Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-09-20020412_195000_20020413_003400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/12 |
Start Time | | 2002/04/12 19:50 |
End Time | | 2002/04/13 00:32 |
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 | | -12.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 213.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-09-20020412_195000_20020413_003400-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 Polar for time period of this run.
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d/QHrVceBqmKnXNQZH4QQQpwUB66q4ODBopSU6pZQVFT0+OOPIzJ27Ni1a9fq6WvWrEFKVeq959b6hCp2ykWd8UEIIcRJseeqskNCzCYTPvfUWMYVrJycHC8vr7Zt2+Lr1atX27Rps2XLFsQ3b96M+LVr1+5Zb1W21ifqg535+fnPP/+8sc9u3bo1Y8YMFxeXJk2azJw5E18dp1cXdcYHIYQQJ8WeqzplsQiBlR8dfc8SjMB1JiUliU1nz55t1qwZPClCxKtSb1W21ifqg53jxo375JNPjH22atWqV1999ZgGIt7e3o7Tq4s644MQQoiTYs9V3bpxAxorOySkWiXk5eXNnj3bw8NDT/nggw+QYfHixVWstypb6xNOb2dKSsqLL754+fJlY5+5urr6+vqKOCJubm6O06uLOuODEEKIkyLxIXdBcXGxeAYLxMfHP/fcc9u2bfvTn/6UkZFR9XrVcaBOb2fXrl03btxYdnefNW7cOD8/X8Qhul1cXBynVxd1xgchhBAnRa7AKigomDNnTsuWLRG/ePFi8+bNw8LCEN+1a9crr7xSWlpaxXrVcaDObWdgYKDJZBKPUhn7rEGDBvoDd4g0bNjQcbpNHnFIjdhDCCGESELi72CBJ554omfPnpmZmUgfOnTo6tWr9WxLly4dPnx4FetVx4E6t51Q0OHh4SLOFSxCCCFEh7/kXrs4t532Fpb4DBYhhBDFocCqXeqPncY+W7lypc23Be2ll1Wzy9UZH4QQQpwUCqzapf7YWeF3sKZPn+6i4eXlZfwdLJvpZRRYhBBC6hcUWLWLKnbKRZ3xQQghxEmhwKpdVLFTLuqMD0IIIU4KBVbtooqdclFnfBBCCHFSKLBqF1XslIs644MQQoiTQoFVu6hip1zUGR+EEEKcFIk/NProo48+/fTTAwcOPHXq1APWq44DVcVOuagzPgghhDgpEv8q5+bNm2fOnJk2bZq7u/sD1quOA1XFTrmoMz4IIYQ4KQ5cVUHBwaKilOqWUFRUJP7suXXr1ps2bdLTT5w48cwzz2DrPeu959b6hCp2ykWd8UEIIcRJseeqsrNDzGYTPvfUWMYVrJycHC8vr7Zt2+Krv7//X//6VySKrSNHjly0aNE9663K1vqEKnbKRZ3xQQghxEmx56pOnbIIgZWfH33PEow0adIkKSlJbPq///u/jRs3IpKenv7cc89dunTpnvVWZWt9QhU75aLO+CCEEOKk2HNVt27dgMbKzg6pVgl5eXmzZ8/28PAQX3fs2PHyyy/fuHFj0KBBy5cvr0q9Vdlan1DFTrmoMz4IIYQ4KRIfchcUFxeLZ7DKtL+ea968+fTp01944YWrV69WvV51HKgqdspFnfFBCCHESZErsAoKCubMmdOyZUs9ZfPmzcjw3XffVatedRyoKnbKRZ3xQQghxEmR+DtY4IknnujZs2dmZqa+devWrS+99NL169erVa86DlQVOx+cCs/61XZzCCGEEEfUtKvq0aPHTz/9VN161XGgqtgpF3XGByGEECel5lzVzZs3v/322+bNm+u/1FD1etVxoKrYKRd1xgchhBAnpeZcFUp+4YUXYmJi7qNedRyoKnbKRZ3xQQghxEnhnz3XLqrYKRd1xgchhBAnhQKrdlHFTrmoMz4IIYQ4KRRYtYsqdspFnfFBCCHESaHAql1UsVMu6owPQgghTgoFVu2iip1yUWd8EEIIcVIk/tDoo48++vTTTw8cOPDUqVMPWK86DlQVO+WizvgghBDipEj8q5ybN2+eOXNm2rRp7u7uD1ivOg5UFTvlos74IIQQ4qQ4cFUHCw6mFKVUt4SioiL9z54d/LsJBZZAFTvlos74IIQQ4qTYc1Uh2SEmswmfe2os4wpWTk6Ol5dX27ZtK+RZvXp19+7dq1JvVbbWJ1SxUy7qjA9CCCFOij1XZTllEQIrOj/6niUYadKkSVJSkjHD7t27X3nlleLi4qrUW5Wt9QlV7JSLOuODEEKIk2LPVd24dQMaKyQ7pFol5OXlzZ4928PDQ09JTk5+6aWXjh8/XsV6q7K1PuHcdvr5+aGzGzVq9Mwzz4wcObKgoECk37p1a8aMGS4uLpDbM2fOxFfH6dVFnfFBCCHESZH4kLuguLhYfwYrNzf35ZdfjoiIqG696jhQ57azY8eOvr6+JSUl6OkxY8Z069ZNpK9aterVV189poGIt7e34/Tqos74IIQQ4qTIFVgFBQVz5sxp2bKl+IrI+vXr76NedRxo/bETyvp3v/udiLu6ukJ4iTgibm5ujtOrizrjgxBCiJMi8XewwBNPPNGzZ8/MzMzKm/gWoU3qj507duxo166diDdu3Dg/P1/E8/LyXFxcHKdXF3XGByGEECeFv+Reu9QTO+Pi4po1a5aWlia+NmjQ4Nq1ayKOSMOGDR2n2+QRh9SYKYQQQogEKLBql/pgZ2hoaNOmTQ8cOKCncAWLEEKI4lBg1S5Ob+fmzZufffbZ2NhYYyKfwSKEEKI4FFi1i3PbuWTJkqZNm6amplZIX7lypc23Be2ll1Wzy9UZH4QQQpyUWnFV+fn5/+///T8HGdRxoM5tZ+VHo0pKSsq037uaPn26i4aXl5fxd7BsppdRYBFCCKlfQOhUXoCoaSZPnvzGG284yKCOA1XFTrmoMz4IIYQ4KW+//faQIUPEusNDoLCw8MMPP3zyyScTExMdZFPHgapip1zUGR+EEEKclPz8/Hbt2jl+I14ijz32mLu7+6FDhxy3Sh0HqoqdclFnfBBCCCESUceBqmKnXNQZH4QQQohE1HGgqtgpF3XGByGEECIRdRyoKnbKRZ3xQQghhEhEHQeqip1yUWd8EEIIIRJRx4GqYqdc1BkfhBBCiETUcaCq2CkXdcYHIYQQIhF1HKgqdspFnfFBCCGESEQdB6qKnXJRZ3wQQgghElHHgapip1zUGR+EEEKIRNRxoKrYKRd1xgchhBAiEXUcqCp2ykWd8UEIIYRIRB0HqoqdD06Ff7Ws7eYQQgghzoc6DlQVO+WizvgghAhu3LqBT0RuxJELR7zTvCNzI8NywrIvZWcWZ5ZeLy2+VmxzL2zKLs2eHz8fu1S9roIrBfhIajghdsHoTTyfiIGNgfrQKlXHgapip1zUGR/EScGMiRBeX8iCByzt6s2r+EBM4IPp+GDBQeiMwDOB/qf9tx3ftuvkrs3HNvue9t2atTUqNyokOwSzNvIgjM6PRn7khBzBVigS5DxWfGxf3j5M6FklWSgQcWyF/vA95bssZRkyr01fe7zkOPbVDdGbga8oFntZTlliC2KRc+/Zvdg3viAeLcm9nJtSlFKmuQ1kRhtOlJxAjfHn4jdkbkCBPx79ESHi2Bf5UY7Ng4PjtvPETjT49ZDXvWK8PAM9x+0b19av7Ruhb5jMJjcfN4QtLS0Ruvu4I2zn187V4to3pO/KIythPootulqEetdlrEOG1/xfQx580FrRvMKrhYsOL/oy+cvPEj/7OuXrr1O/XpO+BvEvkr9A+py4OSgNO6ZdSHvAjiNywaBakLBgZuxMDFoxPpFSVj4yMaQfslIRoEZxhoraEREhhhlGMs4FnGgYePjgZIwriMPAxnibuG/im2FvipHZwb8DPsFngpHhQVqCExAzA64ocKY7mHnUcaCq2CkXdcYHecgISYTpGwoDOgDKY9WRVZithCaA1z9afBRfc0pzIESOFB2Bz4bKwaS/Om319JjpC+IXDNs7bPKByZguB+0ZBCfdI6gH4v1D+78T+c6Hhz78JvUbTK8oJzw33O+0H0LEg7ODkWg5aUEtP2T+gNI+iv9odOTosZFj3wh5A7rBw98DGkLMxQ/+gXpA2Na3rR5vYW6hh0K4tPZtjbB3UG+YMDZqLCTOyIiRVnN29xCCRhc3Qu6I/LAUYbfd3axhoDX08PNA2Ma3jTWPT2s9p4h3DuwM2TQ/fj6EV3JhMg4IPqMiRw0JG6KXbK/9ogQRr/xp53vX4YJResrsg7P/GfXPqhwodHFtj0dyG0iWSfsn9QvtZ+wgjLRO/p36BPfpHNDZc7enu8W9S2AXDEsIl+67u0OHYSzNjZuLAbw4cTG+rs9YvzRp6fcZ3+MUW5e+DiNhfeZ6SOodJ3bgxIzIi4Aox4mP07/kWgkuDzAbQMZBKuGUTy1KxSVB+NlwnKo+p3wwLaw4sgLnNepCjRj5Hf07ovY2fm0QR4hzBAPYzWJ7DDv4TI2eijZjhoFacnxMMFMVXCkQVyyYfHoF9zKemJg6cHJhJkGBG49uhMm4fMKhwESkjgNVxU65qDM+6geYKXBlhokAYiImP8ZyynKi5AS+igniITQg7UIariMxh67NWAvnPSt2VqeATpA7mH+/SvkKE/fniZ9jehoXNQ4TU6+gXrqGED6+lU8rPX5bT2jeXcRdzbZ9fJ36tDS31EPjR4iq2+tAmgQRAqiycDGKMGF4e7/2pnIJJeK3D5ellX7QhLQy5jSGol5Rl4iLUNQCWYlumrB/gljHQsctSVoCKSbW8E5dPAVXF5oTanWZmd/DfU7cP1GvXXzQNZMOTIJfKbxaCB9z1wGxtIT7sa5U+Woy0eKGxrf2a40Q6Z8kfOKd5i1WR0hdICQ7RHQcRo7Ei43bFxXaeeHqc0e4t/e3jlhR0fCI4daclhZyT8newb0xsDEst2RtwXirIPpxGmJwvnfwPajAX47/AgkFVYcx+dPRnzBZQTZBJ0FfIo+4IrrrNDekGE9bPVTHgapip1zUGR9OBNQShFRWSRau//xO+8HnLU1eOjR8aPeg7sYT/rbn03wq5kpExkaOHbRn0Nr0tRBAyYXJEbkR8J0IcckIQYaJFReLKBB+FFMMnGXwmWBMNKgF/hX5kQchLi6RgkICzwRiAsJ8BNk079A8eGgUrvt44X1Fe8SMKVoiQqMKEVpBzLBiX6E8hD82Si6hIToFdkIhUGmocXj48BERI+YcnIPLSlwfQ8bhIhLpPYN66hrC3gdtQ7E4MjhuuD4eGTFyfNT49+Pex5S6Jn0N7IKB+ECnwl7xAIe4AYFQKA8csaAzQTg4iOCwCEWbfiEd+UXvROZG4kodm3Awg7KDxFU7diy9XgolKq6J9+ftx2GH+kTj34t9D3ZBj8Ko79K+mx8/HyXgsItuQn6UefrSaRQYdjYMBx/+AJfg205Yy48tiEXtpy+eDssJyyvNQ4j8CFGj9ebmiV2QTWK9Sj/UOD4zYmZgL5Rf3UGI45BRnIEWwihYkX0pW98EtYQy12WsQzd18O+AbLAXjSm+VoxsiIgbOiIU+dF+fCiz6gLoF4wTKJKjxUfRIxh4u07umnVw1vh943FyjY0aiyEHkf3p4U+9Yr2QMjhs8IDQAejoPsF9oJh7BPVAv4sT+bUA6y3jLoFdTNoaqunudVYhs0QoTvO+IX1tKhiE/UL74aoMp8aixEXvxryL8xQnC4YfUhYkLMC5jzkQQxESavvx7fj4n/bHVIaBjTOxso3Y5J3ujYbZW7u1+RFNHbxnME5S1IUrkH25+xDiagRHDLMfDBfGorWI4/JSHQeqip1ywfiIPxcPd4IPIvANmOLxwcSNqR9+BU4F8biCOIQJ5xKEt8aEi2FtDIWLQp6kwiQ4LeSH2ziQf0A4J3jrgDMBcDOWkxbMs5idoQCCs4ORggKxFeMYoUjBmYM8UADQAYgbQ7gcpCM0nzQjhF/BiYeKRLrIY332JTsQIfLgzPz52M+YLzYd24RzdcuxLWIRG1uRE9oi4qx1KTvunLW1cJxoOdwVmgR9g6MB9wA3Ke79I4SZcCQ4pTErIRRxkY45Cw4Je+EAijtfOFY4yfee3Qtj4aTRVN/TvnDquMz6OvVrmLk8Zfmy5GVoz4L4BXPi5uBc/deBf2GKwbmNc7iykLJ3seh4shDz2m3RY7kjeozSR4RCrIiLThGvvK+Ii9kTcyWyQXt13939X/v/hRTh3YftHQYBhPlxwr4Jm45ugqU4vDgg4uDA++Lw4iDjgB8+fxgH5ECedZCIQYWt4vDae85aIJ6HwGEXigRDDuWLhT30FyLiWQ3UiHKUcuowFqfbsZJjOKQ4AjVtO45/VarAKSDGJCI12h5Sc4iTTjwdhdNKPHeIrwjF8rk+K+IExKknvIa4ThPXcpgKTpScwImPSw7hLzAhYHdxItdEm8VMgjZg8u8a2BUTnXEeE3f2cakG1fhxwsezD85Gy9EwBw96Yp5HmWh5WfkjaxRYxBEYH1UX+DYXCWx6bpurqRWUgXEx2ejphV833hy563aJpeLWynedjOXcvoqy2A5FOXft63vnvlUbP6uSELd7hKoQawPGUKSLxRjHqui+P6KRb4e/PSJixPrM9RAlCecThLDA5BWaHYprrNVpq6EjcQ3qGeApGma8QBQH4fY9Jm3F3sPfo4IJRpPF5WnHgI4I+wT1QTh231gIKUhYaNaYAuuSTwXPKp6HxQRUSwOZ1F2geqHF7+NRd4hFKEXxwHUNtY0ogtCF4soZeg5aSlwhl5VLpfuDAos44gEFVuWPUUjdFjGa0BF3hYzSRFxAGEPh+8XjveJ9pY7+Vh8vFp87B9wJcTliDXffCT0DPRF2CuikhyIFssBU/rCw2EtsFRpC1CsUxl2yTDywbLlji6wPdA9Ej7h7ZX1Uxbc1aofJUDx9gvt0C+w2af8kfNakr/FO847NjxV3jow3aO4J5pGUohRcHW4+tjkqNwrh4fOH/U77YXKJzo8Wl5gIMdFAD0EqYZaxnLJkXMiwPnhechRx8UJc6Y1S/U2xGhuARAkwhKo7iqDGxCmD0xbnLIarrMY4Xh8lpOpQYBFHYHwsGm5aOML6QWTxsJafDzV9MbTVF8NaffWW25K3Wy0b5rZ4RKvlI1p/+o7r8pFtF452/Wrca5/8q80X07stmN7hq/f7Lniv46r3+y306rhu7pBFc7ptXjBmybw+O5bNWLnordBvF25YPObA919v/HJi/EbvrcumJv260fz1rNRdP1u8PzwStOvXdR8k7dn1y4/z0iIDEWbuD/H5dWn24Vi/XV8VpKfs9v228MyJkJANxUV54ZE/l5Sci4rdeflyScxhf1xzxCUHI0zMsi6lpBYkWePnExFaNcSN0sMFCYin5SdbX4bPTy3T7ighjlkbISZr5IGGyLucF3gmEKoC2iLhfMK249tiC2J/PPpjaE7oN6nfQGosS1n2y/FfEP56/NfPEz//6Zj1ucj1GetFuDRp6Q+ZPyDnT0d/Wpu+VrwPH3QmCGomMjcS2kg8yiNeKhb3rcRDKuIDlwOho7+ZXHb3m/yEKAtOkz3Ze4zvB+BcM2aocKaIxxbLHF4M4OzDCT7lwBQUi6uOGmp5FcFVTWpR6szYmZhtHOe8fDn3pkq3uZ0LCiziCIyPGripZf/TooU1bNlSD31cXa2hm9ud0N0doV+bNtawfXtr2KEDwoCOHREGdu2KcHe3bgiD+vRBGDZwIMKosWP9O3SInjYt0NNz/8SJfm3bRrzzjsXVNXzoUIQRo0Zha8y77+4dNizxs89ipk8/smpV7MyZCEXcGn77LVLS1qyJnz8/a/NmJJ7ZvTtr69aCmJgTO3eeT0g4ExhYmJSUHRJyIS0tPzr6UnY2IlBKJVlZuD7H12vFxfgKsSTiRSkpiCBEBuREWJyZqT1ykHXxFCbYU9qPMVk/QnGhELE7RFdtjwtCHjZQSLj+2ZC5Yd6heUJa4RomJj9mfvz8UZGj9GeZoaVGRIzo4N8BF0h6yushr2OX7ru7I4SKKtOUlni7Vi9fLF2LBelBewbNjZsLcQOJg+o8Az03ZGzABVVITsiChAW4ygrJDqmw0IWvuBgbEjYY5VfrQkj8NoHxlwIg70yG378wvoJw7Vrx9eulx45tPnlyV1TU2P37J1ksrgEBr8XGzjpyZFW1j6mB7OyQM2cCr9woffi/blWPocCqySqd/+DChNyIiLN7956yWE7u2pX5/fcZa9emLF+evHRp8hdfQIsgPLxwYdKSJQjxNX7ePHyip0yBiIkYPhzCJbR/fxGGDx++u3v3PQMHBnTqFNSzJ3RSYOfOEDf4qssjPw8PPfRt2/ZOqMkpYyhk1u3QIL8srVrdCYU400IRt2iiTcSNMk4IO4uQd+JjSK8cWozxSmVaDDJRtOS2KGzbFtlEKNLv+blduJub9bYhQldXCEGIy7BBg0L79YscPTps6NDwYcMQt4b9+++fMCFy1Ki4OXOsinD16qSlS88EBBzbvLkwORnK71pJCdQbJBrU2+Xc3Lx9+4pSU6EOzx06BKUIjYh4ydGjOWFh10tKoPxu3bgBeYcQ+bHX+cREhCJdlIMUlIlykB+aUmxFCL2IPKiiwnBCIkKR51x8vGgJUhCp4oAUOSFP9ZDUS/xO+0GplN6w/nA81MyatDWVf88CYkvPD90zNmos9JD+k5K9gntBVy1JWjLtwDTjXn2C+kBpiScNJh2YBCGVXJgcfy5ePDPw1p43h4f2Mz40afx9DePbrCMjRi5LWbb1+NbpMdMnH5hsfaLg9g+LtGrj23pp0hJ7pllvwd8ojciNgFyDFhwRPsKkPfWIJs06OAtia1r0NFE7Pv2De2+MGhOZ8FFExIj9+yf7+LgHBHQ0m002P9HR0yCz9AWtW7duZGVtPXnSgsSjR3+8ZV/25eXtw+4bzabX/NqjGfzdV1nUAw1QRSiw7oeaMEF4WXhHRPQVHYTCZxdnZmITPPfVwkL4bGSA/4arhs67dPr0mcDAkhMnoPYKk5KgCbApfe3a7NDQ1G++wSboiVM+PocXLTqxbVvc3LmZP/wAnYFN0BwJCxaEvP567HvvQeTFvf/+nkGDDn/6KdIhEK1bFy7E1gNTp0IJhQ8dink4pG9fhMHaGljw669b18N69tTXxvy1NTPf1q3vSLfKoq1OfTTNJ9Tq7cYLPWrQnbcXCzWj/DWNK4wN1MLbOlgLA7t00UN/TRkLfSy27vb01A/X3rffRuLB996D+IuePBnV7dEWFMW+AZ07i8OLwx41diy6Bl0Q3KvXgcmTsZdYdIwYPTrQ0zNSi0OjI2foG28gDOrdGyE6CPn3jR+/f9KkhI8/RqenfP01hsHRn346smrVsS1b0ry9EbeG5XGMh/Q1a1KWLUtdudJ6bfD55xgV8fPnI4ydNQslxH/0ERJTvvwSmaFNc8PDMfYw3jAaIRwLDh7EaMQoFauSEIhQipCMUKUlx49jK0YsvmIMYzyLENkwUM8lJBzftu1seDjKhKI97eeHcpBf16MoCvlF+VDDpTk5QumKPEKVIsS5gwIRoqKycpVZeVFTKFHUbnNrZWAR6kKNqB0fcZJWEelLqvvy9omBCylT4UV6fIXS+irlK6grfa0lpSjFmGfQnkFD9g4xpgwPHz774OxVR1ZNiZ4iUoxv27T1sz5qOefAZO/oKTsDOkNqDNJWs3poj2bi8qWzb9tOmiDz0F4oaXv73Zc779O01B7HbG1ugcumtlqZrS0tp4cP2525ITX1m/OGHw3/PPFzU/mDpMafIjO+AePh5+G1758rosZvMZu8tHaiWMxBb0MAmU2DzaadZpPF0tLf32PPnoGHDn2ID4SXr287IbOQHhz8elTUP/fuHWaUX0FBvcLDh+Kzb9/4tDSr5Lpxo7S0NAfZQkL6I8Oi8gbU+h3SekM90ABVhALrfqgHJlQL4ZbgOxGKBRgRF85MhGI5B24VX+F6IfjgLOGArUtBcXEI82Nj4UThI+HRT2zfDo+e+eOPiZ9/nrZ6NXRe8pdfQgGkf/dd5oYNx3/9FTkRHv3xR+hFxBFmfv89IgiRIWPtWnygFVKWL0c5yUuXogSIAAiOsCFDIBMhLyJGjYJqiRg5EmHowIEBnp5B3bv7tWnj166dLp5saD7D8ttdy4H2lveMS4OGUCwc+hqWD31EaFw4rLyIaMxTB/Wow4/RhLs+hrVM42rrXeLbcNh9DVr2tuIU2tewr9gqVGygpkeDevRAGKKJ/j0DBiAMGwyfa4ocPRoa9MCUKdCm+yZMQKVhgwaZyy8P9k+cCMGasX49xh4uPw7Ong0liiEU6+WF/IiYy5W3GDZQrrjwwJDD2BZXPuJcEIua4qKo+NgxXMDEzZmDHUMHDIieNg2F46ypsB6JrxXkGkQhNBmEI66jIFsRKdPu2YkXOAquFFQQTOKzIGEBRFVeaV6F393Oy9uXkbV1SNjgDv4e/UL6vubnsTHqn3v2DJocNbZPSB/P3Z4QZFszvsclWmLiZ2FhQ2YfmNQruNd3yV98fmBqX+2nbsXa2FCLK0SGj48bwsDdPX+wuPuhKGtKK+vqjm/beWbTJh/3NWbTeovrLLOpv/ZebSdNJA3ycUUfLPVtt2fvsCX+HXFt0UlIN3OL6WbTOr/2kZGjglNXzImdNXjPYJP+Zo/FHWNoiG/rmWbTh5YW2KunJtRamVtsLW/J+NtvBd11KN4M6ftJ3Bzjo1fXrhWfPbvHYnH18Wltc3ELgqxyop9fez+/27IsOXlZdl7UvJgZXlHj+dqKLNRxoLUjsOxR01XfunVrxowZLi4uTZo0mTlzJr7eXznqjI/6BPyZ9nB8qXiWCz4McvD4tm0nd+yAzju6cSNU2ml/f30pBZ7S+uhYevopiwUpVnW4ezecJUQePDHEX/z8+fDKSDm5a5fVQ+/YgRJO7tyJeI62fJgdHJyybBnKRPknzebDixYd27QJ3vfwp5/u7t495t134YNj33tv77BhqStWYCvKwV4oAeUjBelx778v1q4CPT2jp0wJ7d9frHuJMMbLCyLg0AcfQCUkfPQRSk789FO440Pz5kFqQFz6tW0b1LOn9Rbqa69Z1YkmFm8rIYNY1LURcmqvabr5tW7t17699Q/KXnstoGNHxKEwxCZpmkyIKrFAaLh5bal8G1roXeMTh0Yta9zXjnK9y0yRLoSgId2urhVbRX7D7XIobxze0H79UKB4xlEcZLHYWVl94mCe8vHJjYpCR8cvWICv2Ctq3LgDU6fiGmDv4MGiQONe6P1v108WX1YmL0vOj84szow7F7csxfpTcAdygvee2B59YFp42Ig9wQOC/LsfPrwwPv6jkIA3/CzlyzZ+Hcw+bhZzy53l6iEk6I2IiBE5ueGJJ7b7GmRHUGCPoKCevr7u1q8+7j+aTWv2vPleyOubd7VHiu9Sd/M4k3lXC6vY0iSXqEKUsHuXp//S10K297Hu69v2a2sJrTZBkAV2idg9MnHHZ7jmSf31m+jd0/4VYP3ByTaaRR7mFlvMpn5a3M3SYvbeYasiR0F4efu2217eKl9LG4RbfVpBuq0SkmiXq8/sVuZZfT5aO+TTbRNbm1v18+nZd2fX3r7dxIGav+/9nUe3QfXqivbKlYKSkhP79k3Yv39iYKBnaGj/3Nyo4uLMS5eyCwuT9+4dpi1WvREc3McouUJCXt8bNjRlzbJD3h+KlOzsEJsTCyoSdx5q7jFQocVFaH049cgRTBEYSEe+/RYXn9UtrTgzsyglBVfClR9XeDio40DVWsFatWrVq6++ekwDEW/vavy/vRF1xgdxasSML5yNuNcm3jDADIvQGL+UnY1smHCRBxHsqL2jeVUstIiI2CReO8jbty8nLOxMUBDUJxQkdGrWL7+kr12bsW6d0IgQoGfDw7H1TGAgtOmJnTvFvUioz6zNm6E7zwQEIA+UKzJcOn1af/QNovbIqlWIwH9Ay8bNnQvlijJzIyORvyA2FmF2UBBKgF4Rt7+hX1EFXE7Ghg3RU6emrV4NlYldrLpzwQJo0IOaToXuhGZN+eorlIl2YisUqrn8xrcQSYhD+uybOBEKFcWiDeJxvezAQOx1eOFC631Y7T6vg1veUIHWta7Ro6OnTYNmEsLr/j4bB5u6WrXI7e+bdk9NCf4q8NcuftvbCblj97OrUsoGk3nL3Ss3O7Wv35vMP5fn2Wkt07JTiAyt/GUtzP1M2qKSyTK5lXmVyWdUS/Mok29HN3NPU+BoT8v7LXx6lL9z09nk422VXAFbuvguahM0oZe5fElSKOPggX1//mLg+O0DYMtrFu3vILXVqb6iVWZXreUtLT+18FvYHuVb2rUyDzL5zmiNpvpscDdPMJnfuGvdanur25p42Zst2mw1eWy+/esw7TebBnzrFjXHK3nZMgynrC1bciMirA9K2nriCiMcW3PDw9N+WZPyy4qogHH4ZG79ATrYWtiA2wcnZu00DOC9Q4eG9Omzf+JE9G9Iv34YNrgCgXUBnTphbESMGIErHwwbjJYj33yDMYkhGjtzJr5iE66prFdE8+fjWuj4L7/gjMD4tz7akZwsVvpxHmGEZ27YkPXzz0JCIT++ovCQ/v0R4sJMv0jQP9HvvgsbK9+/tr4MdPo0dscHdaV8/XXMjBmRo0bdFv3aBRUkPk6Z4owMcd/c5sHBRyhIfSZBRPvz6BQ0uzApCZejmENwvVpWrgIrzELIjyNcmg2NGoIS1HGgagksV1dXX19fEUfEzc3t/spRZ3wQUr8RGlS8qSDeLXCMEJrwKxB2cJkJn3wC9wnXBSWXtmYNQqgx4Y308iFbkX5gyhSrY3ODTGnhO7b1/gkT4GUDPT3hMq0vuwwbFv/RRylffnnKbIZsheiEuLR0dbNMtGqdz8t96ceVhdRP2ucbk3mNyfyrppm+NplXmHxHtbG81co822RebIIegjTx6dDG+uTS15qc0qSVZXFLpPt20laUPjaZN5rMo1uYh5vMvRAxWVZbqw54vxPcMGQKPLR4OlCE4i6tEDeBXbpARwrf79PWDYrE0vrOImJAhw7Wrdozi0Jm7Wjt+uUgU29v7cbfDtN6NH6FtS7oKvMik2XMHeV6+4FO1FL+739QM5HvvAN9Yy6/b6vfdofY+mi0NVPLHbf3b/OLqfsaqwjTC4TwDRs8OHTAgIjhw+M//jjxs8/iPvhg/7/+tXyAaUVfa05j5tsqBLUPNVkPi9xfRDY+4lnp5STjrfNA7fHNimuibm7iPXH9JSSYFjFy5IFJkw5MnRrarx8Emdnmiqz9xuDyA3oOQzp+/vxEaMQ5c8TDFehxi7s75J31bSTtFXVxp9549180Pvj119HXCQsXQlAmLl4MMYcyxUtI5vKnXYN69FDHgaolsBo3bpyfny/ieXl5Li4u91eOOuODECKFKxcLYnymRwaNFsIoPn5BVtbWvJyooqKUvLx9CC9dyr5S/ucnN29ePXcu4fbNuxU9Az/rMXepac63ptv3zr5rYfm2he+sNj7vtT744Wzrrert2zM3bAh7e0hg/64ntm07ZbHcKC2FzktaunT/pEknduyA7Lt87lzRkSPilQvL4JbmKab4xfNzIyLEagQ8IhRSyooV2AVa0PpWb6tWkDXRU6fqd76KMzOztm4Vt5YgRq3Llps3Q2WikDLtGbKcsLBD8+aZtUffIAtStVcrxCsIJVlZR1atgoi0uthe1pWtlW+1GbzUtHCUpjPauJv7aRLQZNrdtSu8ctrq1dZHOY8etT5z+cMP1pvpM2eK9yREY8QzcPnR0aXa2xIXjh07+uOPZwICfL6abf7+o75bXuu5tb2QD6M+Nn0wocX0d03zxpq2uVWUUOu6mj4efUeQtd9i8lxvlWUbrb/ZbMoJDYW9sDRl+XKRP+ytt6BCrGtXnp77xo+3vgykvUdyeOHCg7NmRYwaFdSzp1WRuLn6d+yIEEfV0t4dGtqvq8feoUMDe3hCCUFzWDVKS+3Ws5umTty0m8tumnZx054+dLMqHv/OHTLWr0ctMD9q7NhDH354ZOVK6PuLRadvXCvFQcgOCrKWpt+772oyo+XdTeaOmiIsF4WWVi3RmMDXu2CEQLtn/fJLxrp1SYsXo7V3VljbaPt6aIX0MVllZV9NWbbRSjOVl+Z2O7NVvbUsX05zbWHdF9mGaKuME0zmQSbzVLSkBVIsHVqhKKv47m6VZeo4UFXsFDRo0ODatWsijkjDhg0dZHbwrJg646OmEU+kPshPAt66dQOf69dLr10rvnq18PLlXETEzwziq9gkQmQWcaRjK/wZcl64kHbx4il4uNLSbITIUFycifRz5+IRFhQcRAqcH8Lz5xOxV7H2j1qXtQeKUQJSUAJC5Lxxo1TbqwTlXL1apJVWgpQKeXJzI0RObEUctR8/vu3ChSNamHHixM7iYmtYWJgMB5yfH52W5p2bG3X06I8FBbFIOXcuDlsvXEjHvmiG1vKc06f9CguTjh3bfPZsOMopKIhBnvz8WKTk5IRhr9zccKQgHVtFypkzgadOWXJzI7EvQsSzs0ORePbs3uzsEKQgRByZURFqwQdHAB8cDYRIRIasrF9QxfHjv6J5x45tyczckJn5w5Ejq0R44sR2NB7p2vvwPyUlLUU6QuRHSk5OCPaCacIoNKCoKBVllpScQAhztKbuQU5sSkz8/MSJHQkJC06c+DU+fj5Ki4ubm5GxLjZ25qlTPijn0qXT4vAiRBegeTgs2kGITk395uRJc0zMdOSPjp6anr4e+8JqtPbcuUNoP/oCcRxe1IjuEB19VXuiGcZC9KCFOBRoOWw5eHB2ZuaPyI+Srxqeeha7oC5siogYERs7CzWiwfv3Tzp8+FO05NChDx3d0bt92851z56BYWFvBgR09Pf3EOnolDJtja3g4MH0sO+SA5dfOW/9BThx67a65wsECnTShbS0035+DnZH4VBLCQsWVGVVr3IVDraKllv/xzUhAbrkpMUC8VcQGwvpJp4Nug+jbJJVkjUmfNTQvUONesp1Z4v2v7YyD+8Xpj309s1Q623KFrtsrOr08O82OHDArIOzZh+cXaz9zlZEyKg9gQMvaf8Pge6+dqVEOwW2Jicvi4+fh6EVETEcfRcY6Llnz4AA/47Bwa/7+3kEB/fx820TFNTDx8c9NLSfn1/b8PARgQFd9oQM8vVpHRzQ22JuFeTfw2JuGRzQB/GQ3W8gHhoywGJxDQsbghCnAMYSTgGM24SEj1F+SEhfpGOExMTMTEpakpn8Y8r+Fb7ftfFb3+bOnV+zyXdnG7+d7fcED8QnwL9LgH8nHx837Hjs2CacIPrd0uuXS0K39w/c5mne0cJ6Z7nSzWXLLlfzrhb+v77ms721/44Olp0t/Xd1QGKQf09fcxscEz+zh7+Ph5az1Z0GiFVS7Xazr7m19tye9Xk+v50e6jjQWrMzMTHRzc3t8ccff5iqReIKFk4tOCSEp0/7nzy56/jx7XA2WVlbsrJ+xnSvh5htcQaKMD19LRwDzpa0tNWHDy9KTv4CkzVODziJpKQvEU9JWa6HyIYwNXUFtqamrhQhTrOUlK8wZaekLNu3bwK24qwWp58I09PXIIRX09K/FTmjosaiLkz6OEX37h2GGpGSlPQFtuolII5WITxyZKWW/g3KRxxhcvKXWv6lWjmi3q+wF/ZFTpSDdJiDktHgPXsGYVNIyOv79k3UwvGhof2RDenYESmRkWOCg3vt3fu2Ng0N9PfvEBTUC+4kOLh3UFBPpGjhm6GhAzC54INitfhbKCcsbDBC5MH8gg/mr6Cg7kFB3QICOvv5tbdY3LQ3jFwtllaYRPz8PPBV29Rm9+5uvr5tRRgQ0EmbmzrAn4lHei3aQ7siFG8P+fq20UOULN7xtt4u0X5rB3OlHsIKbWtHQ9hBD0X+3bs9tXgXLb2Tno6WaOV7aHW1rVCvr691SsKkbC5/YwsGmsvfovL1dTPkdNOfqrFYWhjiNt6QqkufFnpouf2qWqtKJgsTKoZGA8UBKe+gzvrBLz+wrQ2liY5uZairtSF01zsiMNBaTnBwT30AiL2MBxkloEC4T21U/xOOU3Sx4w9qOXsWAnebwSK7n7i42ZhG+IvkD4LfaT+T/ttdlttPaO3O3m192+V8wfaMrSLlq9SvfE75QEvNjJ05ImJE39C+RrG1NWsrpnrRKRgVmHy0CcStps8LEWKKq4mKYmKmQRdidq3KuK3y584pKWan8hPN1TDgW1Bg1TgtW7acN2/epUuXHmalEp/BqplT6/5PwrvdldEJudoMxYi3t7XcjbXQQ8c1OvmnsiGVDazs6cXBMXprEbpVCMvziBR3QyhSrN5d+HVoQXO5JigP25rvll/lasDN0GV3Ovru9BYV4ne3X/KnvBmtzHfLEaFiy7WgiBsbWTlsab4jd6x7GcWTCHfv7mq2Op7e5nK1ajykonxxoITM2r27u9n6XtgbWtjXXC6hhHgSqlqEopy75VRLvSWirsDALuZyvVv5oymtjrgSQFFop/a1s9iUnx+t3wQsLs68fDlXLBwiPH16N65zUlK+xlVEePgwXCbFxc29xr//k0FKUUru5dzM4syjJUfnx8+HinL3cW/n165zQOdewb1WHlkJ/VThV+YLrhRAZr25503k6RTQCftevVqI673AwK62erwd+hoXfhhmBw5MxqVsTMyMyMhRcXFztHAuri0PH/4UV54JCfOREhPzLi44sRU5ExI+0S5fP0cehNiamPiZdilrvaxFHCm4PhdjCSHGHoYHitLeGJ2PFH2lExeQoaEDMYS0heTvMzLWo6Lo6Cm4XkXLDxyYFB09GcXGxb1f2QS0HNe9yclLtWXm78Wq+enTfvn5MQgzMtbiEjomxgsNjo//ELXjWl0MUc3Yd1G+VvLc7OzgrKytFy5kQI+Wlubk5e0rLExCe3JyQrSF5F0oB+VTYNU4jRo1unjx4kOudOXKlfbeIqxWl1dRYN0tdO64H/hLbRGlozhhtLAzUsrDLnoc414LeyAMCuqJEJfLWviGIeynuw2jC9mzZwDCvXuHIk94+HCEOBlEXEsfoucJCxuohW9qKYMMoUixLlZj+tBD1KiFfcUVvJhccEkXETEyMNAzMnI0zlXMDiKECRER7yAMDx+ppYyBC9m3b3xk5DvR0dMRiY2dhfDAgalIQSQiYnhU1DjNzQwXa1c4e8PDh4pQfCIjx2h/iDFh376JONsxcSQmLsKMk5a2OiXly/T07xBibsL1WXz8x7GxXocOWScFhJgUMINgIkhLW4XpKStrC0777OwgTAo5OWGYCI4f/xUZ4PCQjlC7z7VLpCDMyvoVE0R6+vrY2Jnp6WsQogTMNadP+yO/CHNyQrHX2bN7tbtge1JSlp065ZOQsODkSTNKyM4OxOSFPIhja3r6WnFnqqjoiHbjz3qjsLAwWYtnnDkTWFqard0KzEPzxK3ACxeOYev584fR2rNnI7TJa4+2V5K44YjwwoV0THBw4ZjgxA3Q4uKjKEE87oP0goKDIuXcuQTkP38+Eb5fbBUpyIAQiQhzcyORExZpdxV98NFuvcVgU0lJFvZCFeIRIoTwQ/gqQggIkYJs0ApIQYg4UkR+0RjRYJh2/nwCOkLcCcUBsf5FyZUCtOHGjVJxjxWZb926IcKL2j+loAqUBmPRHhxqzO8IcXi1A3sQ5eCgoQRxR7hM+2GkMk3cXL9eir1QCOot1X69FHH0MjJrtwI3iZuJiOfmhqMlwjqUgyYhRMvRTgyAxMRPMbb37x8PB4mqhb3i5ovxrrSwVO5sRu6PH4/+aFydCrHz4wsC/Q9PBehNdDTmokOH5mMawWmIYWa9XVjDUlh/tqHCW5BIF88eXKjOr8xjNB4/vkNbhHOPihqNufTy5Yf6ew0UWDXOn//85yw774XWHLdu3Zo+fbqLhpeXl/F3sKorsMRTKRjZ+IinUuA5xAM94hdWENdDZDA6G5wVSNRPGJycehzTtx6KFPGchzEUE7c4pY3p4uJYnCqV84tQ3G6wV4IxFFvthZXLd/CPE4QQUkcovFq46PCixUmLp0RPmX1w9lVV78CK51ZrpWoKrBpnxYoVvXv3xpVjbTXgQVBnfBBCCCESUceB1pqdTv1qnhM1lRBCCKk7qONAVbFTLuqMD0IIIUQi6jhQVeyUizrjgxBCCJGIOg5UFTvlos74IIQQQiSijgNVxU65qDM+CCGEEImo40BVsVMu6owPQgghRCLqOFBV7JSLOuODEEIIkYg6DlQVO+WizvgghBBCJKKOA1XFTrmoMz4IIYQQiajjQFWxUy7qjA9CCCFEIuo4UFXslIs644MQQgiRiDoOVBU75aLO+CCEEEIkoo4DVcXOB8dJ/zaREEIIqTuo40BVsVMu6owPQgghRCLqOFBV7JSLOuODEEIIkYg6DlQVO+WizvgghBBCJKKOA1XFTrmoMz4IIYQQiajjQFWxUy7qjA9CCCFEIuo4UFXslIs644MQQgiRiDoOVBU75aLO+CCEEEIkoo4DVcVOuagzPgghhBCJqONAVbFTLuqMD0IIIUQi6jhQVeyUizrjgxBCCJGIOg5UFTvlos74IIQQQiSijgNVxU65qDM+CCGEEImo40BVsVMu6owPQgghRCLqOFBV7JSLOuODEEIIkYg6DtS57fTz8/Pw8GjUqNEzzzwzcuTIgoICkX7r1q0ZM2a4uLg0adJk5syZ+Oo4vbqoMz4IIYQQiajjQJ3bzo4dO/r6+paUlOTm5o4ZM6Zbt24ifdWqVa+++uoxDUS8vb0dp1cXdcYHIYQQIhF1HGj9sbO4uPh3v/udiLu6ukJ4iTgibm5ujtOrizrjgxBCCJGIOg60/ti5Y8eOdu3aiXjjxo3z8/NFPC8vz8XFxXF6dVFnfBBCCCESUceB1hM74+LimjVrlpaWJr42aNDg2rVrIo5Iw4YNHafb5BGH1JgphBBCSL1FHQfqZHba1DehoaFNmzY9cOCAnsIVLEIIIaQOoo4DdXo7N2/e/Oyzz8bGxhoT+QwWIYQQUgdRx4E6t51Llixp2rRpampqhfSVK1fafFvQXnpZNbtcnfFBCCGESEQdB+rcdlZ+NKqkpKRM+72r6dOnu2h4eXkZfwfLZnoZBRYhhBBS86jjQFWxUy7qjA9CCCFEIuo4UFXslIs644MQQgiRiDoOVBU75aLO+CCEEEIkoo4DVcVOuagzPgghhBCJqONAVbFTLuqMD0IIIUQi6jhQVeyUizrjgxBCCJGIOg5UFTvlos74IIQQQiSijgNVxU65qDM+CCGEEImo40BVsVMu6owPQgghRCLqOFBV7JSLOuODEEIIkYg6DlQVO+WizvgghBBCJKKOA1XFTrmoMz4IIYQQiajjQFWxUy7qjA9CCCFEIuo4UFXsfHAeuZvabg4hhBDifKjjQFWxUy7qjA9CCCFEIuo4UFXslIs644MQQgiRiDoOVBU75aLO+CCEEEIkoo4DVcVOuagzPgghhBCJqONAVbFTLuqMD0IIIUQi6jhQVeyUizrjgxBCCJGIOg5UFTvlos74IIQQQiSijgNVxU65qDM+CCGEEImo40BVsVMu6owPQgghRCLqOFBV7JSLOuODEEIIkYg6DlQVO+WizvgghBBCJKKOA1XFTrmoMz4IIYQQiajjQFWxUy7qjA9CCCFEIuo40PpgZ35+/vPPP2/ss1u3bs2YMcPFxaVJkyYzZ87EV8fp1UWd8UEIIYRIRB0HWh/sHDdu3CeffGLss1WrVr366qvHNBDx9vZ2nF5d1BkfhBBCiETUcaBOb2dKSsqLL754+fJlY5+5urr6+vqKOCJubm6O06uLOuODEEIIkYg6DtTp7ezatevGjRvL7u6zxo0b5+fni3heXp6Li4vj9OqizvgghBBCJKKOA3VuOwMDA00mk3iUythnDRo0uHbtmogj0rBhQ8fpNnnEITViDyGEEFKvUceBOpmdFfRN8+bNw8PD9U16Nq5gEUIIIXUQdRyoc9tpb2GJz2ARQgghdRB1HGj9sdPYZytXrrT5tqC99LJqdrk644MQQgiRiDoOtP7YWeF3sKZPn+6i4eXlZfwdLJvpZRRYhBBCSM2jjgNVxU65qDM+CCGEEImo40BVsVMu6owPQgghRCLqOFBV7JSLOuODEEIIkYg6DlQVO+WizvgghBBCJKKOA1XFTrmoMz4IIYQQiajjQFWxUy7qjA9CCCFEIuo4UFXslIs644MQQgiRiDoOVBU75aLO+CCEEEIkoo4DVcVOuagzPgghhBCJqONAVbFTLuqMD0IIIUQi6jhQVeyUizrjgxBCCJGIOg5UFTvlos74IIQQQiSijgNVxU65qDM+CCGEEImo40BVsfPBeeRuars5hBBCiPOhjgNVxU65PEIIIYSQ+6K2ffhDQhU76xoPYYSxClbhXFXUAxNYBatwrvLrTRV1E0XNrnXqx5hmFazCicpnFazC6aqoByY8nCrqJoqaXevUjzHNKliFE5XPKliF01VRD0x4OFXUTRQ1u9apH2OaVbAKJyqfVbAKp6uiHpjwcKqomyhqdq2j7ICrg7Av6gjsiLoD+6KOwI5wath5tQNPm7oD+6KOwI6oO7Av6gjsCKeGnVc78LSpO7Av6gjsiLoD+6KOwI5wath5tQNPm7oD+6KOwI6oO7Av6gjsCKeGnVc78LSpO7Av6gjsiLoD+6KOwI5wath5hBBCCCGSocAihBBCCJEMBRYhhBBCiGQosAghhBBCJEOBRQghhBAiGQosQgghhBDJUGARQgghhEiGAksCfn5+Hh4ejRo1euaZZ0aOHFlQUCDSb926NWPGDBcXlyZNmsycORNfK+9rL09V9iWVsdcXZdovygjs7cu+kIi9jnDQQTrsCLnYO+Y+Pj5t2rT57W9/i/Rhw4adPXu28r7sC4k8yMFkRzgjFFgS6Nixo6+vb0lJSW5u7pgxY7p16ybSV61a9eqrrx7TQMTb27vyvvbyVGVfUhl7faHjQGCxLyRiryPu2UFl7AjZ2Dvm7du337ZtW2FhYXFx8bx58yDCKu/LvpDIgxxMdoQzQoElGUxVv/vd70Tc1dUV85qII+Lm5qZn0928vTwO9iVVxNgXOpUFFvuiprHZEZXT2REPAXt9Afn17//+7/pX9kVNcB8Hkx3h1FBgSWbHjh3t2rUT8caNG+fn54t4Xl6ei4uLnk0/bezlcbAvqSLGvtBxILDYFzWEzY6onM6OeAjY7IuLFy8uXLjQuJrIvqgJ7uNgsiOcGgosmcTFxTVr1iwtLU18bdCgwbVr10QckYYNG1bexV6equxLHFChL3Qc3CJkX9QE9jrCXnoZO6LGsHnMxYOJTz31VEZGRuVd2BcSeZCDyY5wRiiwpBEaGtq0adMDBw7oKVW5tuB1SU1QuS90HAgs9oV07HWEgw4qY0fUDA6O+YULF+bOndu6devKm9gXEnmQg8mOcEYosOSwefPmZ599NjY21phYlbvjvLMuHZt9oeNAYLEv5GKvIxx3UBk7oga45zGHxrL5bBb7QiIPcjDZEc4IBZYElixZgkvD1NTUCukrV660936H7ubt5XGwL3GAvb7QcfAMFvtCIvY6wkEHsSNqCHvH/K233kpJSbl27drJkycnTJhg8xks9oVE7uNgsiOcGgosCTxSiZKSkjLtF0qmT5/uouHl5WX8hRL9tLGXx8G+xAH2+qLyJuMuIsK+kIi9jnDcQSLCjpCLvWP+888///3vf/+3f/u3559/fsyYMefOnTPuIiLsC4ncx8FkRzg1FFiEEEIIIZKhwCKEEEIIkQwFFiGEEEKIZCiwCCGEEEIkQ4FFCCGE1Dj2/nW7un/kXJV/THewuyA/P//555938LM1ZYbXI4yJVfmPcCKgwCKEEEJqHHv/ul3dP3Kuyj+mO9hdMG7cuE8++cSxwBJUyFOV/wgnAgosQggh5KFi/NftB/kRUXv/3u1495SUlBdffPHy5cv3IbCMVPiPcFIBCixCCCHkoWL81+0H+Rsce/+k7nj3rl27bty4scyheNKxl6fyf4STClBgEUIIIQ+PCv+6fd9/5OzgH9Md7B4YGGgymcQjWfctsBz/RzgRUGARQgghD4nK/7p9fytYlcup8Ey6vd2bN28eHh6u72Jvd2O6TUMc/Ec4EVBgEUIIIQ8Dm/+6fR/PYN3z37sd7F75r5Mct9lBBnv/EU4EFFiEEEJIjWPvX7er+0fO9/xLe8e7G7mPW4QO/iOcVIACixBCCKlx7P3rdnX/yNnBP6Ybqcr/QFfxd7CMC10O/iOcVIACixBCCCFEMhRYhBBCCCGSocAihBBCCJEMBRYhhBBCiGQosAghhBBCJEOBRQghhBAiGQosQgghhBDJUGARQgghhEiGAosQQgghRDIUWIQQQgghkqHAIoQQQgiRDAUWIYQQQohkKLAIIYQQQiRDgUUIIYQQIhkKLEIIIYQQyVBgEUIIIYRIhgKLEEIIIUQyFFiEEEIIIZKhwCKEEEIIkQwFFiGEEEKIZCiwCCGEEEIkQ4FFCCGEECIZCixCCCGEEMlQYBFCCCGESIYCixBCCCFEMhRYhBBCCCGS+f9WNriMWcmKVwAAAABJRU5ErkJggg==)
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