Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Chiara_Lazzeri_091323_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 05, 1998 |
Start Time | | 1998/07/05 16:00 |
End Time | | 1998/07/05 21:00 |
Key Words | | southward turning |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 33.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 127.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Chiara_Lazzeri_091323_2 |
Minimum Dst Value | | -24 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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RAAAAwGv1IHeGx2ARx44dGz58eFZWFn1qHi2EwGKksVMajwIAAABeqwVWW1tbUlLSqFGjaL2lpeWRRx4pLi6mddJYlNja2mryuvKEY5vtrKioGD9+fFhY2LBhw1JTU0V6fHz8IAWXy6U+PlB6t8jjUQAAAMBr9TxYoaGhkyZNqq2tpfS4uLgvv/xSHLZhwwZKMXldecKxnXZWVVWNHDkyMzOzvb3d4/EsXryY01NSUqKiohoVoqOjadM43QzyeBQAAADwYiZ3u7HTzjlz5qhbrQSkovLz83mdViIjI43TzSCPRwEAAAAvBJbd2Gnn4MGDN2zYMHTo0NDQ0OnTpzc1NXF6WFhYe3s7r9MKbRqnm0EejwIAAABeCCy7sdNOquW4uLjW1taWlpZ58+bNnDlTpKsPCwkJMU5XZ2jAHbMDAAAAcBwQWPZip51hYWEkrXidZJZ4+BMtWAAAAEAfgcCyFzvtjI6OVgssIZg0Y63EtGaB0s0gj0cBAAAALwSW3dhpZ2pq6rx581oU4uLiZs+ezen8tKDH49F9itA/3QzyeBQAAADwQmDZjc12JiYmDhkyJDQ0dMaMGWKQO+FyuXTnuwqU3i3yeBQAAADwQmDZjTR2SuNRAAAAwGv1RKNhYWFTpkzRvBWnF9eVJxxLY6c0HgUAAAC8Vr8q5+bNm/Hx8eHh4X28rjzhWBo7pfEoAAAA4A0c+H744caJE5uqqze2tl7taQ78vH90dHRaWppIbGhouP/++5ubm42va2ZvMCGNndJ4FAAAAPAGDnykrtzuCFpIY5nPgfRTfHw8P79fUFDwyCOPiF2LFi1au3Ztt9c1szeYkMZOaTwKAAAAeC0SWGruvffeY8eO8a7Ro0d/9dVXtFJbWzt8+PDW1tZur2tmbzAhjZ3SeBQAAADwWt1FSBJqzZo1YgbKrKyshx56yKu8VvjTTz81c10ze4MJaeyUxqMAAACA1+pB7ox45woxatSohISEESNGiJesmLmuPOE4mO3EuwgBAABIi7UCq62tLSkpiUSVSPnmm2/ogNTU1B5dV55wLI2d0ngUAAAA8Fo9D1ZoaOikSZNqa2vF3m3btnEvYY+uK084lsZOaTwKAAAAeO984Js2bdo333zT0+vKE46lsVMajwIAAADeOxz4vvrqK/VMDeavK084lsZOaTwKAAAAeO9k4AsNDR0+fPihQ4d6cV15wrE0dkrjUQAAAMCLlz3bjTR2SuNRAAAAwAuBZTf229nU1DRixAhNjcfHxw9ScLlcZtK7RR6PAgAAAF4ILLux385ly5atWbNGXeMpKSlRUVGNCtHR0bRpnG4GeTwKAAAAeCGw7MZmO6urq0eOHNnW1qaucVJR+fn5vE4rkZGRxulmkMejAAAAgBcCy25stnPSpElpaWnerjUeFhYm5t2nFdo0TjeDPB4FAAAAvFZPNEoxd8qUKXV1dX28rjzh2E47CwoKxo4d21EOVY1raj8kJMQ4XX2iAdYbAAAAADgVa1+Vc/Pmzfj4+PDw8D5eV55wbKed5CcxiwZasAAAAAALCRT4bvxwY9OJTRurN15tvdrTHMTLng2aMCCwGDvtDNTIpBlrRZvG6SavZV3BAQAAAKcTKPCRuopwR9BCGst8Ds3NzfHx8f6Rd/PmzZMnTzZzXTN7gwmn2On/FKHH49F9itA/vaf5AwAAAEGPJQJLzb333nvs2DH1ATk5OaNGjbp586aZ65rZG0w4xU5NjbtcLt35rgKl9zR/AAAAILixtouwtbV1zZo16has6urqBx98sL6+3uR1zewNJqSxUxqPAgAAAF6rB7kzYgyWx+N56KGH9u3b19PryhOOpbFTGo8CAAAAXqsFVltbW1JS0qhRo3gzMjLyq6++6sV15QnH0tgpjUcBAAAAr9XzYIWGhk6aNKm2ttZ/F54i1EUaO6XxKAAAAODFTO52I42d0ngUAAAA8EJg2Y00dkrjUQAAAMALgWU30tgpjUcBAAAALwSW3QSznQZD8AAAAIDgxq7A95Of/MRgrzzhWBo7pfEoAAAAQPz3f//3hQsX+vmiW7dujY6ONjhAnnAsjZ3SeBQAAAAg5syZs3Llyv68Iqmr//mf/9m1a5fBMfKEY2nslMajAAAAAHH58uWf/vSnd/UXP/nJT6Kjo3NycoxLJU84lsZOaTwKAAAAOBZ5wrE0dkrjUQAAAMCxyBOOpbFTGo8CAAAAjkWecGynnXl5eTExMaGhoffcc09sbKzH4xG74uPjBym4XC71KYHSu0UejwIAAACORZ5wbKedEydOzMnJaW9vb2lpWbp0KYktTk9JSYmKimpUiI6Opk3jdDPI41EAAADAscgTjp1iJ8mskJAQXicVlZ+fz+u0EhkZaZxuBnk8CgAAADgWecKxU+zMzMwULVhhYWGkt3idVmjTON0M8ngUAAAAcCzyhGNH2FlRUfHwww/X1dXxpqb2RctWoHSB8RQdd6z4AAAAADCFPOHYfjsLCgoeeOCB8vJykYIWLAAAAAb8ePt2Y0lJU0WF3QUBPUaecGyzndu2bRs+fHhpaak6UTPWijaN080gj0cBACDoOf7FF+6ICFou799vd1kGHg25ucXz5x9cseKHGzf6/+ryhGM77UxOTh42bFhVVZUmnZ8W9Hg8uk8R+qebQR6PAgCCGwqKZ93u89nZP96+bXdZesPNhoby1asPr1p14K23KMyTLf7HXKuspPTr1dVepbGKBAFtevbsoU86i3RV1i9+wQJL93TbuXHyJBVM08BGhjeWlFw/ftxnS3FxjzJsu3Xr5JYt1Rs3tl692vfiUbVz7R1YvrwsIYFK2/c8zSNPOLbTToNhUi6XS3e+q0DpZq5lTaEBAKAPXCkro4XX21tbKeiqWxEoju6eNYsi3/4331SHYYqsFAiPfvQRhcb8mTM5Op7Zto1OL5g9m9b3zJ3LR37f2Mh50ifl34sSkqzZ+8Yb+5Ysaa6ro0wuFRXR1S8WFhqfRdcqefddKt6xdeuoqLV//7tPBebk0Aqdfva77+jzcHw8FTVz3DguPy85Tz+dO3ny7pdfzn3mmV0vvEALbW4fO5Z2bR89mj4zfv7zjoN582c/483C2NjiRYv2/+pXdFHP/v1U1GtVVXSV02lp3RbyQn4+Hc8NOXsXLUqPjKQMaZ2Wqs8+o0zqMzK4MgteeYXKY5Cnf+2RisqMiqIM0x97zOe1jz+m65Iw2vH442pz2LoLnd0y/pz59ls6/cz//i9lWPG73/FZVLZuy9B8+jSdci49nU4/sWmT/wFUCWoX7Hr+eTJc2Nhy6RItJu3VQLqfLlr3zTdeRVDSzUy1p7FRnnAsjZ3SeBQA4EAu799PgWff4sUc0ki+0ObOSZNonSKQr2GjuprCeWNZGR+Q3ikjDixfThqC1zMUHSAWViFioXx2kjQZM8YnYqKj6ZN0kroMJNdI9NyoqaHL0bW8SiSm4Eon7l2wgEJsyTvv0GfetGnq/FkHuMeModB+fMMGPv7wBx9Q+csTE+n4/UuW5E2ZkjNxYkdJHn1UXSp1otBGXQSTokV0j9ddsp54gjUBt+RxIos2kdWeuLji118/uHw5Fa88KYmKevi99/KmTt35zDPqmkzvWp8dNd9Zq2SmMIry8SriibKqWLu28dAhqsNTX31Fm+e2b6f1K6Wl5atXH1q5kutfU361p9K7VkLlp5/6pN7OnT4xlJJClVz1+edc8o6a77oUzJrlE4ILFlDx6C5Sa2har0lNrfzkE7aL5B2fQnLqyJo16qYvOpLKfPKvf9XcP7RLVGnhq68Gal80oMP8iAjKv/rPf+Z1Mk19jDzhWBo7pfEoAMAfblegMEYB7ORf/iLaFYzPon/edDydxQLIq7QwURzyaZf582lXxR/+QBGFAuGeuXMpGhXFxdHegytWUMgkBUPL9VOnuEVKdGkZLByGc55+mj6zn3rK/4DMmBgOnL5mmAULOJGP3DF+vP/xHDLPfPstFZLO4oDNAX6HkpVG3KR3RkeTWkd7vHIkJ27Xy4ovSqWqS0vz9QCeOEEVu//NN8UuKiFXwsG33iIfUU3SOsnQUkXPcdsYnSIcRJJR90IGhdRVLaz8+NJCl7hVeitPkZVCn6kz6VAzXcVu/gsvUFH3vP66OnH3jBmiha901aoOnyoNWjtEK51/UTvrn5Qi3bQao3zNfs8/z318pK78Sy4WkjtUdXQDq+/w89nZp77+mk2gG9WrtJWqz8qaMMGn5BYv9n1xtmypz8ggx10+dMin1Lt2LNJfCErkpjvhFDaBii00PX2P5AnH0tgpjUcB6CMXCwvph5J/Df9z7hz9sJ7autVguI/6eKfRfPp0+erVB5Yv121XOPK735F1ZCPpIQoPtF65fn3e1Kl506ZlPfmk7xhVHKUciubOLYyNNdIi6uhIgkYVqoWUoRyKYmM58HDvmAjbbtXffW7xEmNlyn/zG6rkq8eOUaCiAnsV13D/C3dmVaxdyxfNnTLF1+P20kv0WfTaa+pmGP1ysupSisoqJ3PcuIu7d18qKuLeMYrrVDOUYZeor2p8Eu1qp/7xD9+TfeXlVFTun6IaPv6nP/m67f71L/pUayOB6CdlVdp69SqtmB9extKZBBkVdf/SpXSVEqUj0lcwxSiNiKSy+Y5fscInhZctE9LZ29mz5tm71yedf/97Pp4MofLo1x4LSo20evFF0fDDbWy1f/87N7CR0tUUni6nuT3UlUwVSKfXbN4sBqTTwlmxXud2SnfnQLQTmzbxJrdyHd+wgdJLVq5U57nruedoFykezddECCBa8TX1TZrkr0T/Pj5i5rqI6Z9FJL/g25U7dapPbNGNeqVsz+HvUp8e/dn0iJyFsb5xckuXdtwSW7der6nhRke67b2KgJMnHEtjpzQeBaAvNFVU8C/jnvnz6aeWJEXH398//Yl+N295POqRPS2XLl0sKOAD9i1ZYleZKRhTqUQPCBWbikrlEYpBE7c0kaNDJWh6r1QRVLNwhBOxjVuwOE9OFLt44ZE3+5cs4WikLiSPdKFEHv1Dwk4IJoaqmtsMum1s40rQyFxubHN3NrQcfu89X2dZfDxda8+8eVw2Em10Isk1KhKPwqZw65+/kNpUZj7MN4i7vJyP78uonTsB3ca+gtXV0efVo0e55ntaSPXxu55/nqqLpDBldfa77+juojo89fXXtHn8889pvfSDD879+9/krB6Ne6OblmQHuenYunW+IWu5uVTJNampVGYquW5W7CkeaUfilZ3L91XbrVt0rmYgPN9C1Z1HisU/ZyqAr0d19WrevHHypE9sPfccHfzPieOWr4h49bcdJ89NjBCi/P1FHYmjv/V9vpbyhLfzlj7w61/z3cJX5PbU02lp8oRjaeyUxqNAZjjsXSkr83+CSQNHIF7ncan0u0xB+ooYA8Tjb7r+O+feJQoJdDD9EHf54670ifDgVkugaEH/yOlCGlXHu+gvOF3uSmkp7Tqs9LZkRkWVvPsuLdxYpWlXKHzlFfrFr1EyvLBrF9XP4fff72Ja1xYp7owjLeIbE5OcTOeKtqvK9eu9SsOJGArt7WxH4bBHAZhiiU8tKY1JVL1W1UlP4QYwUlGWPHomM/6PIzgEKpUZ1UjlP7RyJd0PfGPTLeF/jJDjlKf6RNr8zZ531ers7bTZaR8v+fuLT3w2PWLhqi7C7bWslzTZ0q9Kxdq1vm9faiqnyBOOpbFTGo8CCaHffdIiR377244Bzsp4DlIYOydNon/erEIa8vJ82iI/Xz34lPWQ+GEtmjuX/przoGDxm6nuc1FrL7Hsee01Ol40C1lllBhQwi1M+TNnUjn3KB0fhzp7PToey+r6VFrHWUoz0u6XXiIbdWc06Pi7/6c/FS9cSDmXJSb6HnZzuw0iFqvS3j2aZwscHaGugIBbH9USSlCk/IVIj4z07+5fXb6av1dfVH1ReLHwiawnaD16exR9Rn47eurnES+uj3jjny/ML56f25Ab6NL0z4TyyJ4wQZ5wLI2d0ngUSIgYe9GhLXSfNVMPJ+rs+dr13HOkLbJ/+Ut1Io/noF9DMVaDBNyRNWtKP/igYPZsOp5ljVsZYJs3dSpPOsAdZ+k9eQV7IOhyvufSlUFFgYzSLOqRTHsXLSLBZ/D0OwDAH/7e6XYQN9xs2Fi9ccvJLa3trbTO37ox6WN4Je/375avXt1tQ5oYUChPOA5mO/EuQiAJorGn+PXXSVtUJSfTJ+mMLjKr6xNJha++Kvq8cp5+2tdl9t57vNmtNLlWWcmNPepE3ZkVewc3UFGBK373u8pPPilUVF3us8+6VWOBj/3xj76xtMuX+6YMWLXKq/REnM/ONjNcCQDQa27/eHttxdr5xfOXHVhGnwllCaS6zJyIFqygRR6PAglpu3WLFA8tmjEiNxsarpSV8bNmVZ984pvHSBmQK55I4qd7xGxJ/f9yNyo5SSKNpBP/dNUPnXFvV3NdHY8ChooCYIAiTziWxk5pPAqAefoy33ev4efwr1VV+Z4h75xRmtabz5w5qLRI8SNaZQkJUFEABB/yhGNp7JTGowA4k2uVlXlTp+ZOndoxBr/rdJTqxxX5cW4AgF3c+OFGbFHs5NzJaafNviOoWygrynB+8Xx5wnGP7bz77rvvRDnuNPJ4FADnwC1kPHm0ZoZoMRpMPVyMJ6Pi15IAAOyipLGEv6ikh3pxev6FfNJSs3bParjZcKvtFq1QVr/I+gXnKU84hsACAFhMy6VL+5Ys2RMXx/N8Zk2Y4Fa9K2bns8/mTp5cEh8v5s0Sb8Q78+23QpABAOzidPPpyPRI+romlCV0f7SKuXvmqrWU+6xbPHUYnRlNn+Myx8kTjiGwAAAWI94X6+46h2dTRYWj5vsGQDZeKXiFvoqzds/q9sirrVdJG/2r7l+ksbae2moyf/XsKWO2jylpLGltb+WLvn/4fcqQspUnHPfYTqqau/UICQm5E+XTEB8fP0jB5XL16ER5PAqAjbRevUrqSkxkunPy5NzJk/NffJHW86ZORdMUAPYi1I//rts/3mYBZPJ4XZbsW0IHz90zl7Jq/F7n/aSV1yrlCccDqQUrJSUlKiqqUSE6Opo2zZ8rj0cBsJEDv/61eCqwsaTE/Ct7AQD9gEELFmujmMyY5KrkTSc23Wrz/R3iSdvHZY7rxbVa21tTa1I3Vm8ksSUSaVOecDyQBBapq/zO+XJoJbInc0bL41EAbGTvG2/4T2EFAHAgldcqeaDVN3W+oZCTcyerO/hICXmVwVjus246shf5Z9RncFbqgVyUmzzhuMd29k9XoC5hYWHt7e28Tiu0af5ceTwKgI1cr64uS0ioXL8eU1gB4Fi+OP4F6Z6ojCi1ANp0YhNprCm5U9QCqy/oCiyvTOF4INmp8Yq/1LvLkH4sKQAAANAn+Im8JfuWWJ7z/OL5LH1+lvEz+ny9+HVKSa1J9SozYJHSooVW+ngV3S5CLwRWt9TV1d13333qAe/90LKFFiwAHE5NTarbHZGV9URLC54WlJSTN066z7ormvr1nUsDAtIZJY0lukO/dRG9dQllCesr19/+0bIRjdyC9fiOx6lIYhqFybn9NMGvPOG4l3YOHTp08+bNQu70D5oxWLRp/lx5PAqAjRQXzyeBRUtjI8ZgScq4zHEUrSPTezBGNvjgoUulV0rpM/9CfuW1yt0XdpOg4QHm/g/rtba3UiI3GlVfr+YjJ+VMYhnEAqjExHeK1JumuahbqCQ8EsvM3A2WIE847qWdVEH9rK68nU8RejwePEUIgDM5fvwLUlc7djx+s4e/8iBoEO0uJAj2Xt67ZN+S+cXziz3F/keSniA1QNqC10mL5Dbk9qWdhica2HF+B4s8UjaUeO4/5yhnM+pEt4QrD62k8lPBOH/KhwQQ5bztzLZlB5ZNzp3M/WvLDy5fWLzw9T2vz8ifQYnjMnwFGLt9LFfF6O2jRbWI+Ta/PPnl32v//nTO07TJnxOyJxReLPyi6gv10CV+uI8WKsmHZR++c+gdutyC4gV0FdrFtcdkn88es30MHTl913Tam1yVbNJMkoM9alrrI/KE417aOXjw4JaWFmuLYgaXy4V5sAAAwLF8e+ZbUgaL9y1WP5KmHuZMGmh1+WoSCuN3jKddSeVJlPKbst90dFQpk6dl1Gf04tJrK9by/JbqYdr8nhZKTKtLIwnSIwEn3hjDRZ20c5LaqI7pNNPH+CfqLs/vep600bO5z/rvisyIVG/GZMbQJ9UkleFSyyUSiO+WvKt70Yqmikud3fFkr/oYTZcfTxxqYT9jr5EnHPfSznXr1s2ZM6etrc3a0tw55PEoALZz82bD7t2zcnMnnzz55dmz7uvXT1BKa9c+ERDckKJSB/unsp7ilhWfetgR00VMKJviiTZeFu5dSHLhn3X/pE+eRMAfkguXug71E2O3uenolcJXSGSILjZeSGOJ41vbW0lCHb169OOjH1OBaRdJmZM3TvJeyvxQ4yEh1/wXHiHO5X8s/TH1peOK4ijDTyo/oU9aFu1dJJrxtpzcQqV6eufTfDy3dZEK9CXmdCRSMTTGpp1O4118Ib5odEY0J+6/vJ+OIbFFGo5UIO99Y+8b4nTx6huStla4t0/IE457aaddM7n3Gnk8CoDtnFXelaMsj9JnRsY47jeExhq4kDggifD2obe/PPkliR4eQsSNKzvqd1AsX7JvyfZz22mTRQ+FfDr+1wd+XeQpyq7P7minSe/STkNSQC2A3jn0juuQi4951P2o+kh1Bx8JFMqZxJNaW4hd/I5hHorEBzyZ/SRJnJcLXubNVwtfZUPo87m859RX4YuSRvEq0zVx4t9O/o2uHrcnjtan5E2hs97c9+aq0lWU55GmI3QVzy0PHcC9bCRxuKFI3XOnCzfjUSbqIVNcaVSTuuOoWP+dunGKu/PomPcOv6cryNR9r0wfX95sLfKEY2nslMajANhOY2PJ9u1jOjVWRHp6xzoGZg0gKELzLN4kOEi1iNf38jJ913QK1dzi8uj2R9UChUSVJivxNroX8l+IUEYabandQpqAFUByVTLlv+LgCt5kgaJpN3qt6DW63Hdnv6OzRNsPL1+f+pqOJ8FEmaw6vEpclEQGl58bcljQLD+wPFBzlKZnTXS39X06qDsHCbKpeVPJQef+cy7QMaT8WMlxI5l/21j/I084lsZOaTwKgBP4/vtGklPV1X8qK0s4dOjt3NzJe/cuOnfu3/X1GT/6jQJpabm0b9+S4uL5Hr2h0KAfoLhLSuLLmi8pEv++4veJ5YlmtIju8CNL2kjyL+SLLsKlB5aqBdz4rPHcs8YNYKJvjhd1Jv4NOdXXq1m6/Szd17v3+I7HqbSk7Vi6fVb1GZnPQ9dnF85+ZuczpF3olL6bYwsfH/2YDJmQMyFQt6NdyBOOpbFTGo8C4Ex4iixadu6cRHqrpuYvjY0l3KYluhTLus74DBq/b+TmB37Ciz5LGkuOXztOwbKn47UDUdFUsbNhp65g4ufdeEAPhWoerpRak/pp5adRmb4hU8/teo7KRhrocOPhg40H/1j5R9rUfWCwL4jeOl7iiuKoJNyJJnbxY4NT86Z2mxsJJjr9TPMZkYkG8caYns534DQ0r77hByGdgDzhWBo7pfEoAM7kxIlNotNQ6Td8TBmYFVNdvbG8fDUnFhcvII3V4JhI0P+QZvr46Mfzi+dvrtlMAT65Kpmj40v5L/keQNvpewBNPPPPw4lI7pCsMf/Y3frK9XQW67a3Dr6ljsGaMVI8HvxW2y0xRZPg3H/O9eeD/aQCD14+yC1MagFHxeCer2/PfEuF5PcT9xGeFuHxHY9fHeBDBnnIPxnyr7p/WSXHLUGecBzMduJVOQA4h++/byTxVFLyLksrzULyq6FhJ6/n9teM0rbDMxpsPbVVpIih2dx6NDZ9bBcB1PVhfnXHGfeOkRB5Mf9FEhyfVX62sXrjHyr+QFE2rihuzPYxj6U/trB4oXjOzr9fj47fc2mP+6x7j2ePhS1kAw6eTGugqytv5+SlDjREnnAsjZ3SeBQAh9PaevXmzYaqquTi4vn5+S+yqDp71k0KjIfG71Ie45IB9cBqEkanm0+Lodk/z/w57/r8+Od/qfmLmGublNDKQys/KP1g6YGlPJyIG7RIP5U0lvz2yG+7HSPFg5bEtAivFfrGj6ufxQPgjiJPOJbGTmk8CsAAQhkIv/HkyS3tykjkpqYKUlo3OiciCg4qmircZ92kk0hFkZRR97WxlhLNVDwMmd9Yt/H4Rjo+tiiWZz3gWQA0/XQ8nKi8qZxOXLR3EWeinjScJ2piRUWfvMtV4qKzaptr+S0u/VwbQHKuXauUJxxLY6c0HgUScuFCPrf91NdnkmRp724OHodTWbmebMnOnuA/rcPp02nK+K3IJuveJczaxZKeFH4D3Xdnv+Nn09LPpW89tZUbn0SL0SsFr7y5701+4QntpeOTjiRFKFON9+51Lozo+9t1YRdJtOzz2RurNx5qPMRTNPExJ2+cpM1up2gCQUxb2y36Wv3QVambh753jY0l/g8C60I/REePflxWlqD+y0R/qOQJx9LYKY1HgYTQbxZ3tGVk/IzHMHFHW5sy5pe75Ez+JjoBgzdG049156OIz5CZpaUfUMoZ5Y0ixuRfyCcpc+HmBRIfzT80q99Yx1Nvzy6YbXLAStmVMn63HX/SZn5DPrdFcYuRZuCUwZgqMaMBXbr0SinPONW7t8TkNuRy7+GN3sZOEAScP5999qzb4MvOPw49HeZIvySUbVXVBv720V8gzQH0I7Nnz1zl6eBU2iQBR8cfPfoH/6eDKV2ecCyNndJ4FEjI5cv71QPGMzIiOwVKmcdTlJ7u26yu/jPJrLbOx6y+/76xufkMSRn6Tays/MTgVTYU+40fFks7nbaxemPGgWWU1cGDK/puDr8xmnKjQoof7vLyJOV5wyTapZ7FVIyLLyycc/z4Rjrm1Kmv6fPKlcPinzqJDxY0/EY5FkOaqSxZGz2V9WRtc239zfr1lesTyhJ4eqTc87lk4NZTW8/W7zh66mtukeKJlEa7R/trKc0yp2AOZbX93Haqyb+e/GtHR55y4gpVdYkZBxIwV0VvIXeTKL98+UBFxVoK6tev1yj3fDPf3i0tl2i5fr2ajmmz4nlDp8Htu7QcO/YJ2cjf6CtXyvbufWPfviWXLu2hRPGV0T2dfhCo3vybwI8e/Vj9dVMLJvrxoe+jeHKluPh1qu2yst90PX41JVZWfsZfVXnCsTR2SuNRIC30e1pUFEu/XzxyPCvrKfVv3HcZ47a4IzJ3PkP/II8dW6/WKP/OiKJd/7tjfHHxAvohLqz5S2blZ/sv7KaQz4/xk6QQ3UxEadXnKTkTthXOIdG2vXw1y4LpgX+4ewf/cKtU4894hWLktWuVrBo50V9vKbui6PNvORNe3fnsc9kTdKXPWGVM0oz0sVT4cdsf9T+AH9Ab3fmYXmTg8eNRij5bVLyA5NFfT2yiCtxxfMM7hXOWF8w6VJ9Jge37TpFadqWMFu6tU7c2Hb60ly/0eflvRSKFuvr6DHKZbrcva4WB3iPcF8j2ysr1FO8LCl7mbmX1PZCZ+XPli/AL7lbmxO3bR4sW0EOH3qG6vdA5EO3kyS2UFc+Oe+LEJpImtPAuuhtJtdORJBSam2vpjwRpEboPvZ2qrln1BekRlDOVwfxLDuhygYYBiJZs/kYUFMymIw8fjlcbnpPztP8fISoAnZuT01F7TU0VLZ0veTxyZA0dn5c3lXfl588kw6mK6PjaWl917d27QP2Ny8p6kt+LxYl0+unT/8zO/iXPycKJ8oRjaeyUxqMAMJretF8oOoA+E90Rf3BHrHRHLHdHfJvu+018XtEWj/mURMQYn6pgbfH/n75mlbxp6/Ke21b8+pe7Zz2rtP2MVUTV1M4DXlZeOGjhDAsiWqSnj1X/OvNPP/d7XrtWRbGBooU4TDXPlm9zbmfxXlTWZ6Y/RjUwZbvv8xn3o1tVxy92P0qJMd01R9HybMZji3Mm/DrrScpwUea4WTvGv7zj8b8ol8vNnUo1kJv7bNeSPMZeoMi0f/+vWcWqAyqFWNq1e/dLVB5SuofLPhS7xOys3PNCkY/DPK17PMUcR48e/djbOXCNAltl5ad0DNWMaMNwIOTEQJLi9Ok0Kv/Rox9RnZSUvKN8vnv27HeKCPBJH6ou0TZJ6tNfW2sW8aYmg6Ww8LWiotd0j6+q+kzz6ie3ezSv7NgxXpEU49nLe/a8vnfvG+XlSVRI0btNRf0+cAMwSTTOmc4lA8+fz1befLCS7/YjR35LVUF/Y6gSKLGt7RZZnZX1hNs3AGA6304kfXbtep4HOdGFSNCQauw05P//hIil2G+effJFp0J6TP13pbDwVdFZ71ZarSoq1lIB6Hg+RlQUbdJSX59NxqqPpzuThKBI3LHj5yyC5QnHdtqZl5cXExMTGhp6zz33xMbGejwesSs+Pn6QgsvlUp8SKL1b5PEoAL5n0Ko3rlRGPY91P7q/fodXNSOAell98K3i89lPKcODAi0kO576/xYdpfGm6wEvbR9NWi31wIrkox/vqs+2ygrNyP3GxsNCW2g4deMkXfrrmr/+cd+vfls8/+iprXTk4cPvkdZZ0TnZwR8CB1dWRcXFr9PnhqwnnnRH/JIEpaJE31Vk2duKGF3iq0xfi9f7psN21zAfqd7k6ex5QAw3sYhl9+5ZFNj27fsV7d2582l3R8vBS5TILQEiqnXGLV/E5dYazd6CglfUFUWajKK45arrxx9vk9AhcdDtOD/SRhR39+9fyoUsKoojo6qqviB/cSNKaekH3dYkiw+K0xTsGxpyOZEbTkhqKFrkbRJkZ85s27NnHtUhKSf6LCh4OS9vCukSfilTdvZT/k7hd5PrJnZ+mhVwO3fSHTW/qCiWfcFiRf0mKFJgpI1Eo1FGRrTbry2W25zEpQ8efEslnrocebbra3BIZtHlxH1Frrly5TBJNE0ZmptPU42Je4zuSSpVRcXv1Tlzu5T6j5MQZKJbUDR3EYcPr9K0kNFdQZemxKqqZE6RJxzbaefEiRNzcnLa29tbWlqWLl1KYovTU1JSoqKiGhWio6Np0zjdDPJ4FICpeVPVAujlgpfnF89fWLxwcu7kp7q+spcHHj2z8xnaNTN/5pjto8duH/Nq7jOzsicsyvw5aYsPMn2/+0nKeCOx/Dx97NzC2DkFs3iTBcdYpXtrzPYxVllRfb36jb1vUMl1XwbHMxTwA3E89bZYPiz70H3WveLACp/4y5/xz8Pvby9dVVAwm37iKZywomJdwo09asFBf7gpVpFcqKz8I0mBY8fW0efx4xuUoV1bKVRQUM/MHKcE+KeUzyc4xuTk+JoJ6VPJ/1k668iR3x0//idudFEaqF5WQmaXZjbNcurU1/X12RpBduDA0v37l3RGuy6tESQa1G0MIhyqNqNZi5C2oFJxwNYdJ8cdT5WVnyhac756iBKJWjKf6orS6Vw6kmqJR+9xrYr+o/Ly1YF6u6j2qB64/jWLpsxq8/lTIztEJZBuaGqqoOL1QjXyw3SXLhVTqUi4uDsaXT6krDyevfR55sw3e/e+QQrV3aF6Z1IlkEQge0kBNzTsIrFI5rt9LT1zFC0VZ+BZXkhZUs4nT6YqM8DN4MQ9e+ZSGfh2EgvL5U6B1WXh/wPZ2RPVt5PoylTDpSUrdPsTyXxyiigDWcetbteuVSrSfwpfvaTkHf+nDknX0vF0r5I5l3s+g5o84dgpdpLMCgkJ4XVSUfn5Hf9TaSUyMtI43QzyeBRISMPNBn7zyV9r/rqxeuOzuc/+/1ChzqHcPHR6/+X9vrf5Hvn9phObPj76cUTnLJf+eaof577xw40PD77l2v/mr/YufG33S1tP/o2PKbtStu98bqbSZzFaNZ+4JZAhnOGq0lUkmPjFcKSoSFf949Q/2C5+V8y03Gn+A6fE83qWv1HuP/85px5TxSN1uPGGO0R0n4Gn+uSROnTw+fO53NHDY4YoYNOu64qOFH1AvGvHjseVQT+nWWrs3buQAht3/oq5KlgEUIzkq9TUpJKqO3w4XmnDGO8fobmnprAwlvIpLf3N7t0v7dz5DF9UaJ2Skndpb2GhTz9pwvyFC7saG8s6ZZBO401x8UIyh2xkQcaduRottXPnpJyciawPWLCKhUquBPsypbrO0OeVK6VHjqyh8tTXZ1JELyv7jWj8U8pjwVRepCp0Zx8gd3DDj5nXN1EO5JGLFwupkNwsRO5TF5WVokZQ1isPjXLnICnyM2e+E22BLG3p0pRzVdVnfPzJk1u8Sm8gJdKtyCP3e2ovdyhv3/4YF+mU6l0Cghs3TtIlej2hgwHyhGOn2JmZmSlasMLCwkhv8Tqt0KZxuhnk8SiQEKFFRJMVpfAcksWeYtYiHysjddTc/vE2iS0SKGmn0/peBpJu4qKWQKVSP3D3WuFrlP/yg8t1+zFpFx2/+cTmdcfWdY4698079fyu5505bYHBUGWlP7SERymJhhnSWL2IdiQO3KoRxyUlK8XIPN0lPf1nblXXT+fSpY+M9RarBB6ERD/epaWrDhxY1pnJY+pMOltZfGfl5U1Tt3mwUaRIlAbCNPWUs90iDNH0jjkEFkCiMY8EnHgTFFcdKRuPZ4/5se3ezikYLHmmQTR8klzuURksQZ5w7Ag7KyoqHn744bq6Ot7U1L5o2QqULrjLkDtWfABsJrUmVa025ncdx6ruTRsQrK9cT1ZMyJ6Qez73q1NfqQWTWF4peIXMjNkRE6FMu6A+nWpD80pgQEFUtHNwi5do3GLBxA0tVVWfKc/YJ6q10f79byqj33aRYqiu/nNnO9N7Sltds1oF8gN9Br1jFs7Rf+VKmTJSbYnBEHKncfp0GtXPuXPbqSbtfV0BlYT7Om2pPXnCcb/aqat1CgoKHnjggfLycpGCFiwAegSJp4z6DPdZ99env95YvVF30NIAQkxKTrrw9o+3k6uSSTD9MueXnBhbGLtk3xKemovfKnOp510kgFQRz1BAIVYzDy0PRDt/Ptt/F23m579IsdkTWL/W1KQqQ9eTSUY0NGRzD6CZyWCBJMgTjm22c9u2bcOHDy8tLVUnasZa0aZxuhnk8SgAAx3RgnXuP+dEIj8amX3esqcUAQC2IE84ttPO5OTkYcOGVVVVadL5aUGPx6P7FKF/uhnk8SgAA5TbP95eeWjl5NzJyZ2PcwMAgg95wrGddhoMk3K5XLrzXQVKN3MtawoNAOgVN364senEJlr4hYAXbl0oaSw5959z9Fl9vbrx+8ayxjKDpxoBAMGBPOFYGjul8SgAToPklPus+8OyD9WTb/HLj8dljIvoeGvNWJE432+yaQBA0CBPOJbGTmk8CoCNkJCanDv5lYJXripPlt344Qapqxd2vdDt+2c6prw6vIqOvxWML+IFADDyhGNp7JTGowDYiHgAcFrutEk7J8VkxogmK56L6/Oqz2cXzCYRtrB4IR381sG36NM3WWjeNErMUCZdBAAEMfKEY2nslMajANjImiNr1NPH8/JUzlMJZQmbTmy63d276gAAQY884VgaO6XxKAD20nCzYdeFXayxuF0KTwUCAATyhGNp7JTGowA4gcbvG0lpockKAKBBnnAczHbiVTkAAACAo5AnHEtjpzQeBQAAAByLPOFYGjul8SgAAADgWOQJx9LYKY1HAQAAAMciTziWxk5pPAoAAAA4FnnCsTR2SuNRAAAAwLHIE46lsVMajwIAAACORZ5wLI2d0ngUAAAAcCzyhGP77WxqahoxYoSmxuPj4wcpuFwuM+ndIo9HAQAAAMciTzi2385ly5atWbNGXeMpKSlRUVGNCtHR0bRpnG4GeTwKAAAAOBZ5wrHNdlZXV48cObKtrU1d46Si8vPzeZ1WIiMjjdPNII9HAQAAAMciTzi22c5JkyalpaV5u9Z4WFhYe3s7r9MKbRqnm0EejwIAAACORZ5wbKedBQUFY8eO7SiHqsY1tR8SEmKcrj7RAOsNAAAAAEBPkCcc96udGq0THh5+6NAhsUschhYsAAAAICiRJxzbaWegRibNWCvaNE43eS3rCg4AAACA3iBPOHaKnf5PEXo8Ht2nCP3Te5o/AAAAAGxBnnDsFDs1Ne5yuXTnuwqU3tP8AQAAAND/yBOOpbFTGo8CAAAAjkWecCyNndJ4FAAAAHAs8oRjaeyUxqMAAACAY5EnHEtjpzQeBQAAAByLPOFYGjul8SgAAADgWOQJx9LYKY1HAQAAAMciTzgOZjvxqhwAAADAUcgTjqWxUxqPAgAAAI5FnnAsjZ3SeBQAAABwLPKEY2nslMajAAAAgGORJxxLY6c0HgUAAAAcizzhWBo7pfEoAAAA4FjkCcfS2CmNRwEAAADHIk84lsZOaTwKAAAAOBZ5wrHNdlZUVIwfPz4sLGzYsGGpqakiPT4+fpCCy+VSHx8ovVvk8SgAAADgWOQJx3baWVVVNXLkyMzMzPb2do/Hs3jxYk5PSUmJiopqVIiOjqZN43QzyONRAAAAwLHIE47ttHPOnDnqVisBqaj8/Hxep5XIyEjjdDPI41EAAADAscgTju20c/DgwRs2bBg6dGhoaOj06dObmpo4PSwsrL29nddphTaN080gj0cBAAAAxyJPOLbTTqrluLi41tbWlpaWefPmzZw5U6SrDwsJCTFOV2dowB2zAwAAAACmkCcc96udGq0TFhZG0orXSWaFhoaKdLRgAQAAAMGHPOHYTjujo6PVAksIJs1YK9o0TjeDPB4FAAAAHIs84dhOO1NTU+fNm9eiEBcXN3v2bE7npwU9Ho/uU4T+6WaQx6MAAACAY5EnHNtsZ2Ji4pAhQ0JDQ2fMmCEGuRMul0t3vqtA6d0ij0cBAAAAxyJPOJbGTmk8CgAAADgWecKxNHZK41EAAADAscgTjqWxUxqPAgAAAI5FnnAsjZ3SeBQAAABwLPKEY2nslMajAAAAgGORJxxLY6c0HgUAAAAcizzhOJjtxKtyAAAAAEchTziWxk5pPAoAAAA4FnnCsTR2SuNRAAAAwLHIE46lsVMajwIAAACORZ5wLI2d0ngUAAAAcCzyhGNp7JTGowAAAIBjkSccS2OnNB4FAAAAHIs84dhOO+vq6iZOnBimQCu1tbViV3x8/CAFl8ulPiVQerfI41EAAADAscgTju20Mzw8PCkpqU0hMTFx1KhRnJ6SkhIVFdWoEB0dTZvG6WaQx6MAAACAY5EnHNtp5913363eDA0N5RVSUfn5+bxOK5GRkcbpZpDHowAAAIBjkScc22nntGnTEhMT2xUSEhJok9PDwsIohddphTaN080gj0cBAAAAxyJPOLbTzvr6+hEjRvB7bGjl4sWLHWXqWvshISHG6YK7DLljdgAAAADAFPKE4361U6N1xo8fn5iYKMZgxcTEcPodasECAAAAgO1YIykcj512apqgxKZmrBVtGqeb5E47Ffnbm38/XAL525t/P1wC+dubfz9cAvnbm3//XMIh2GnnqFGjEhISxBgszVOEHo9H9ylC/3STDPT7Evnbfgnkb2/+/XAJ5G9v/v1wCeRvb/79cwmHYKedNTU1MTExoQq0Qptil8vl0p3vKlC6GQb6fYn8bb8E8rc3/364BPK3N/9+uATytzf//rmEQ5DFTu/Avy+Rv+2XQP725t8Pl0D+9ubfD5dA/vbm3z+XcAiy2OmVyanOBPVvO3CB7cAFtgMX2I48LpDFTq9MTnUmqH/bgQtsBy6wHbjAduRxgSx2emVyqjNB/dsOXGA7cIHtwAW2I48LZLHTK5NTnQnq33bgAtuBC2wHLrAdeVwgi51emZzqTFD/tgMX2A5cYDtwge3I4wJZ7AQAAAAA6DcgsAAAAAAALAYCCwAAAADAYiCwAAAAAAAsBgILAAAAAMBiILAAAAAAACwGAgsAAAAAwGIGsMC6qxNNekVFxfjx48PCwoYNG5aamqp7bnx8/CAFl8tlJh34o1v/d3Vl8ODBuuei/i1B1wV1dXUTJ04MU6CV2tpa3XPhAkvQdUFTU9PMmTNDQ0OHDBmSkJAQ6Fy4oO/k5eXFxMRQVd9zzz2xsbEej0fsMlONcEHfMXBBoBitJrhdMIAFFqNxXlVV1ciRIzMzM9vb28nTixcv9j8lJSUlKiqqUSE6Opo2jdOBAQZfnnXr1ul+N1D/1qJxQXh4eFJSUptCYmLiqFGj/E+BC6xF44LZs2fHxcW1tra2tLTMmzdv8+bN/qfABZZAfyFycnLo156qeunSpRTpOd1MNcIFlhDIBQKDGBH0Lgg2gTVnzpxArVbiSPJcfn4+r9NKZGSkcTowINCXh75vpHQvXrzofyTq31o0Lrj77rvVm/TP0v9IuMBaNC6gOqdgw+u0og45cMGdg35zQkJCeN2gGuGCO4faBQL/GCGPC4JNYA0ePHjDhg1Dhw6l37jp06c3NTX5HxkWFkb3Aa/TCm0apwMDAgks+te+YMEC3SNR/9aiccG0adMSExPbFRISEmjT/0i4wFoMBFZra6u6GuGCO0dmZqbQsgbVCBfcOdQuEBgIrKB3QbAJLNpUN87PnDmz21OE4g6UDgwIJLAefPDBqqoqM6eg/vuIpt7q6+tHjBjBQx9oRd2IGOgUuKCPaOpt1qxZ9OPTokArutUIF1hLRUXFww8/XFdXx5tmqhEusBaNCwQGXYRB74JgE1gkddX/HdX9I+pjgls19ye6X55vvvlG3XCiAfVvLRoXjB8/PjExUYzB8v9D6YULrMZ/kPuMGTPox2fo0KHJycm6j3rABRZSUFDwwAMPlJeXixQz1QgXWIi/CwQGAivoXRBsAis6OjpQ47xA079Lm8bpwADdL8+oUaMOHDgQ6BTUv7UY/9vT/fMHF1iLQQhJTU2dPXu2fzpcYBXbtm0bPnx4aWmpOtFMNcIFVqHrAoHBtyPoXRBsAot+zkTjfFxcnPqnTRzJTyh4PB7dJxf804EB/l+evLw83TGJqP87hMYFpG4TEhLEGCz1U4RwwR1C44JFixZRHVL9Z2Zm0t/6mpoa/yPhAktITk4eNmyY/2gEg2qEC6wlkAsEBmOwgt4FA1hgaaZcEumJiYlDhgwJDQ2dMWOG7iB3wuVy6c6xESgd+BOo/umLkZWVpXu8WEf9W4KuCyic87Q0BK3oRncvXGARui6gv3n8nM348eMrKio0x4t1uKDv3OWH2BWoGuECazFwgUG6WA9uFwxggQUAAAAA4EwgsAAAAAAALAYCCwAAAADAYiCwAAAAAAAsZgALLP+hc97Ar1kNlG7yzbjeAO+e1AziC/RuY5On97QGAAAAAOBMBnxQ1+iSQK9ZDZRu5s24XnPvngz0bmOD0yGqAAAAgKBkwAd4jUYJ9JrVQOkGb8ZV0+27J/3fbWzmdAgsAAAAICgZ8AHeQGCpZ3IPlG7wZlw13c7c7/9uYzOnc69iSEjIgw8+SMUwZzEAAAAAnE6wCaxAr1kNlG7mzbj+V/F//YjBu43NnF5dXT1hwoQVK1YEtBMAAAAAA4dgE1iBXrMaKD3Qm3E1A8+NW7D8323co9OZ69evDxo0qLfVAAAAAAAHEWwCS02g16yq0828Gdfb3bsnjd9t3O3pDAQWAAAAEDQEm8AK9JrVQOkGb8ZVY/DuyUDvNjZz+pw5c7gk9fX1U6ZMMRjFBQAAAIABxAAWWD16zWqgdIM342oI9O7JQO82NnP6tm3bwsPDqfD333//ihUrxDB8AAAAAAxoBrDAAgAAAABwJhBYAAAAAAAWA4EFAAAAAGAxEFgAAAAAABYDgQUAAAAAYDEQWAAAAAAAFgOBBQAAAABgMRBYAAAAAAAWA4EFAAAAAGAxEFgAAAAAABYDgQUAAAAAYDEQWAAAAAAAFgOBBQAAAABgMRBYAAAAAAAWA4EFAAAAAGAxEFgAAAAAABYDgQUAAAAAYDEQWAAAAAAAFgOBBQAAAABgMRBYAAAAAAAWA4EFAAAAAGAxEFgAAAAAABYDgQUAAAAAYDEQWAAAAAAAFgOBBQAAAABgMRBYAAAAAAAW83+o9VFZrFMY8wAAAABJRU5ErkJggg==)
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