIRACYVGwZQt0SfbXX0Oy4BC6BJ6gAQP8XFzCn3rKt0+fnRMmwA177DG4fq6uMqzqd//9cEOGDjW5w4fDDXjwQfN5awFazOAhQ+AGDRpkuqRv3wsi9OtnOjVgAFz/pmTNPxIo0Wx+JEf/Bx6wcfYf//j12gvzNU88UO75wgim30tsume5PbEa4QFaXigiuLEvv4wQSDd/N7ftI0eGDBsWNHAgyiqwX7/o6dMRAS4i7HzuuYixY2NfeQUqMGryZCg/uDnffINDlD80X+Znn0H2wQOdB3kHPbdv+fKS8HD4IUbxRPCkoBFxmL1xIw7xpKAgczdtSlmyBDoVIhXpIA4i5G3ahHRKo6MhPSENcRaqFy7SgQcpQyNC/taWlJgE8YEDcHGIDyJUpqQgzcq9e5EgFDAE6+GgIOSb/vHHKe+8EztjBgQoDEcIDExwd4fVYU8+iUePT9SUKXCT5s/H405++224qFHQr5ETJsS8/DK0MlQsApMWLkQRJXh5wY2aOhUhIQ8/jA+SgkVwoZ5RYntmzUIWYU89tWPUKCSC0sMhChBFGj93LqLtmTkTd7L7n/9MXLAAxXhwwwZYjVqNAjkSFQUr8E0AUlh0GwUZIZeHOg2oKnYaS5epH2gkjqamnq2tRRtZnZuLJuTQL7+gqTM10j/9ZGpZv/8ezfbet94yiYaBA0UoBPbvr0scmxpIhIWIjABbMkWkRuBDD1lHELUkKiR0xAhTNE2LWOgnOXU+QpNUkmvlxkSswEVeptZ62DCER02bJo00LoGkQHiChwdkH9rUiDFjcAgPGmmYj2tjXnwRjS5SQGMMFQiJY7rW3R0RUCCSDvymC7XEd8+YsWP0aDTGSCdx/nzki5SRQvDQocGDB8MTqpWVCEpcoqvJX8WZdijF62dTvWllFWhR2uaFo11rW1a6uemF6X9hvuaJy6P0sykNtWvF1bWjeZmffxwX3p7YGKRVHqlCNk2Tx2r7xrTcLeuYlWniWn7MBLHtIhW1rZWbzWvP11JJwdUVRSG1wiTsFizAE4dwhA4r+Plnk1TdsAF/PhCyh7ZtgzatTE7GV46anBx8FcF3Euizmrw8fFGRbkhC1KTLNKAXRRU7jaWD1A+8qavSTLPg8daGiy/WEEwy3oQ3O97pJw4fNo1DaZ1M5XFx0mmBxgACAh+0EJHPPYdmY/uoUdYNmLSpAfYbe9FAIVqber4/Bm2P1lxtf+QRuFGTJpncF14wiY9Zs3ZOnBg7Y0a6tzckSP6PP+JmioKC4C+JiEATVRweXrBtG+65NDoabVJVRobc/+HAwBOFhcVhYRCCMBZWnCwuhlGwEYFoqMpiY+HHKTRgxzMzSyIjEYhoKAoUC1wcmg+0CTa7HyRQXOmlsOirsL5Kv8Q8cUGulWE+nMUh/Hgu8JdGRdWWlcHASm24EK1yob9/ho8PXDydnG++iZ42DYcQcGkffpisDUGmvvcelO7Br79GIEoPJZm2ejWa+V3PP4+HCAkY+8oraPh3v/oqyhyBeBZ4CiblN3w4FB4Owx5/HKcinn0W7o7HHkPkkIcfhvKD1tzx6KMIjHn5ZbixWidZ6MMPywPFUzb1OIpaffJJk5bSOhd1JSR1Q1SIqEbRcHqdEWmyfeRIyVdSMHXaId/HHzfJ2blzUUOgS0xjr6tWwTQIFBnShYJBtdm/YgV0zIF//Sti7FicQjngEtQuxN/75psIPPDhh+Iicury5Qmenig0FJ2pG8/HB4WZuW4drkKRSuIoQ9T/lGXLYqZPP/jFF+LiWpxCmtHTp+8YNQq3tEMrMahkuGFPPGFD5IkCk78RW9IwSIpFKzH9WhQpCj9u9mw8NRiF9DO8vXFjB1avxm3jHvDnAA9qPsoENRm3XZ6QgD/hst27UVVweGjr1v2rVqHmw39s/35UpKr0dPw5QMAhvvzJ43LUMfhPlpQggkRDoIyny19WXVUVqiL+fPCnhwvxt4P4SErim3orMzJwCn9Z+BtENNTkLjw2TdqMDtKAtgHtYGcXKFyYgNcNpAxePXhPnampwesJLt5QtcXFhX5+eG1BEOCVB7kgYyJ46SNc/HiL4RTej7mbNsEDqVG8fTterAVbt5rm9Lz5ZvTUqXjdQwyhJcDLF6/g/StXmiYMvfEG3Mhx49BMhgwfLo0WDsU1tamjR8M1faRfYfBgvbG02QEgfT/SOuotBBpm00iK1prGvPQSUjM18CtW4L0M6YNPoa8vDDmuvXzx+kYJQPTI9CkUC/z6FCtxSdsgag+PoFGbqiXCTlx5KDLNS+a9IQLC8REJiGfX2DQbSYaDIU+RFDzSsiIF+FFdcYgnLhPm8EE9l4lxaI9rCgpwCknhzwGX46xMp8PfxdnaWviRAuJDa+oDbdbCtIMgRSfFAmNFFtfk5KDm408y5Z13oNvwpwodJv2dUHj4S8Ehvmzgz+e84tT+9EK17xs2+x0l0EGPo3yNcfDHK32HFhFE80m+Iu8s9J98I5JvVvKW+PWblfQ4avmKmJaMTNYNHYq7wlvINAFx5UoIROnKjZoyBe8rSNh4T094stavR5ng2wLKqiwmBnIN9QGlh/fekZ07IQorEhIgIo9nZaG2VOfk4MWIeoXvHiZpqFUhkYYyHRMVDxVSKrD+paW9awdpEV1AAzQTCqzmYrGKUESMzKE5/+189Ghfq7GG82NhMi5ja7BMBsjkdXzRgRuLz/nEtWGXgAvHR84LLO2UjOLJ9+bgQYOgn/BOhGZCk5D344+mr8J79kA8SZMpvT7S6OK91sjXGSEXQ/86IYIVH0gB/EFBxUIoQC5AQ1RlZOALFb5fpWk9VclvvQWZsnfRIsiXOG0GWPgzz8AfNGSI9PBt17oVpefsvEjCC0f7+hSkSSJ54Zzvfr7wtSOvC7lK9JNlj6OM8ot+unC+oAgs+VYWqr3ZbI7ynx/StSkNzV56ticAyFizdmOW0lB7E0oXeLAMozdlgdcsbJdpiPi+itfa3rfflp5IfBHFV1N8CYTqhT6D1se7C+WPBwGVJrKMdBw6qQa4DCiwLgeYYC5xZCDg/HfNC4WOfL+U2dwy1iCR9ReZjM5ILxRepkEDB4Y//XTUpElQP3jhIn2ZMJS4cCFedgmvv443SNzs2fHu7vAUbN2Kl3XRjh1QS4d8ffHSwfdCfGSRWklkZE1+Pt7pMhyAF410WtgczyKEtAvmQ9IQBNKtKH2H+MKDs2WxsTIULn2K+EOW/kVELo2KOlNTow+jVyQmSsf58aws0wKUnBz8+Vfn5po6irKzZZAdFyIpHOLUsQMH8LqoTEnBuwIhlcnJkgviIyMEnqqsNHVPZmRk+PjkfvstvoyZhm7feEPWHEDiJC9ZsnPiRMhEuPjsmjQJgXg16S89+XbnazFerOmn8+rtwhemRBDlJ69Ky+mAIhDtr1ARYSfiDPcpc+Ygy/BGxUsyfc0aWG0qnIICmAbbUYamvsn8fHFzNm5EIeBdmrV+PQxJ8PDI8PaGdCsODTWN1cbFoRDK9+wxrXiIj0dkJIUChwcyWmYm2HzE0q0rk/NiZ8zI1Dr5UpYuRWHunjkz7aOPkFehvz8SP6o9DpnXAV0OgQ69WJmUBLc8NjZlyRI8HQj0g19+iZtE65DzzTcILI2Oxu3h2eEpyyS/jvyq7wIaoJm0j8CyRytloYc3NDS4u7s7OTk5Ozt7enri8LLTR3XH3+rRfftkJg2ETuXevfirk3lCMjgio4eo8Y1N33HxFsObFBHwLkMI4shUocamYQiLvwd+9yKEdDpkFr8soBE9B78oRahASENoCJn7hfeevDBliBDSEMJChA6EnWnmWUyMzEyAgIC8y/7qK9NUzjVrdowenTR/vswgDHvqKci1XRMnmpagan1+ItEslvHKqOt59XbhTEH5uitd/ufXJmtfnn8VdmbrPCzmVMhHlnFEv/CCaQHN/PlRkyfLxi74tgxBicsDza+1NatVuhVFVlrqTq2fT7IIsNVreH5QWJb+aOtngwYPRr64JP2TT1BuaJ5EN8syC5kS2l7VgwKrNbNs/cK1l4WPj0/v3r1zNeBZu3atsekTQghpM3SVoG9sBukA9Xb84MH9q1bJPLDMtWtjX3kFgkzmcsjUNIsdXswnrUZoSzoix40LGT484tlnIZh0eSSrNHZow7IWi5dFAzmY7CGdeRBeSG3XpEmQPpCG+CAch5BEO7UhDrk9iyFduTGZFyurVXD/kFOym4mpU1AbLxa/hTSUpRjn5+NqJSCLmnH/e2bPlrUdSDPr88/j5807tG0bhCykGAQxpLA+DdFY1GlA1RJYLi4uAQEB4ofH1dXV2PQJIYR0TKC9ZCcz0+ocbYX18czMsthYfMrj4mRxJQJlEYb5VTiUvjcIOLhntcFZWeQkWwMiEB9Ik7yffooYOzZlyZLgIUNMK3zHjcNhxiefJC1adKKwUBZ9WyzvMN9VuDI5GXmZdhbUxnORPnKRQKhGxMQN6ytO9MXRSPmM9BTm5kJWFgUHJy9ebNpnbsmSuDlzwseM8W2asSey0vIji2GbljKYnwp9+GF9A7l9y5ZFjh+f9tFHqStWyNpn5CWrdHEIF1oWVke/+CLyCn/66XhPT6jJ/B9/RHxZv3Xw889xY4isTgPaZQVWz549r7vuurvvvnv16tVnm8bFe/ToUV5eLv6ysjInJ6fLTt+YGyWEENLl6Dj70Op795jmjSUnQ+6I6En74IPoqVNNm/Z5eUEY7dEWw4oas+iBk6FVRzszO1jxINvvXbjdjzoNaFe28/Tp0/Hx8a6urrNmzZKQbt261dfXix+e7t27O7jcwVwxdeoHIYQQFZB+u6q0NNllsCgkJOfbbyG/Mnx8TFvQLVtm+jGJF14wDZg++KC/tunuzgkTTD+BMGeOaT2Wtmlz0oIFu2fOjJs9O2ryZKi3MO1HO6DkECFKc4MGD1anAW03O1NTUyF9rr322tZWLQUFBXpPFXuwCCGEkMtAuuVk5wt8ZOWWTIOzOWVeBjFl+z2JIGtg1WlA283Ovn37vvXWWydPnmztjAoLC3v16iV+zsEihBBC2hF1GtB2s/Oaa645ceJEKyU+ZsyY1NTUurq6tLS0QYMGvfrqqxLu7e1tbxXhJT1ydeoHIYQQYiDqNKDtZuett96ap+3/1Br88MMP995779VXX33HHXd4eXmdOnVKwhsaGubNm+ek4eHhYb4PFgUWIYQQ0tqo04C2m52ffPLJo48+WlJS0l430BLUqR+EEEKIgajTgLabnZ1uaZ7FrdbVHTt9uqKmJq+kJBIeuPX1NeXlcQivrEyurs4uLg7Lz9+C8PT0NceOHcjL21xTk19aGnXyZPGJE4VwLdI/d64j/qYBIYQQYiAdvK03EFXsNBbUD39/Nz+/vgEBD/j69gkNHQF3x45RcIOCBsDVP35+LnCDgwdr7hAtxFVORUVNCQ0dmZz8dljY43v3voUE9+yZHR7+9O7d/9y3b1lioldy8juRkeMzMj6Nipp86NC2goJtx49nVlWlQZ9BwxUVhRw7th+67ciRKETOy/se0XBJQoInPtnZX6emrigo+AWnDh8O3Ldv+ZEjEYWFfrjw6NHUsrLY+vpqeGCLSD1oxIaGsxB5cNu7dAkhhHRZKLCII1A/zPVTUNAgzR2shdxvLrBEVG3fPlqXWZBlFyow02FAQD/t8B/mp+Tj72/ScIGB/TW/m/mpgIAH9dwDAtxsXeumXTtA87uanwoMfAhuRMQYuLt2TYYbHv4U7haaLybmZei8nJxvk5MXHzmyMz19zdGjKdBzkHfQdvhAhEGfNZrmtFGNEUIIuQQosIgjUD8yM9empa0uL0/Iy9t87Nj+nJyNR4+mZmT4lJbGIARypKYmr6Ii8cyZ2srK5Lq6Y4WFfjU1+ThVXr4nO3sD4icmvhEZOX7v3oUhIcP371+5c+fEAwdW7dgxOjr6BYQEBQ2MiXkRbnz8PMi4nTsn6IrKSiQ9o/WHPY/ISATXhoSMENUFzQQXucANCXnYWtgFBvazTvZC7ThAi9BfCzwvDaEXcXb37pm4fN++5cg0NXVlbOyM5OS3k5Pfioubc/Dgl7jtgoItcHNyvomOnibRYFFs7CtQb7Aalqamvit9eBERY+Pi5iYmeuFz6NA2FGxFRQJKqaoqIzd3E4oX5YlilFHX48ezCgq2oTDFRZFWVaWVlcWi/E+dKoWL0i4tjTp3rg6KEBIQihBPAadOniyGLkQgTiEaTsHFKQmXDrzGJtWI+I1N47Y4Cw8+0tsnp5CsnJILpfNPTlVXZ8NfXh6Hs6gDOMQHHlxy+HDgiROHtXvOgFtRkQSLUDcOHfoFQra4ODQlZcmRI5EogZKSCITk5/+MCCiEI0ciUOUqK/ei5lRX5yIdVDAkePp0BXLBjSFrlE9tbQni19QUoHBQLBIHEeDBHaIMz56tRWEimnRnoqD0rlAUJgKRDu4cycIj1qGIHP85SIlJNKSJjJACcoTVKGHcG24M94w7F6urqtJxk8gX0XCfJ08ehh83hshSktaJU8oT0mWgwCKOaO36YdHMyCHaVLRPaKXQJskQYW2tqenCKTRmjWZNkTT5ogDEhapAA4bIaHTRpiKpI0d2Qg4iEU0JbZVRRWijpKQFMTEvh4U9Hh7+jCbRntbE2XDrvjd/fxddnFmcatJ/D2oRHrA+1dQD18/+tf31Pj8L/SddcSEhw7QIQ817DSUpuSos7EnNfUyTiQNFL0qyO3Y8qpn2jBZ5mKQJAYpou3ZN8fd3i4mZrmnWaVCQO3eOR0hg4IAmOfssXEhGSQGnoBGDg4fg2tDQhzU5O05P3GK8WHKXOxcFbFWkbrpulp5LC0GMXHSrRRzDLikQOSX30NRX6tpUzjKQPdK3qTPVaiD7fj1ZSQH2Ssp49Mhoz56ZsBGCGPVBZPHu3a9AMeMTFTUFp3bv/ifi79o10eyh9DV/ytKV22T1Bb28TQ/lcflKgOwiIsZon7G7dpm+NkB8IzApaT4SQXVF7gjH9xB8c0hJMQ2j4/sJ9DpEPE7t2TMXdwUdv2fPP3G3+NKCQ9RtXAidCgUvX43wgdSDnMWfgDaAbuqpPXJkF5Qf/kyg1xEOiQkP/prw59OoiWn9jxGB0PGN2th6I/UfIZcCBRZxhAr1A22GdHugjamrq9JUXRLkHT5QZhBkcNEEormFLED7isYvLOyJ0NARmudJNLdRUVPRZEKuIcKuXZMQOSpqkvRgJSbOR1uI5g3t9969b8GPcPiDg4eLvJD+tu3bR+mCw0KWiUwJCRnqazU8KoIsOFhGTi8YGDVPQUSGCC+b8s5C4jRpkV+FmoVQMFczMixrEUFuLCRkhK5C/P3vN79qx47HfJvGbZuEzgNNt9RPv1bm/FnoTklBpLAILD1x8whySu7f7JSbfktSpDaLRToyLZJtKpa+utUWZS6F0PS8Hvb9dUD8gsfR9LxsdKaaS3mbH3lSFoPgTZ9/OL7zpnF2m8PopqtQq+FCZ6NMoJsh+FBQMASH0je8Z89sPB3pkI6P94SGk68rycmLi4vDU1NXVFQk4K/m2LH9+FPCNxy9U1Dc6urs9v5bJ6RNUaEBFVSxs+V0ogWP7YI+viYe+WYvbjMXSMq19fXVaHLgFheHQdhpw16mjrqjR1NloA2yr7DQTwbaTp48rA0/5RQVhZSURMLNzFyL9gxuaWm01j8RjBYuL+97tHDZ2RsOHw7QOip27t+/Cm5a2uri4lD4c3K+2rdveXz8vLS0j6Kjp+Xl/aB1eHwXEzP9wIF/4RQSycn5Bp78/B/RfObnb9EWFmyGPy3tQ4QnJS06eHCDNsT5C/wlJeH6eDHuUAY3ZWhMBgpPnSrFDcMWtLiwq67umAxoSmeJDLRJOOIgECUJ21EsuKq2tgzpHD26D2YifZgGE8rL9+TmbqqpycUpFIvW35mOUwjMz/8Zlh45YlrQWlm5FyE4hbJC1rLiAbeEO6ypKdAGCnOysj5HLkgzM/Oz1NT34uLmpKa+D30MM6UnKSzs8fj417Tuq8lJSQvhZmV9hnLLz/9Jy8jUDyQdpUjw6NEU7UkVy3pbGT2XlbbSn4qb0aLtQ46Fhf4o85SUpUgNn71730TieCjIC+WJfPftW4YQCHqIddwSdDkUT3Ly23Ch9XfsGI0nAgW/c+eEmJiXcBgXN1eWj/ia5hpOgiqCckUIPtLnJ/opLOwpXX1aSMOmUXK7alvUm82O2CYpP9BcIOIbiNYz+pzW5zdFu7HJiBMVNQWmwfykpAWwHfUKVmdlfREbOyMr60tULTw+FJFUQr0C4/GhZFDmeKwoWxyi2FHO8Jw9W1teHoeKhJqDENQl6YQjpH1RpwFVxU5jUad+ENLZkfE70foQGbJEAx4ZRschdB5OiX6FIhEdDzlYWZkCUX7kSBSU+qFDvhCamZk+EDqQONA6kNG5ud9CiB88+HVk5Hgo0ZCQ4ZBK2iTI4dLL2KTeHve16og17ySzWLxi3vfW1Ndocxhd1JvNUVdTXtCXvqb+zkdEIIqs3LXrea3zeCnu6sCBDyFGoV9hVEaGN4QaFNuhQ9ug3qCAodhkelxNTb5IN6jhgoJtkPJQ9igoFAK+xuC7x6FDW1FQ+BQX74A6xzccJIUIMpUQflwFzS3dePDjGwKKF1+fZCohShtfIfBEZD7DRef8kc6OOg2oKnYaizr1gxBySeiLHk6dKpWFFGfP1mr9jqaFBUeO7IQi0UbYvWNjZ+Tl/agJte927py4d+/iiIixO3dO2LVrQnDwkLi42Vrf21zp4tJm+42AqIJHetpkQLlpluEFk+pklFbmvdmRaP/w/XUa3wWLl61n+9mcBNk0P7Kfr5Xya+q3G+RrYyqhjBcPN1N+D5onGxlp6thLSHgDNw9dGx09DS4UrfZ5LyZmenq6N+RsZuY6rWvzY6179T2ZVwcxB3lXU5NrvlYDAg5+6Rpv1BQ2XJm0CheB0HMi6TiRrs1QpwFVxU5jUad+EELaHvO1k6IM9BWdsqZV5kdCQyBQ+t4qK5MRCD0HMVdRkSQ9Senpa2TEvKjINBSelvZBQsLrEChJSQsgofbufQvu7t0zIdpCQoZpe/u5yHYzsiRCJgJazHEU7SXyrmmW5EBfs/UWMtNO+u0sphI2zfb7dV9Aq967i8yZa5qQZ2N9TNOmg0PM8pWpkH0RiIxkzlxUlGlYVpbvwBZoU2399XNwExNfR0wUlLamezVKJiVlaUrKOyKIIe9kZXRhoT8E36FDW/PyNkPM5edvkRUSsqd0bu4mGb4vKgpBUtDT+/ebFlnn5HyHa/F0cJXsaAj9BxcPEc8uO3sDDmV188mTxeIiRAJlnBeBMnkAl+OJS0csAmUXQ1kfXVoaJVK+rCxW+mJlffGZM6Z9sKH1EeHEiUK5c8TB3Z44YeqnrKur0jfNlqRarytRnQZUFTuNRZ36QQjp8ugjp2hf0azK5D80umjjZe4gGl0082h3ZY9iaarh16WebBSCj6g9OSXKwHwqIdzDhwOPH8+C/pPhQiQOFwoATT4ESnb219AiUDMQQMnJi0X6BAb2gwch8MTFzYFUio9311b7voQQiDyRhk2rdIf7/rqr8/3WCqxpla6NJRHNXBnt7/+gdaegzNILChria2c42Hy1r0UWcp+iVkX5hYbKwm0XiSOaVbbdsRjz3b59JKLJ6mZZOm2Ru/l4sWRhpZgHaKce8f11GiJ09iDcqqw9gtaE4szN/UF0pOxDBH0GUVhebtpPB4IyI8Pn6NEUbW5oquwOo9cu+YYgY/SCOg2oKnYaizr1gxBC2gtZH6OP4pmP5emnGrUmHNoOTTiUX21tcW7upurqg5mZa6EGoOREuiUlLcrO3gh9Bj0nv2+RlrY6P/9nGX9MSVkWHT3twAHTfh/JyUsgXGJjX4bCwGFIyDB4IiPHaTPYTL1fO3eO923aWdr31wW8w3ybtoARkQdFBUGGq8LDn4EQlFXVERFjfa2W8TbtSjNE772z+DSpN7vrLZoiDLTuFDQXdk3Ln3Vh11dXYE3DwTZyb9o+pp+1Zm1KXLbavkC57tw5AeUQHf2Cr2kt+Uu+pr7DqTB/z5456jSgqtjZcriKkBBCVMBcw+kro0XMyW7D1dXZ0kWn98/hrNZ7V1NUFAKpV1mZLJsA69unNWq9OPBoK3ZzoP/kx2plxpi2hUf6/v2riop2JCcvzsn5PiPDJzt7Q2GhP2KWlERADpaWRiFCSUm4tgWxacUuDrOy1sviZchE2cW6sjIFyVZVpSEjqMmjR1OgOCsr92o7Y5vWGuM+ZfHyiROFsqoDgcePZ+jdihUV8UgNt5GQ8EZY2OMJCZ5+fi7R0VN9zWb7mc/Vk+4x6WazGNht0nAXTARUpwFVxU5jUad+EEIIURwRiFCN+mw/CE2ZRgbZJ1O76uqqtF9Uy8rJ2ZiX973sDJeVtS4ubk5urmnjGyhF7adKXlSnAVXFTmNRp34QQgghBqJOA6qKncaiTv0ghBBCDESdBlQVO41FnfpBCCGEGIg6DagqdhqLOvWDEEIIMRB1GlBV7Gw5XEVICCGEtBB1GlBV7DQWdeoHIYQQYiDqNKCq2Ck0NDS4u7s7OTk5Ozt7enri8PLSUad+EEIIIQaiTgOqip2Cj49P7969czXgWbt27eWlo079IIQQQgxEnQZUFTsFFxeXgIAA8cPj6up6eemoUz8IIYQQA1GnAVXFTqFHjx7l5eXiLysrc3Jyurx01KkfhBBCiIGo04CqYqfQrVu3+vp68cPTvXt3B5GvcEib3C8hhBDSpVCnAVXFToE9WIQQQkg7ok4DqoqdAudgEUIIIe2IOg2oKnYK3t7e9lYRXtIjV6d+EEIIIQaiTgOqip1CQ0PDvHnznDQ8PDzM98GiwCKEEEJaG3UaUFXsNBZ16gchhBBiIOo0oKrY2XK4ipAQQghpIeo0oKrYaSzq1A9CCCHEQNRpQFWx01jUqR+EEEKIgajTgKpip7GoUz8IIYQQA1GnAVXFTmNRp34QQgghBqJOA6qKncaiTv0ghBBCDESdBlQVO1sOVxESQgghLUSdBlQVO41FnfpBCCGEGIg6DagqdhqLOvWDEEIIMRB1GlBV7DQWdeoHIYQQYiDqNKCq2Gks6tQPQgghxEDUaUBVsdNY1KkfhBBCiIGo04CqYmfL4SpCQgghpIWo04CqYqexqFM/CCGEEANRpwFVxU5jUad+EEIIIQaiTgOqip3Gok79IIQQQgxEnQZUFTuNRZ36QQghhBiIOg2oKnYaizr1gxBCCDEQdRpQVew0FnXqByGEEGIg6jSgqtjZcrhNAyGEENJC1GlAVbHTWNSpH4QQQoiBqNOAdk077fU2NTQ0uLu7Ozk5OTs7e3p64vCy0zfoTgkhhBCFUKcB7Zp22nt+Pj4+vXv3ztWAZ+3atcamTwghhBAHqNOAdk077T0/FxeXgIAA8cPj6upqbPqEEEIIcYA6DWjXtBPPr2fPntddd93dd9+9evXqs2fPSniPHj3Ky8vFX1ZW5uTkdNnpG3OjhBBCiEqo04B2ZTtPnz4dHx/v6uo6a9YsCenWrVt9fb344enevbuDy69wSKvfPSGEENLlUKcB7SJ2OtA9BQUFek8Ve7AIIYSQdkSdBrTr21lYWNirVy/xcw4WIYQQ0o6o04B2TTvHjBmTmppaV1eXlpY2aNCgV199VcK9vb3trSK8pEeuTv0ghBBCDESdBrRr2vnDDz/ce++9V1999R133OHl5XXq1CkJb2homDdvnpOGh4eH+T5YFFiEEEJIa6NOA6qKncaiTv0ghBBCDESdBlQVO1sOVxESQgghLUSdBlQVO41FnfpBCCGEGIg6DagqdhqLOvWDEEIIMRB1GlBV7DQWdeoHIYQQYiDqNKCq2Gks6tQPQgghxEDUaUBVsdNY1KkfhBBCiIGo04CqYmfL4SpCQgghpIWo04CqYqexqFM/CCGEEANRpwFVxU5jUad+EEIIIQaiTgOqip3Gok79IIQQQgxEnQZUFTuNRZ36QQghhBiIOg2oKnYaizr1gxBCCDEQdRpQVexsOVxFSAghhLQQdRpQVew0FnXqByGEEGIg6jSgqthpLOrUD0IIIcRA1GlAVbHTWNSpH4QQQoiBqNOAqmKnsahTPwghhBADUacBVcVOY1GnfhBCCCEGok4DqoqdLYerCAkhhJAWok4DqoqdxqJO/SCEEEIMRJ0GtNPbabNLqaGhwd3d3cnJydnZ2dPTE4eOwy8j05beNyGEEKIe6jSgXcROiwfm4+PTu3fvXA141q5d6zi8hdkRQgghpDmo04B2ETstHpiLi0tAQID44XF1dXUc3sLsCCGEENIc1GlAu4idFg+sR48e5eXl4i8rK3NycnIc3sLsCCGEENIc1GlAu4idFg+sW7du9fX14oene/fujsPtpemAVjCCEEII6eKo04B2Mjvt6Zu278EihBBCyGVweS1vp6OL2HlF287BMuQmO2kWbZMLs+hQuTCLjpNF2+TCLDpULsyik9JFDLZ4ct7e3jZXC9oLt06hDW6yk2bRNrkwiw6VC7PoOFm0TS7MokPlwiw6KZ3eYJsdjw0NDfPmzXPS8PDwMN8Hy2Z4Y1epXnyhqJZF2+TCLDpOFm2TC7PoULkwi06Kcga3I12mBncNQ7pGFm2TC7PoOFm0TS7MokPlwiw6KcoZTDoFCv4pdmT4ODoUfBwdCj4OYg/WDNIR4TurQ8HH0aHg4+hQ8HEQe7BmkI4I31kdCj6ODgUfR4eCj4PYgzWDdET4zupQ8HF0KPg4OhR8HMQerBmkI8J3VoeCj6NDwcfRoeDjIPZgzSCEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLNIWXNGEzUDrUzoNDQ3u7u5OTk7Ozs6enp44dBxOmoO9Mk9OTh4yZMj1119/0003rV+/3vpCPo7WoDl/HT169LC+kI+jNbD5OHJyckaOHOmkAQ8OrS/k4yAWUGCRtsO6CbnoJT4+Pr17987VgGft2rWOw0nzsSj/zMzM//iP/9i4cePRo0cLCgrGjh1rfQkfR+vh4M9h1apVr732mnU4H0frYfE4XFxcvLy8jmm8/vrrOLS+hI+DWECBRdqO5gss/RReZAEBAeKHx9XV1XE4aT4W5Q9F9fHHHzuOycfRetj7c6irq7v99tsPHz5sHZOPo/WweBzXXXdddXW1+I8fP45D65h8HMQCCizSdlgLrJ49e+JVdffdd69evfrs2bPWMXv06FFeXi7+srIyJycnx+Gk+Vg8jl69ei1YsODGG2+84YYbJkyYgG/q1jH5OFoPewJr7dq1kyZNshmTj6P1sHgcTz755MKFC6uqqvB3MX/+fBxax+TjIBZQYJG2w2YTcvr06fj4eHyrmzVrlvXZbt261dfXix+e7t27Ow4nzcficaAMx48fX6oxZsyY559/3voSPo7Ww+Zfx7lz5/77v/87LS3N5iV8HK2HxeM4fPjwrbfeKnOz4CkqKrK+hI+DWECBRdoOB2OCBQUFNr/Y8Uth62HxOFCkKEnxQ2P17NnT+hI+jtbD5l/Hpk2bHnnkEXuX8HG0HhaPY9CgQa+//ro+BwuH1pfwcRALKLBI2+FAYBUWFvbq1cs6nNMaWg+Lx+Hm5gZdJf4jR47YFFh8HK2Hzb+Ov/3tb1FRUfYu4eNoPSwex7XXXmtvDpYOHwexgAKLtB0W76wxY8akpqbW1dWlpaXhG+Grr75qHdPb29vmAhx74aT5WDyO9evXjxs3Th8iNJ/3w8fRBlgLLH9///vvv99BTD6O1sN6FeH8+fOlB+uNN94wF0l8HMQeFFikLbC55dUPP/xw7733Xn311XfccYeXl9epU6fM44unoaFh3rx5sv2Mh4eH+dYyNsNJc7C3A9nChQt79uzp7Oz83HPP2ZzkzsfRGth7HG5ublu3brUZXzx8HK2BzceRlZU1bNiw/6cxfPjw7Oxs8/ji4eMgFlBgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYJFWJzAwcMCAAddcc82NN944ZcqUiooKCb/U30a1l44FDn5a9aI/Zixc9q+9EkIIIQIFFml1Bg8eHBAQUFNTU1pa+uKLL44YMULCL/W3Ue2lY4G9y5vzY8bmXMavvRJCCCECBRZpU6qrq6+//nrxt2RfPvN0LLB3uYMfM7ZJ83/tlRBCCLGAAou0KVu3bu3fv7/4W/LLEubpWGDvcgc/ZmyT5v/aKyGEEGIBBRZpO5KSkm6//fbMzEw5vOzfRrVIxwJ7lzfnx4zNuYxfeyWEEEIECizSRoSHh99yyy179uzRQy6vB8s6HYs56Q6StfljxjantDde1q+9EkIIIQIFFmkLNm3adNNNNyUkJJgHXsYcLJvpWGDv8ub8mLE5l/Frr4QQQohAgUVanZUrV95yyy3p6ekW4Zf626j20mlmsg5+zNgmzf+1V0IIIcQCCizS6lxhRU1NTeOl/zaqvXQscPDTqvZ+zNjxDUugg197JYQQQiygwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg/n/ywUFeTgZMsMAAAAASUVORK5CYII=)
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