Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit389-10-20030106_212800_20030107_021300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/06 |
Start Time | | 2003/01/06 21:28 |
End Time | | 2003/01/07 02:11 |
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 | | 25.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit389-10-20030106_212800_20030107_021300-constBx0 |
Minimum Dst Value | | -12 |
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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjo1MjozNCBFU1QgMjAxOKa49zEAAAHQdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzODktMTAtMjAwMzAxMDZfMjEyODAwXzIwMDMwMTA3XzAyMTMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMy0wMS0wNlQyMToyODowMC4wMDBaIiwgIm1heCI6IjIwMDMtMDEtMDdUMDI6MTE6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoxMi45NjQ4OTk5OTk1LCAibWF4IjoxOC4xNTkxMDAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19Aqr3ewAAAARnQU1BAACvyDcFiukAAD9dSURBVHic7d1/WB3VnT9wQoBAIBESJIRAhEgUK4nYjS4JJJKIEc01ouWxpPlFlBrW4kpSqsQQQ7a0ZrskD/ahSivZxS4qpqy9W6GlPmzZlmypS1fsoqFK7I0SlygqxmuLBhO+n+Vs53s7d2buzL1z7/w479cfeYbJ/Dg/5t7zuXPOnAmbBgAAAABdhRmdAAAAAAC7QYAFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDN7BlhhYfbMFwBAUAXjy/PXv/718uXLfR45GKc2qi1AGwTTvAVYuOgBABQE40syPz//+eefN+TUCLB0ZMtMBZU9y0vrT6Wurq5169bNmTNn8eLFO3fuPHv2LFv/5ptvOhyO+Bm0QH+y9RMTEzt27FiwYEFiYuLBgweVT8R4rrx48eKDDz5Ix0xISKipqaE/Jff92c9+tmHDhujoaErVPffc8/777yvvLrdeLncKydCa7FdeeWXjxo2xsbEpKSnHjh1TKBC5TMmdVG57uarRWjiWLvmwvzR//nyFTMkdRGuNaM2UppIPBlH6hUzNmjVr0aJFpaWlo6OjCrv7kf6xsbH77rsvPT09MjKS9ioqKqJCk0yMaCUtfOELX/A8BS1fddVVnhsI/zU8PHznnXfSt1BUVNSqVat+9KMfsfUfffQRpXP58uUxMTF09ttvv72np8dnmr0T4/cG3ujK/PTTTwM/tR+CHRPI1YJ/59UltQqfaH1PpBLPYZk9c671O2L9+vX0A4vCpo8//vjQoUN0dbL1q1ev3r9//8SMffv20Z9sfVlZGX0vn51x1113/eM//qOm0zU3N3/xi1/8wwxaePLJJyX3uummm37605+63e5333139+7dmzZtUt5dbr1c7nwmQ2WyX3/99bS0tLa2tg8//PCtt97asmWLQlHIZUrupHLby1WN1sKxdMl7Onr0aHV1tUKm5A6itUa0ZkpTyQeDd4DFFi5cuPDOO+98/etfz8/PV9hda/rPnDlz2WWX0WFPnjz5pz/9iZq3F1544eabb5ZMjGglLVAj/ZOf/ET4rx//+Me0xjvAeuONNyg6bGhooE8cxS6/+c1vvvSlL7H/onN99atfpQ0+++yz995777nnnrvhhhuU0yyZGL838HsXywVYCrVgYIDl8xOt14lUQoBlGXQRP/DAA4tm0ILwq4iqkBqY1NRU+lXK/vz7v//7pKQk+mHxta99jb5ohM2m//J3v/cp6LqcO3cuW6YFakXY8rlz54T1CxcupGuXLVOMpfwFPe11hVE0QB8AtkwLeXl5PjNOyYiNjVXeXc1hPXPnc3uVyaaIqqmpyWcWlDMld1K57eWqJpDC8XlSs5W8gK7wjIwMatoVMqImkVprRE2mVJb81NTUgQMHli5dGh8fTy0WW6nweX/iiScojqGf6bm5uUNDQ2x9T0/PtddeSyvpv1gk5P1hF2Xno48+iomJoYWKigrPX0rHjh2jNcrplyyZu+++myJ+uRLzGWAdP37c8xSUux/96Efeif/KV75SX18veQrKDmVKLgGeJ1X4kpyWKXzlL0+tu3h/b0tWq9xl4Il+5lFwQ3mZP3/+HXfcMT4+riY7yielC4AOSNtTQUnmV6EW5K434U811yr9BvjmN7+Znp6ekJCwa9euTz75RLLcFMh9or0/FJ4H9FmYcgnz/hR7n0tNI7527dpnn31WSDDFr4sXL1ZzVZuNxQIsqrzCwsLRGfRL+pFHHmHrqW5uv/12+j0q/EmbnZlBC3V1dcJ60YIIXSiPPvqoEPKXlJTQKahe6fd6bW0t/cnWU4BFPw3ZMkVadDEpJ1t0OrpqhUuWjuNzd+J0OgsKCpR393lYUe58bq8y2fQ5oXqhDwB9IHfs2EFl5TM73pmSO6nc9nJV43fhqDmp2UpeQF/Q9DWnnBE1JaCpRlRmSmXJU0NFpz516tSHH35YVVXFVip83ouLi10uF6Xh0KFDQkRCF2FHRwd9ZdM38j333COZfs9GYmxs7KGHHmI3eCjCWLdu3XPPPUfL7e3ttHz+/Hnl9EuWDKWB2ifJPMrt4vm9RKlavnz5f/zHf9Cfvb29tExrvL+46EMndIuL3HLLLXfdddeJEyf+9Kc/ySVjWsWXpELhyx1T6y7e39uS1Sp3WE8rV678xS9+QVmm74TKysry8nL12ZE8KX2rUEm+M2Pjxo2SWVCoBZ8Blppr9ciRIzfeeOMf/vAH+lBs27Zt7969kuWmQPITLZkqzwP6LEy5hEl+ikXnUtOId3d3X3XVVXTls/+i8jl8+LDPzJqQxQKsZcuWvfbaa2yZfmpcfvnlbJnq5vTp08Jm9Kew2auvvuq5mWjBE4uy6SfdyMgIW8Pu9rP1tCBcf9u3b9+6deu7M+hHTEREhHKyRacLDw9n392EFmbPnq28+8svv5yRkSF8a8vtrnxY79z5TIbKZNMCfcZYaZSWlpaVlSlnRzJTcieV216uavwrHJWJNFvJM/Q1dMUVV5w8eVI5Lz5PqqlG1GdKZclnZmYKNw8ECp93io3Y8h//+Ed2C4qkpaV997vfffvttxXSH/aX6Cc4fUWw/zp79iyVQE1NDf0rjC3TeuXQt4FnZON9q8B7F9H/fv/739+8efP0TGffD37wA+8N2FkmJyclE3Du3Dlqw6655pro6GgqwOrqasmf/j6/JBUKXy7vWnfx/t6WrFa5w8qhEkhNTVWfHbmTDg8Ps2XaUTILCrXgM8BSc61mZWX9/ve/Z8t0QdIXnbCZZ7nJkftES6ZK7oCShSmXMMlPsehcKhvx66677umnn56e6YelBFDVKObVpCwWYNFXhnBB0wL9yZapbkQjheU2Ey2I0MV08ODBtWvXsj8p0N63b58w0If+ZOs/+OADiqvoq5l+wXzrW99KTk4WDuv5ZeqZHs8/5X4TS+5Ov2KXLl360ksv+dzd560CUe70uo9C6z3v5yUmJk774p0puZPKbS9XNTrewTJ/yTPt7e233Xabz+woH0RrjajPlMqr3fOjLVD4vEum8L/+67+Ki4sXLly4fPlyoV9PbmOWnv379wvDyAj9nqYNhD5KhfTLoW8DhSA1MjJS1MNF+aIYznMz2mDx4sXPPPMM/Sv0somOo3DvREBfiRQ57dy5U24UjnLZqix8T1p38f7eFv2v8mE9DQwMUD3SdzK7qIQ4WGt2PLcXaoq2l8xCIHew1FyrFO15/hjwvE58Phmj8ImWTJXnAX0WplzCJD/FonOpbMSdTueVV175+eefb9myhSJRyVyYn8UCLJW/kDx/nNGC92YKXdfUbAid1nQZSQ708fS9732Pgi3lZIuSp348ELWdKSkpv/3tb9XsruawnrnTayRQfn6+54g0nwGWZKbkTiq3vVzV6DUGyxIlz+Tk5Jw4cUI5O8oH0VojmjKlsuSpmdF0B0shhfQ13dnZKfzsEX3YRRvTVSTctHjllVfot/Lzzz+/ZMkS4c6c1iuHApqamhrRSuGkV1111W9+8xvP/+rv709PTxdt9uijj0ZERAjdIt6tNX3nfPvb31ZOCUO/QObNm+e93ueXpFzhK3x5+nEHS82fau5g0cqnnnqKfvpSk0z/epeY1mtJzR0shVrwDNSEuy9jY2OarlWKMFwul8LB5Sh/or1PJDqgz8KUS5jkp1h0LpUVQSWzYsWKb3zjG/TpEAYIWo7FAiz6uSl031KIXVtby9Z7f0g2btzIhhfQgvdQgEsvvdSzS2X79u305/nz599+++3KykrPR9XoFOw2ycMPPyx8t27dupUSQCufffbZtLQ04WapHFHynnjiCTXPJR05coR+gggfcp+7y62Xy53PZKhM9rFjx4QO09LSUuXBQHKZkjup3PZyVaO1cDQl0mwlPz0zacKaNWsU8uLzIFprRGumVJb8t771rYKCgjfffNNz9Ib6zztboMuPvrvp65gaLWpg2ErRh91z3/fff//AgQO5ubnTM0PK6Av9l7/8JS3/5Cc/ufbaa1lPn0L6Jdu506dP06mFpwgpOy+88IKwJf0eo7P8+7//+7kZvb292dnZ3/nOdxQOOC0VYL3xxhvUKh89epRK5tNPP33ppZeE59duuOGG5557jn7qUB1Rmnfv3n3LLbdIHlP5S1Ku8EXl6UllfckVoNyfcof1RKXx4x//mIqCLiEqCu8S03ot0fbCGKybb75ZMgsKtSBsT19Nhw4doquL6mLz5s2artXGxkZKM62hzf77v//7y1/+snJ5Mj4/0d4nEh3QZ2HKJUzyUyw6l/qLhMJEWtnS0uK50mdwaSpWSuv0zB3F+++/nz2AQAvCnUbvDwl7QCYhIeFv/uZvPJ9TYAt0CcbHxwt/Hj9+fOXKlVFRURQt0fcRxexsPX1+ioqKLplBH7ZTp06x9RRS0Edi7ty5N91008svv6yQ4LC/xFZSbE6BOZvD6aGHHpKbWSfMi9vtVthdbr1c7hSSoTXZ9O2cmJhIpU2tr/Igd7lMyZ1Ubnu5qtFaOFYv+fz8fKfTqZAXgdxBtNaI1kypLHmKBihQTk1NpauIWiy2Uv3nnS3QDx76bR0dHU3h0S9+8Qu2UvRh98zRggULqM1jF8+OHTvYgCeG0sB+KihXlmRe3nrrrbvvvpu+IiIiIhYuXHjHHXf8+te/Fkrjn/7pn1atWsUuXVp46qmnfB4wzKuFI9Ro0ZEpVVQX1113nTAD07/927/ReipGKoeMjIyvfe1rQh2Jjqn8JSlX+KLy9KSyvuTyK/en3GE90S8NqvrIyEiKLb773e96l5jWa4k2uPfee6lwqIj+7u/+jo4smQW5WhCOMzQ0RBE8e1rw8ccf13StXrhwgfKSlZU1Z84cisuFT7pceQr/K/eJFnh/KDQVplzCJD/FonOpv0ioMJcvXz41NSXKnULezcZKaQUAAF1Yq6Ey1u9+9zsKVY1OhcE+//xzn49z6eu222575plnQnlG3eEzBgDAHQRYPlVVVY2NjZ0+ffrGG2/cs2eP0ckx2MDAgPC0YLBduHDh+9///ooVK4SZGiwKnzEICu/b1Cb8QrdEIrWyZaZAd7gqfGpsbExNTU1KSvrqV79q0WkCdBQXF/f444+H5lx0caanp1NIF5rTBQ8+YwAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDNeAizJZ9cBAAAgxIyOCEKEm3xyU6MAAACmxU9zbKJ8Ssa2b775psPhYC8CowX60++D65FGAAAA8B8/zbHp8ikq+tWrV+/fv39ixr59++hPTYfi8J4kAACAafHTHJsun6Kinzt37scff8yWz507R3/qclgAAAAIPX6aY9PlU1T0JSUljzzyyEcffTQxMVFbW0t/6nJYAAAACD1+mmPT5VNU9GfOnLnssstYHx8tvPPOO8r74rEFAAAA0+KnOTZdPkVFX1hYuG/fPmEMFv2py2EBgCuTk5NGJwEA/hc/zbHp8ikq+piYGIzBAoBA3HDDDVFRUW1tbUYnBAA4ao5Nl0/vpwhra2vZHayHH344Ly9PbktNhwUATrhcLjZIYOXKlUanBQA4ao5NlE/JIVNvvPFGUVHRJTNuueWWU6dOeW7vxwEBgCuTk5PR0dH0DbBs2TKj0wIACLBsh58aBQBPHR0dwq+swcFBo5MDwDt+mmNu8slNjQKAp+LiYvr4Jycn07/V1dVGJweAd/w0x3bOJ7oIATg3Pj4eMcPpdNKXQGpqqtEpAuAdP80xN/nkpkYBQNDU1ESffYfDQcvp6em03Nvba3SiALjGT3PMTT65qVEAEOTm5tJnv729nZZra2tpuby83OhEAXCNn+aYm3xyU6MAwIyMjNAHPy4ujs0yOjw8TH8mJiZi0lGAEBgdHfV8rIQ+d11dXZmZmfw0x3bOJ8ZgAfDM+5ZVTk4OrXE6nQamCsAeJiYmvFdOTU25XK6BgYG2trbZs2fTx+2mm24qLCxMTU3lsDnmJp/c1CgAMN6DrhoaGmiN3++MB+Dc2NjY0NAQfabod0tERMSSJUvKysocDkd+fj593OLi4sLk0fbLli2bN28eP80xN/nkpkYBgPT19Xk/Njg6Okoro6Oj3W63UQkDMC0hflq/fj1FQrfffjvFT4WFhTk5OaJbUAoo0qLtCwoKVq9evWbNmiNHjnR3d4+MjAhn4ac5tnM+0UUIwC36hU2f+traWtF6ai1ofWtrqyGpAjDc7373O/oUUPSzd+9erfFTYmJiVlYWBU+bNm1aunQpLdBHyel0UkzmcrkkOw298dMcc5NPbmoUACYnJ+Pj4+lTPzw8LPqvlpYWWk+NiiEJAwiBgYEB4UkOins6OzsbGhoollq1apVyL54QP1199dXz58/funUrxU/d3d10QDqOXsnjpznmJp/c1CgAsNfjUHPi/V/0Izs6OjoiImJ0dDT0CQMIEs/ePRYqyYVT9F+RkZExMTF79uwJRvzkEz/NMTf55KZGAYC9HqexsdGP/wUwLQqD9u3bt2HDhgceeEBl715ycnJRUVFVVVVzc3N/fz/rxZucYVQu+GmO7ZxPjMEC4JDwehxakNyAvTZH8v4WgLHoog2wd8/hcFxzzTUUUQnhlNnw0xxzk09uahSAc56vx5FEDRhrqzyfbAIwitC7t2fPHvphEBsbe+2110qGU0lJSZGRkbRQVFRkSO+eLvhpjrnJJzc1CsA5z9fjyJF7xhAgSCiKOnbs2B133HH//fcH0rs3Pj5OQZXRuQkIP82xnfOJLkIA3ohejyOnp6eHNsvMzAxZwoArdPkNDg62trZSeESxVGJioprevTvvvJMWbr31VtP27umCn+aYm3xyU6MAPFP/Rmd284BashCkCmzv1KlTpaWleXl5d9xxR3Z2dkREhCiKio+Pj42NpYWMjAzr9u7pgp/mmJt8clOjADzzfj2OnKqqKtqS/g1+osBu1Aw/pzCrpKTk8OHDtCWbE2RsbKylpUXu2Qt+8NMcc5NPbmoUgFuSr8eRMzg4yHpnpqamgp0wsDQKjFpbW9euXbthwwa5cOrSSy+dPXt2eHj417/+dc95PsEbP82xnfOJMVgAXNE6dD0rK4u27+npCWqqwFrUDJ+SHH7udrspFDM6+RbAT3PMTT65qVEAPim8HkdOfX09bb9t27agJgxMjqKiPXv25OTk3HzzzXLDp1jXc0JCwokTJ2w8/Dw0+GmOucknNzUKwCeF1+PIUfnIIVgdxdzCm5HU3KDyHj41PfOCP7fbbVwm7IOf5tjO+UQXIQA//HsBTn5+Pu3V1tYWpFSBUaamplwuF0VF//AP/0BVHB4efsstt8jdoJo3bx4tfOlLX8LwqRDgpznmJp/c1CgAh3y+HkcOm/adgrMgJQyCraurKy8vb/v27WVlZQ6HgyLm9PR05bfKeN+gomgML/8OGX6aY27yyU2NAnDI5+tx5PgdmYGxqL4aGxtXrVqlEEhRpJWTk7Nu3bq/+qu/Wrt27Q9+8APcoDIDfppjE+VTsi9P9IGZP3++3wfXI40AYEZqXo8jp6ioiPZtbm7WPVWgOwqPqJYpkhZ6+qKiosJm5uZobW11Op29vb0ulwvj0M2Mn+bYdPlUKPqjR49WV1drOhTGYAFYnc97SwGOVW9ra6Pdr776atzECrEzZ87s3r37wIEDFBUNDg5KTms+PDzc3d09NTVF25SXlwt9fxRgFRcXd3R0uN3u/v5+3JeyEH6aY9PlU67oP/vss4yMDPpA6ntYADCzrVu30of35ptvVoh+1L8eRxK10JGRkXSExYsXY9LRkKGIKiEhwbtfj82JUFBQQPHTl7/85fDwcFp5ySWXCBvk5uY2NTUhGrYufppj0+VTruiffPLJXbt26X5YADAhyRE2ycnJDoejurq6vb19aGhICIbUvx5HztKlS+kIMTExeA4/NDo6OoR7UbNmzVq9enV2djZ7O6TCgCqKpEdGRoxOOwSKn+bYdPmULPoLFy5cccUVJ0+e9LmvguCkFwB04z3ChprhlJSUK6+80vu5sOjo6JycHNo4bGYGyEDOy2Yc3bRpk14ZAQV1dXWsBrdv3/7UU0+J3rdNsTVFURQuUxDW0tKyY8eOW2+99cUXXzQqtaA7fppj0+VTsujpO/e2227T/bAAYBJyI2w8x9ZQu+t0Oql5pv/KzMwUxVuB3MEaGBigI1C4pkNOQJ7b7WbTlVH9ap2xDGyDn+bYdPmULHr64jtx4oTuhwUAY73wwgubN29esmSJECepH2HDRjez9w9Sgx1I5xEdih0EY7CCx+VyZWdnh82MssL7H3nGT3Nsunx6F31XV9eaNWvUbKnpsABgrKGhIV1G2AwODgY+SyR78TMdKsDjgKTe3l72UhoqZ4yj4hw/zbGJ8ik3ZCo/P9/pdEpu798BAcAMfv/737PP5r333mt0WqZLSkrC8M6c4GhubmaD6hwOBx4jAH6aY27yyU2NAlhFT09PmGkmR2Dj3DXNtAc+Uc2yPlxSW1trhooGw/HTHHOTT25qFMAqWNNL7a7RCflfnZ2dlJjCwkKjE2IfTqczJSWFPQqKW4Mg4Kc5tnM+0UUIYFpTU1NsUI5Jhj2Njo5SYihJRifEPmJjY8NmXmUzMDBgdFrARPhpjrnJJzc1CmAJrH8wMzPT6IT8f/Hx8ZSksbExoxNiE2zSDdwUBBF+mmNu8slNjQJYgqn6B5mCggJKUmdnp9EJsYPJycno6GgqT4xqBxF+mmNu8slNjQKYn9n6B5mqqipK0uHDh41OiB309/dTYWZnZxudEDAdfppjO+cTY7AAzMmE/YOktbWVUlVSUmJ0QuygsbExLIA3cION8dMcc5NPbmoUwPxM2D84PTNhKW666KW0tJQKs6WlxeiEgOnw0xxzk09uahTA5MzZPzg9M2yIzYfp+QJE8A97WaTZqhjMgJ/m2M75RBchgAmZs3+QycnJobRhWoEAjY+Ps+mvjE4ImBE/zTE3+eSmRgFMzpz9g8y2bdsobc3NzUYnxNrYrK0FBQVGJwTMiJ/mmJt8clOjAGZm2v5BpqGhgdJWWVlpdEKsjaJnKsaamhqjEwJmxE9zzE0+ualRADMzc/8g6e7upuTl5+cbnRBrKywspGJ0Op1GJwTMiJ/m2M75xBgsALMxc//gNAYP6QRz4oMCfppjbvLJTY0CmJbJ+weZ5ORkSuHIyIjRCbGqoaEhKsDU1FSjEwImxU9zzE0+ualRANMyef8g43A40L0VCMzXCsr4aY7tnE90EQKYisn7B5nq6mpKZF1dndEJsaqKigoqwIaGBqMTAibFT3PMTT65qVEAc7JE/yDp6OigRBYXFxudEKtic4n19fUZnRAwKX6aY27yyU2NApiTJfoHp/88hCg9Pd3ohFiS2+2OmIHZ8EEOP80xN/nkpkYBzMkS/YNMdHQ0JXViYsLohFhPX18fFV1OTo7RCQHz4qc5tnM+MQYLwCSs0j/IrFq1Cp1c/sFMreATP80xN/nkpkYBTMgq/YMMu9nW2NhodEKsp6SkhIqutbXV6ISAefHTHHOTT25qFMCELNQ/SJqamii1lGajE2I9qampVHRDQ0NGJwTMi5/mmJt8clOjAGZjrf7B6T8PJFq1apXRCbGY0dFRKrf4+HijEwKmxk9zbOd8YgwWgBlYq3+QTExMUIKjo6ONTojFOJ1OKreioiKjEwKmxk9zzE0+ualRALOxVv8gQ+Egurq0YnO0WquiIfT4aY65ySc3NQpgKpbrH2SKi4spze3t7UYnxBhjY2P33ntvf3+/pr0KCgqo0Do7O4OUKrAHfppjE+VTri/vlVde2bhxY2xsbEpKyrFjx/w4ILoIAURCNsmT5foHmbq6Okp2dXW10QkxxooVKyj7UVFRbrdb/V5xcXG01/j4ePASBjbAT3NsunyKiv71119PS0tra2v78MMP33rrrS1btuhyWACe1dfXz549OzRjZazYPzj95+FEDofD6IQYIykpibI/a9Ys9YH44OCgFSNpCD1+mmPT5VNU9BRRNTU16X5YAJ4tXLiQPhERERGa7k/4waL9g2RkZISSnZycbHRCDDA5OUnXBrvxr34ysObmZtp+27ZtQU0b2AA/zbHp8ikq+kWLFh04cGDx4sULFizYsWOH3/0a/NQogLK2tjbWdqalpQX7XBbtH2Ti4+P57PBis1Sw9wWlp6dTlKxmL8zOCirx0xybLp+iop89ezb9JHp3RmlpaVlZmfK+CoKccAALoHCB3VJiRkZGgno6i/YPMvn5+ZT47u5uoxMSaux1NxUVFVlZWbRAEbmavbKzs2njgYGBYCcPrI6f5th0+RQV/fz589977z22TDEWtQ26HBaAT/QrhT4LhYWF9LuFFurr64N3Luv2DzKVlZWUeIo2jE5IqAmvuyFh6t7c7Ha72U2vycnJEKQQLI2f5th0+RQVPf2IpLiKLZ89exYBFoDfOjs76YMQFxfncrnYIG41baffjhw5QqeIjY0N3imCqqWlhc9BRex1N8PDwxQtJScnq7mNx/qCMfc9qMFPc2y6fIqK/tixY1u3bhW6CHft2iW3peSh0EUIwExMTLCGk42SobaTPVQfvF7CL3zhC+yjZ9HpOgcGBijx2dnZRickpESvu2HdhQUFBcp71dfX02ZVVVXBTyBYHj/NsYnyKRcPPfLII4mJiQkJCdu3b/cc5K6pkvipUQBJrMMrNzdXGLMc7F7C1atX0/FvuOGGIB0/2CgGZc9actXt1dHREeYxPwV95bLB/sr9vJzPywqa8NMcc5NPbmoU7O1Xv/pVUlLSddddp6nV7+3tZbHC8PCwsDLYvYRs1LNFB2AxNsiCVlVVVaKwm70Ap6SkRGEvNtgu2M9MgD3w0xzrn0/63q+trb388sujo6Pp30ceeeTTTz/V/Sxa8VOjYGNTU1MZGRnsFm9LS4vKvegjyR4Hq6urE60Pai8he84/2FNtBZUw3NvohIRObm6uaNDV2NgYVSVF53LXicvlol38HiALvOGnOdY/n/fff/+GDRuGhobo65v+Xb9+/QMPPKD7WdTAGCywGTbShaHYSGXDz+5AZGdne09oFLxeQjaUx+qNLhuBxM/QIvrSZmGxaMbBsrIyWllZWSm5l6hXEUAZP82x/vlctGgRfbcKf9IyrdH9LFrxU6NgV319fREznE4na/AILSjfIhocHGR7Sb64N3i9hGyyytzcXN2PHErsuUufQ7xtQ25c//DwMJuFYWxszHsv715FAAX8NMcIsAAsQHgGsKamhq1pbW1lHXzUHMo9pjc1NUXBU5j8S4uD10vIplCy+hwHFE94PlJne42NjZTf8vJy7/9iw9hFvcyMd68igAJ+muOgdBEWFha+9tpr9N1N/9IyuggBAsSat/z8fM9uPoqr2Chsue7Cw4cPh8287UThLleQeglra2vDLDuHuyc2fNvzR6ONsXloJYf3sVuSFGuKnq6gC1KyVxFADj/NcVAGue/fv3/ZsmX0qaN/Dxw4gEHuAIFoampibZvL5RL9F0VOct2Fw8PDrOXr7e1VOHiQeglZU63yLStmVlRURBmhUjI6IaFAsXiY/Lxl7N1BorcN8jlbGASCn+aYm3xyU6NgIGqZdH9obnBwkMVJCm28ZHchaw6VX985HbReQtZt1NfXp+MxDcEeEeBhgBHrD6WLQW4DFouLXv/Mon+flxmAgJ/mmJt8clOjYBTWH5ecnKzjvJQUrrEZFioqKpS3FHUXsmYvNTVVTcdNMHoJWc+a5Jhoa2lra/M5C5Q9sPipsLBQYRvv1z+zi4eut+AnEGyCn+ZY/3zSF31eXl5MTIzh458wBgtChn7Tp6Sk0GU2a9Ys7448v7Huv5ycHDVBm2d3YXh4OP3b0dGh5iy69xJSVKd8L8RCBgcHKS8UWBidkKBj9+qUh815v/6ZhVxczcUKAeKnOdY/n7m5uYcOHfrjH/+o+5EDwU+NgiE8Z6hqbm7W5Zjt7e0sTNH0Lr/HHnuMJWPZsmUqd9G9l5AFJfYYlyMM4rb0jKlqsD7lzs5OhW1Er39mkTSVj/cUawBy+GmO9c8nfdg++eQT3Q8bIH5qFEJPmKGKTQhEH4HAf9BTrMOCHvUztjMUB8ybN492fPjhh9XvpW8vIZt5sri4WJejGY5NdSE5kZhtUITErjeffcqer39m84RRZBaSNIJN8NMc65/Pyy67TMcukkCgixBCQDRDVUVFBS1nZmYGcsODWrtVq1bRcUpLS/3YfWxsTPnJQW/69hKy4Wi2mQCddbzae5iR+p5Qz9c/19XVhcnPsgYgiZ/mWP98Pv744/TL1WyDW/mpUQgx0QxVk5OT7IaHf7ERw+6EKc9fpS99ewlZlGmbiIRNvyn3ohh70PQwoPD6Z4fDoX6oHwDDT3OsTz7DfNHlLAGm0OgkgA1JzlAl9O75Nxjr2WefpX0jIiIGBgZ0S6gKOvYSFhYWhtloau+enh7KzqpVqwI8ztmzZ//2b//2X//1X3VJlb40PQwovP6ZXeeczMIKeuGnOeYmn9zUKISMwgxVbHy6H4OxtmzZwn6TNDQ06JdSVXTsJczMzKRDDQ8PB34oM9DloUi3282eMyWbN2822wxhrMrUX67C86rJyclBTRjYDz/Nsf75nDVrlu7H9I/Z7qKBnficocqPwVjsxcwsMtMvpWrp1Us4NTXFPnF2erKMDbMLJGRkU9t7ys7Obm5u1tQLTEV63333xcTE6DvsaXx8nEWQ6qusq6uL5SIvL0/HlAAP+GmO9c/nkiVL/ud//kf3wwaInxqF0PA5Q5XWwVgdHR0svlmwYMEzzzyja2LV0qWXkOIzNoBMr1SZQYCDjdibGal+m5qaent76U822QHrX66srFQO3VwuF4ViJSUlbHQ5iYqK8i8lktjDgOzBQE27kLvuukvHlAAP+GmO9c/n0aNH77zzztOnT1+8eFH3g/uNnxqFEFA5Q5X6wVjsaaywmVHGBt740aWXsLu7O8zXhOCWE8i7q9lc8BEREZ6D0qiW6SpiU08xVGIUwAm173a7qToqKipY551g0aJF9G9MTIyOL1dmuWOPwapE6fzmN79ZXFyMdzyDVvw0x/rnM0yK7mfxIyWGpAHsR9MMVT4HY1E7yp5DpAZY9Brd0NOll5AN/Pf5bh9rYTN7ORwOrTuyOdIUgmyK0amsWLGz+5fXX399bm4u20u4y1VSUkJHYM9SsAuGgvIAMyVgDyVw8kJrMBw/zTE3+eSmRiGo/JihSmEwFrWX7AWC1IL29PTonVh/BN5LyJ7hP3z4sI6pMtzw8HDYzLsdNe1FcSrrCvQ5xcPExAQFphkZGUJQRQFWfn4+RVH9/f2im5psziq6ZvS6e8TCu/HxcV2OBqCMn+aYm3xyU6MQVH7MUCU3GKu3t5e9ETkrK0uvd9QELvBeQnZ/xX5zI6mc6FwgPAZRVFSkstt3bGwsKiqKBWTKF5iON7FYuGazMXNgZvw0x9zkk5saheBho4v8mKHKezAWLbA+IIfDYaqX3AXeS8juyYV4Eq9go7gqISGB8vXss8+q2Z4iKtbvRqWhqX4pxlJTdDrexKJLUdMdWYAA8dMc2zmfGIMFKrlcruXLly9atGjv3r11Mq6//vrw8PAwf2eoEgZjdXV1lZeXs2uytrbWhHMZBNhLqPVOjyWwgeokMjKyoqLCZ/TJ+oWTk5OD994wvW5isedhDR//B/zgpznmJp/c1Cj44Tvf+Y7kwxneEhIS/D7Ljh07hONQFEJtto5Z0FEgvYRjY2O0b2Jiou6pMtbo6GhaWlpMTIxQgxTfyE0Wyl6tQ8F0UN8PrddNLFvecQQz46c55iaf3NQoaEUxAXsSPjY29sEHH5S7g5Wfn79gwYLW1la/T/Tzn/+ctc3z5883c3sWSC8hhRRherxVxpympqaoTCoqKtgM/iQ3N5fiUc/bkJ2dnazzt729PdjpCfwmFpuknrJjwjupYFf8NMcmyqdkX14g3XzoIgSfKLpiI5Hp3xC8oXzv3r2rV69+7bXXgn2iAPndS8i60mw/oIcuFQpr2DMKYTOPiDY1NVFgOjQ0xGJTHedQUBD4TSw2rJB+POibMAAF/DTHpsund4AVjMMCTIc8urIQv3sJ2Yyp/k3IaTkUUVFcJUwEOnfu3NmzZ9MChachS0OAN7FYfen74h0AZfw0x6bLJwIsCA1EVwomJibYfAGvvvqqph3ZrS81U7DaxtTUFMWjubm5LMyKjY2Ve3tSMAR4E6uoqCjMjnNqgJnx0xybLp/eAVZiYiL9NMzOzn7sscc+//xzXQ4LnEN0pUx4aE5rZx+LM3p7e4OTLlPbsmXLvHnz/HvINBCB3MRiLzccHR3VPVUAcvhpjk2XT8mi//TTTwcGBvLy8qqqqpT3VRC0JIPFILryaXBwMDIykoroxhtv1LQjm7gcDXYo+X0Ta2hoKEz79PQAAeKnOTZdPhWK/q233qIvEd0PC1xBdKXSr371K62tr9vtZo+kBS9VIMm/m1itra20V0lJSZBSBSCJn+bYdPlUKHr6Wbxo0SLdDwv8QHSlidb+I3ZHhMo2qKkCb/7dxGKzoWKKUQgxfppj0+VTVPSlpaX0rf3ZZ5+dPHmysLDw/vvvl9tS8lDoIgQBoiuttI6AZs8eOhyOoKYKJPlxE4u9IjOos6ECeOOnOTZRPiXjoePHj69cuXLOnDmXX375/v37PR/P0VRJ/NQoSEJ05Qetz/A3NDTQ9soDJSFItN7EEvpzQ/nMI8A0T80xN/nkpkZBhMKpf/7nf160aBGiK620zkJZWVmJLicDabqJ1dPTE2bfOffBzPhpjrnJJzc1yiH6CS6ME6Jl+inf2tpaVVVVWFgozLVNIiIi8HSbJlrfo8K6FDs7O4OdMJCk6SZWfX09bjeCIfhpju2cT4zB4gFFVCkpKVS/119/fXZ2NnsNnCdqby699FJaSEtLwwvXtNL0JmA2p/nw8HCwUwVy1N/EYluG4IWJACL8NMfc5JObGuXNY489JoqoKCYoKSk5fPhwZ2cnu2XldrupIUHnoB/KysrU9/qx6BZjegzEbmLNmTNn586dyvdr2c1dl8sVqqQB/B9+mmNu8slNjfJjfHycAikWVC1ZsoQiqoGBAbTu+mpubg5TN5/7yMhIGGatNIGVK1d63r7Nzc2tqKigELm7u1v4jcEqKzk52dikAp/4aY7tnE90EdpYR0cH+wlOTUhra6vRybEtdkckMzPT55Zs0LT6EfEQJP/yL/8SPiMhISHMCwu56AcJLf/1X/+10YkFHvHTHHOTT25q1PY8b1w5HA6MWw+2uLg4KmoqduXN2L2u8vLy0KQKFNCHgo1zp1rr7e1tamqqrKwsKCjwfOaDrFy50uiUAo/4aY65ySc3NWpvuHEVeoWFhVTgTqdTebOamhrarL6+PjSpAv+wkGvNmjULFizA855gCH6aY27yyU2N2hVuXBmltraWypziJ+XNWO3gqTQAUMZPc2znfGIMlm3gxpWB2AtwCgoKlDdj711ROaEDAHCLn+aYm3xyU6M2c/r06RUrVuDGlYHGx8ep8OPi4pRnEWNvhvY5VAsAOMdPc8xNPrmpUTtxuVxsjlBy8OBBo5PDLzaD6ODgoNwGLAijGCuUqQIAK+KnObZzPtFFaGnDw8PJycms7vCWG2Nt27aNaqG5uVlug/7+/jC82A4AVOCnOeYmn9zUqD309fWx2QEKCgpefPFFzDdtrKamJqqLsrIyuQ3a29tpg5KSklCmCgCsiJ/mmJt8clOjNtDR0cGiK2qw8fZAM2DTjWZlZcltwN4c7PNJQwAAfppjbvLJTY2ax8TERHZ2dlJSUm9vr/q9Wlpa2CvtqqqqEF2ZBFVEdHQ0VQqbvtJbeXm5ch8iAADDT3Ns53xiDJaxOjs7hRFUFRUVIyMjPnc5fPgw2wXzVZpNfn4+1Yvc1JTsf3t6ekKcKgCwHH6aY27yyU2Nmscvf/lLKvZZs2YJMW5xcXFfX5/c9lVVVSwaw40QE6qurqbaqa2tlfzf1NRU+l8MlQMAn/hpjrnJJzc1ah4FBQWsSR4ZGamoqGB9TCQ3N9fpdHp2/9Eymwectuno6DAwzSCHTTdaVFTk/V+Tk5MsMg59qgDAcvhpju2cT3QRGoi1x4mJicKonbGxsbq6OuF1s5mZmU1NTdQ2u91u9ra7uLg4hftbYCyqPrmZroaGhpSHwAMACPhpjrnJJzc1agZTU1PU3FKZNzY2iv6LIiqKq9jElSQhIWHx4sW0kJycTO20IakFldLT06mmvKuJDbaTvLkFACDCT3PMTT65qVEzaGlpYfeo5B4DpPVOpzM3N5eFWTExMWqGwIOxWDcuVa5oPYXRtL6ystKQVAGAtfDTHHOTT25q1HCTk5NsBvb29nafG7MbXXl5eSFIGASIBVLl5eWi9RRa0fqGhgZDUgUA1sJPc2znfGIMliHq6urUvzVlbGysra0Nbwi2BPY+nOzsbNF6h8NB651OpyGpAgBr4ac55iaf3NSosShgio+Pp9LWNLkoWMLk5CR7FNTtdnuuZ7chMYQOANTgpznmJp/c1KixWG+Rw+EwOiEQFGzYnGhCUcmoCwBAEj/NsYnyqdCXNz4+npaWFkit2KxG5d5YYqyRkZGIGbiZYVdsMljPefZHR0fZQ6AGpgoALMRmzbEC0+VTsujvu+++b3/721prxZZjsCYnJ5cvXx4ZGWnCCTnZU2ZlZWVGJwSCha460R3K3t5eWpOfn29gqgDAQmzTHPtkunx6F/3Jkycvv/xyNlu0joe1qFdeeYXFi4mJiaZ6MwkbAR0dHT02NmZ0WiBY6JITTTfKpuTYtm2bgakCAAuxTXPsk+ny6V30t95669NPPy35X4Ec1qLKy8uFe3LJycnmGUsuvBjH6IRAcLE5OIaHh9mfNTU1YXg5NwCoZpvm2CfT5VNU9C+++OL1119/8eJF7/+S3FdBEBMdKuxuQXR0NMVVRUVFYTMvgPOe+DH0vF+MA3ZVXFxMdd3W1sb+LC0t9fwTAECZPZpjNUyXT1HRr1ixQng/Hed3sPr7+ymcooy0trZOz0yGzm4ekIqKCrk50/1GMdzevXtPnz7tc0uFF+OA/TQ0NIR5zNu+atUq+pMuTmNTBQBWYYPmWCXT5VNU9HrdiLJ6jY6NjbGuGdELSdra2thD8gUFBTpO19nS0jJr1iw6bFRUFDWok5OTyhuHKb4YB+yEfvBQdefk5LA/2bRnGHgHACpZvTlWz3T5VCh679hLl8OaHwUubP4hiqK8g5iBgQEWe6Wnpwc+P8Lw8DAbTeWJjsxum3nT9GIcsAG3280m46CFiYkJqvq4uDijEwUAlmHp5lgTE+XT550qrQGWbcZgsYHtqampcvcJaD2LwKip8/uNJRS61dfXs/thiYmJR48epaCqo6MjJyeHFSAtiGaYnNb4YhywB3ZJ9Pb2UnDveTcLAMAnSzfHmnCTT8vWqDCwnRozhc0mJyfLyspYJERBj9az9Pf3Z2dns93pOJ5j1SnwokiLwjv2v4WFhYODg+y/8GIcPrH5+g8fPsymxSouLjY6RQBgGdZtjrXiJp/WrFHRwHafGhoa2PZpaWkHDx5UMzLG7XZTe8n2yszMlAuVKICjBpWFUywIc7lceDEOn9ra2lhcRZcELVRXVxudIgCwDIs2x36wcz6t3kUoN7BdWXd3N4uWGAqJcnNzKyoqGhsb6b+EkIvCI1ru7Oxkt6Zol5qaGuXB7NMzr+ipqqpi3Yhz5swJDw+fPXs2XozDm5GRkbCZadhY53Vzc7PRKQIAy7Bic+wfbvJptRpVHtiujPUVUmiVmJgY5oXWX3311RQbsecECZ1I6PVTg9rXbdu2sX0pwMITZBxil1ZmZib9S4G70ckBAMuwXHPsN27yabUa9TmwXRnFQGxhfHy8t7e3qampsrKSYjVRyBUdHd3Y2Ojf9Aq7du2iIyxcuNDnfS+wH4fDIVxFwsUGAOCT5Zpjv3GTT0vVqMqB7f6hkOvnP//5rbfeunHjxlOnTgVyKArddJx8Cyykvr7eup3vAGAgfr407JxPi47B+t73vjd79mz1A9sBQq+np4d9rDIzM41OCwBYiYWa4wBxk09fNfqf//mfe/bsMepVemNjY0NDQ729vdu3b2ft1t13321ISgDUcLvd7EItLCw0Oi0AYCUIsOxGuUbZ5NS0zZVXXhnUZDz99NPXXHPNV77ylbKyMmqZcnJyhPmlRF599dWgpgQgQCkpKXShFhUVGZ0QALASBFh2oL6LsLS0VNisra0tSOkRwjhviYmJWVlZBQUFlJINGzb88Ic/DFIaAPQSHh5Ol25GRobRCQEAK0GAZTcKNVpbW0v/O3fu3M2bN4fNvG0mSE9FCWFcbm5ua2trd3f3wMCAy+UKxrkAgu3ee++NjIxsamoyOiEAYCUIsOxGrkbZnNQRERFsLh8WA+Xk5Pg3c4ECFsZR9Ia3ygAAALcQYNmNZI329fWxPjthKmq3283mTqyqqtLx7KIwDgAAgE8IsOxAeQzWyMiI5ItoBgYGWNTV2dmpSzK8wzgAAAA+IcCyG1GNut3urKws9gyUd29gY2MjG3g+Ojoa4HnlwjgAAAAOIcCyG88apYiqsLCQ1mRnZ1OkJbk9BV5hfr0H0JNyGAcAAMAbBFh2INdFWFFRQX8mJycrPME3Pj7OZqiqq6vz7+xqwjgAAACuIMCyG6FGWfdfdHR0f3+/8i49PT0RM/r6+vw4o5owDgAAgCsIsOyG1WhnZycbb97e3q5mLza3QmpqqtZXGqsP4wAAAPiBAMtuWFAVFxenqddvamoqPz+fdikuLlZ/Lq1hHAAAACcQYNmB5Etptm3bpukgo6Oj8fHxtGNjY6Oa7YeGhrSGcQAAAJxAgGU3LLpasWLF5OSk1n2dTifr7xscHPT+36mpKZfLNTAw0NPTs3PnzksuucSPMA4AAIAHCLDshmr00KFDWodSCSorK+kI8+bN27x5c1lZmcPhyM/PT09PZzerRDIzM/0I4wAAAGwPAZYdKM/krgkFTKyjUBJFWjk5Oddddx3784c//KFeWQAAALATBFh2E3iNHjp0iA6SlJTU2trqdDp7e3tdLtfExITnNrRGshsRAAAAphFg2Y8uNToyMoIJ2QEAAPyGAMsAkn15XV1d69atmzNnzuLFi3fu3Hn27Fm/D65HGgEAAMB//DTHpsunqOjXr1///PPPT0xMfPzxx4cOHdqwYYOmQ+k1BgsAAAACx09zbLp8KhS92+2eO3eu7ocFAACA0OCnOTZdPuWK/pNPPnn00Uc3bdqk72EBAAAgZPhpjk2XT8miZ318SUlJIyMjyvsqCFqSAQAAQBV+mmPT5VOu6M+dO3fw4MG1a9fqe1gAAAAIGX6aY9PlU6HoKcaKjY31+7AAAABgOH8DBIsxXT5FRb99+/aTJ0+eP3/+7bffrqys9ByDFUglhaaCcRbTnghnwVlscyKcBWexx1nsx0SlJhnhHj9+fOXKlVFRUWlpabt37/7ggw88tw/kXIEmF2ex8olwFpzFNifCWXAWe5zFfjgtNTtdlHY6S8hOhLPgLLY5Ec6Cs9jjLPbDaanZ6aK001lCdiKcBWexzYlwFpzFHmexH5Sa5eHSNy1UjTmhXkwLVWNOqBf/oNQsD5e+aaFqzAn1YlqoGnNCvfgHpWZ5uPRNC1VjTqgX00LVmBPqxT8oNcvDpW9aqBpzQr2YFqrGnFAv/kGpWR4ufdNC1ZgT6sW0UDXmhHrxD0oNAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsMzlZz/72YYNG6KjoxcvXnzPPfe8//77yus9Xbx48cEHH4yPj09ISKipqaE/ldeDJnJV0NXVtW7dujlz5tD6nTt3nj171ntfVE3wBFK2qJegUijGsD/Tui+qJnByZYhWRncIsMzlpptu+ulPf+p2u999993du3dv2rRJeb2n5ubmL37xi3+YQQtPPvmk8nrQRK4K1q9f//zzz09MTHz88ceHDh2ibyjvfVE1wRNI2aJegspnMSoEWKia4JErQ7QyukOAZV7UYMfGxvpcL3xJrV69mj4ebJkW8vLylNeD3+Sqhr6b5s6dK/yJqgkBP8oW9RIaPovRO8BC1YSAmjJEK6MLBFjm5XQ6CwoKfK4XLv358+ePj4+z5ffeey8+Pl55PfhNsmo++eSTRx991PNnH6omBPwoW9RLaPgsRoUAC1UTPGrKEK2MLhBgmdTLL7+ckZHx+uuvq1xPwsPDz58/z5ZpYfbs2crrwT+SVcAGlCQlJY2MjHjvgqoJnkDKFvUSVD6LUaGLEFUTPD7LEK2MXhBgmVFvb+/SpUtfeukllesZ/LYIAYUqOHfu3MGDB9euXev9X6ia4AmkbFEvQeXHHSyf+6JqAqdchmhldIQAy3Ta29tTUlJ++9vfqlwvQO94sPmsAoqxJMdmoWqCJ5CyRb0ElR9jsHzui6oJnEIZopXRFwIsczly5Aj9ehgeHla5ftrjS+qJJ56QfI5Dbj1oIlcF27dvP3ny5Pnz599+++3KykrJMViomuDxo2xRL6HhsxgVxmChaoJHrgzRyugOAZa5hHlxu90K66c9Lv2LFy9+4xvfiJ/x0EMPec5QIrkeNJGrguPHj69cuTIqKiotLW337t0ffPCB5y5sAVUTPH6ULeolNJSrwJPneuV9UTWBkytDtDK6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFABYm94ZarW+lVfPSboXdp1W8wFhhd9Hg4vnz5wdYLABgOARYAGBhcm+o1fpWWjUv7VbYXaAcYKl5J+7Ro0erq6s1FQIAmBACLACwCc831AYyI6Lopd2eApk8U83un332WUZGxpkzZxQOAgCWgAALAGzC8w21fr/Tw/ul3Z4Cef2Lmt2ffPLJXbt2KRwBAKwCARYA2IHoDbX+vZVW+aXdPnef9hVgKe9+4cKFK6644uTJk4oZBQBrQIAFAJbn/YZav+9giV7aLRq6rvUOlqbd29vbb7vtNk0ZBwDTQoAFANYm+YbaQMZgyb20W83ugYzBysnJOXHihMLuAGAhCLAAwMLk3lCr9a20Ci/tVnNYgXKApbB7V1fXmjVrNOUdAMwMARYAWJjcG2q1vpVW4aXdnvx4gbHK3fPz851Opy5lAgBmgAALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB09v8AfBDk58hUyfMAAAAASUVORK5CYII=)
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