Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-08-20020606_074400_20020606_122800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/06 |
Start Time | | 2002/06/06 07:44 |
End Time | | 2002/06/06 12:26 |
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 | | -20.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-08-20020606_074400_20020606_122800-constBx0 |
Minimum Dst Value | | -8 |
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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SXW1evqsNKm8gBwAAAMBLaZm37zDoiJ1xcXGffPKJ+L6RTp061dfXszhFxLe1q0tXCeYHAAAAIC38OFBdsDM4OLhHjx6RkZFiyms4g9WC9gIAAACcwo8D7fB2Ojs7f/DBBzExMYqJrb0Gi5/5AQAAAEgIPw60Y9u5a9euHj16pKSkKKU7ODiovFtQXfqzVxxyfuYHAACADsrNmze/+eabbt26tfKSqufo6en9+9//3r9/v+ZW8eNAO7adTQe4pqbmmfC8K0tLSz0Ba2trxedgqUx/BoEFAABAt/j73/++c+fOioqK11MdVeTm5va///u/AQEBGrLx40B5sVNa+JkfAAAAOijkqh4/fvyaK83IyPj44481ZODHgfJiZ8tROlXW1s0BAAAANNFWrkpzvfw4UF7slBZ+5gcAAIAOCgRW28KLndLCz/wAAADQQYHAalt4sVNa+JkfAAAAOigQWG0LL3ZKCz/zAwAAQAel5a5KXHb85ptvdu/e3cLCIj8/v4X18uNAebFTWviZHwAAADookggsFnn69GlBQcHKlSuNjY1bWC8/DpQXO1sO7iIEAADQgdDgqspiYyuTk1+1hMrKynfffZciCxYsOHbsmJh+9OhRStGm3pdu1SV4sVNa+JkfAAAAOijqXFVhUJC7TEafl2osxTNYRUVF1tbW/fr1o691dXV9+/Y9f/78M+GFdRSvr69/ab3abNUleLFTWviZHwAAADoo6lxVvocHE1ilUVEvLUERfX3927dvs01379795JNPbGxsKKS4NvVqs1WX4MVOaeFnfgAAAOigqHNVDU+ekMYqDAp6pRJKSkpsbW1NTU3FlPXr11OGnTt3almvNlt1CV7slBZ+5gcAAIAOioSL3BnV1dVsDRYRHx//4Ycfurq6/vWvf83IyNC+Xn4cKC92Sgs/8wMAAEAHRVqBVVZWtm7dOgMDA4rfv3//iy++CAkJofiVK1e++uqr2tpaLevlx4HyYmfLwV2EAAAAOhASPgeL6Nq1q5mZWWZmJqVPnz798OHDYrbdu3fPmjVLy3r5caC82Ckt/MwPAAAAHRQ8yb1t4cVOaeFnfgAAAOigQGC1LbzYKS38zA8AAAAdFAistoUXO6WFn/kBAACggwKB1bbwYqe08DM/AAAAdFAgsNoWXuxsObiLEAAAQAcCAqtt4cVOaeFnfgAAAOigQGC1LR3eTpWnlNSdbWpoaLCystLT09PX17exsaGvza60RY0GAAAAWhkIrLZFR+xsKrBUZnN0dOzZs2e2AEWcnJwkqQ4AAABob0j4oNE333yze/fuFhYW+fn5LayXHweqI3ZqKbAMDQ29vLxYnCJGRkaSVAcAAAC0NyR8Vc7Tp08LCgpWrlxpbGzcwnr5caA6YmdTgdWtW7f33nvvX//6l729/ZMnT1h6ly5dSktLWbykpERPT0+S6gAAAID2hgZXVVYWW1mZ/KolVFZWspc99+nT59y5c2J6Xl7e+++/T1tfWu9Lt+oSOmKnygF79OhRdHS0kZHRsmXLWEqnTp3q6+tZnCKdO3fWXKYGJDcBAAAAkBB1rqqwMMjdXUafl2osxTNYRUVF1tbW/fr1o68+Pj7/+Mc/KJFtnTNnztatW19arzZbdQkdsVPDgJGyFs9U4QwWAAAATlDnqvLzPZjAKi2NemkJiujr69++fZtt+r//+78zZ85QJD09/cMPP3zw4MFL69Vmqy6hI3ZqGLD8/Pzu3buzONZgAQAA4AR1rqqh4QlprMLCoFcqoaSkxNbW1tTUlH11c3P7/PPPnzx5Mnny5L1792pTrzZbdQkdsVNpwCwsLBITE+vq6pKTkwcOHLh48WKW7uDgoO4uwlcacn7mBwAAgA6KhIvcGdXV1WwN1jPhsUdffPGFpaXlxx9/TN5W+3r5caAd3k6VS6MuXLjw5Zdfvv32259++ikp7ocPH7J0mhA0G/QErK2tFZ+DBYEFAABAl5BWYJWVla1bt87AwEBMcXZ2pgxHjhx5pXr5caC82Ckt/MwPAAAAHRQJn4NFdO3a1czMLDMzU9zq4uLy2WefPX78+JXq5ceB8mJny8FdhAAAADoQre2qRo0adfbs2Vetlx8Hyoud0sLP/AAAANBBaT1X9fTp00OHDn3xxRfikxq0r5cfB8qLndLCz/wAAADQQWk9V0Ulf/zxx9HR0c2olx8Hyoud0sLP/AAAANBBaStXBYHF4MVOaeFnfgAAAOigQGC1LbzYKS38zA8AAAAdFAistoUXO6WFn/kBAACggwKB1bbwYmfLwWMaAAAAdCAgsNoWXuyUFn7mBwAAgA6KhA8affPNN7t3725hYZGfn9/CevlxoLzYKS38zA8AAAAdFAlflfP06dOCgoKVK1caGxu3sF5+HCgvdkoLP/MDAABAB0WDq4oti02uTH7VEiorK8WXPWtYNgOBxeDFTmnhZ34AAADooKhzVUGFQTJ3GX1eqrEUz2AVFRVZW1v369dPKc/hw4dHjhypTb3abNUleLFTWviZHwAAADoo6lyVR74HE1hRpVEvLUERfX3927dvK2bw9/f/6quvqqurtalXm626BC92thzcRQgAAKADoc5VPWl4QhorqDDolUooKSmxtbU1NTUVU5KSkj777LPc3Fwt69Vmqy7Bi53Sws/8AAAA0EGRcJE7o7q6WlyDVVxc/Pnnn4eFhb1qvfw4UF7slBZ+5gcAAIAOirQCq6ysbN26dQYGBuwrRU6cONGMevlxoLzYKS38zA8AAAAdFAmfg0V07drVzMwsMzOz6SbcRagSXuyUFn7mBwAAgA4KnuTetvBip7TwMz8AAAB0UCCw2hZe7Gw5uIsQAABABwICq23hxU5p4Wd+AAAA6KBAYLUtHd5OlaeUGhoarKys9PT09PX1bWxs6Kvm9GZU2tJ2AwAAAK1Jm7iq0tLS//iP/9CQgR8HqiN2Kg2Yo6Njz549swUo4uTkpDm9hdUBAAAA7Q0SOikpKa+50mXLlo0fP15DBn4cqI7YqTRghoaGXl5eLE4RIyMjzektrA4AAABob8ycOXPatGk1NTWvp7qKiorvv/++W7duiYmJGrLx40B1xE6lAevSpUtpaSmLl5SU6OnpaU5vYXUAAABAe4P8nYmJyRuvi7feesvY2PjmzZuaW8WPA9URO5UGrFOnTvX19SxOkc6dO2tOV1emBlrBCAAAAEDH4ceB6oidb+AMFgAAANDu4ceB6oidb2ANFgAAANDu4ceB6oidSgPm4OCg8m5BdelNS3il6gAAAACgDfw40A5vp8qlUQ0NDZaWlnoC1tbWis/BUpn+DAILAAAAaH34caC82Ckt/MwPAAAAQEL4caC82NlycBchAAAA0EL4caC82Ckt/MwPAAAAQEL4caC82Ckt/MwPAAAAQEL4caC82Ckt/MwPAAAAQEL4caC82Ckt/MwPAAAAQEL4caC82Ckt/MwPAAAAQEL4caC82NlycBchAAAA0EL4caC82Ckt/MwPAAAAQEL4caC82Ckt/MwPAAAAQEL4caC82Ckt/MwPAAAAQEL4caC82Ckt/MwPAAAAQEL4caC82Ckt/MwPAAAAQEL4caC82NlycBchAKDNaXjyRN2mp3V1FD6urRXjALRD+HGgvNgpLfzMDwCA5DCRdD8/n8RQeXx8WWxsYVBQmpNTzoULUStWZDs7U5hx/Hj43LnxmzaFzZ4d/s03YbNm+Q0bFrF0qaexcezq1d79+lHoM2DA9fnzA83NgydODBw92nfw4Gtz5lAG2p3C6FWrKEPk0qVXJ0+OWLIk2srqxqJFt3ftur5gARVO8Zzz5+XVnT+f6uiY+8svKQcOJNvb06a4DRty3dwozPf0jN+4kdqWdfp0cXh4gZ8ffarS04tCQmpyc/MuX67Jyso8efJeQkKOi0tZXByll9y4wfLTVto39+LFaEvLjJMnyRaqOsbGJnH7dvpQ4ZmnTtGmXBcXCvNcXeWVurjQLmmHD1OZ1KRfPTyoSUXBwdSquyEhFBZdvZp+7FhBQABVQR/WktrCwjve3jV5eVRpRVIStaQ0Oro4LIxaUp2ZSWF9TQ31MPU5dTjrdlKfDwoL6yoq6EMR+lqZnEybanJyWAaWmbZWpaXRvhSSOVUZGVT4/Tt38j08aCsrn3akEaRCWEUUUmmUzkqgOKuF1UiJtImqoDiFlE4p9dXVTA3zo4n5caC82Ckt/MwPoA10lKRDM4X3EhNZ/EltLTkAOtpSnA7QdCQtjYrScO6hJdABmvw0FU61KLWKGvCwuJjawLwIy8DOcLADPbWNHd8pM33YIZ5izxoP94n3EivrKi/nXb5RcoPiFDqmOi66sehk5slFwfOiSqPqnnLhFRSdH/UYhY/KyqgnacTJl1empJDrLb5+PcHO7ld3d5IRGadOkRgiuRC1fDkJmltbtpBOur1jBymhmz/8QOqHEt1lMtJJFIofD0NDeaKJCYWevXsrbnr+6dWLQq++fcXMKj+effrIswmh6gzGxr+VY2CgIoORkdgSpXJYfraJJJ083r9/03Ke2yIYyKrT1FRVLWFf2SbvAQPEzEoZfIVNpD7FVrk3lvM8g9BIUpkUhkyZIs88dCg1j2xkZvoNGSLPMGkShaHTplEYYGYmdoK8HGEsfAYOlJcmZGYm/1aRkIGKpTBo3DgKSe/KdxkwgGyncnyERgaYm8vbIFRBFVEbSBxTF5F1gWZmlOfG4sUUxqxeLdfHNjbU8shly0JnzKD08HnzyISb339PYdLevVQISWGaYxknTtCsI3WeuGMHzbd0J6dYW9s8NzeKkxpmqpS25ru7U/z27t23tm+nvZL37qVikw8epGlJcQqpZFLbJMopQpMz5eBBCjN//jli5fJfr1yhfQuDg0nIkqKlQwcdzWjyM1XKfg7sqMIORM8a/0KwXw3LwA4+FKdN/DhQXuyUFn7mhy6RT/8o7+fbxtruSNzx0sxMcNB/01xX1+Jr1+gQVujnJ7pPOtzQQYp8Z+SSJXSkC5owQTxAB40ZIz/UCsd08eNtakrh9Xnz6OhJhdAhMnnPHlJg5J7JT7O/tqSExNof1cuPVunxoZUFeVd+2Xnx/I+unj9t+3m+q+s2231jTpxZPfNQ/51Oc5bsHrhx59jZOwzps2Jj31nbDa7YzD07zpRcuM+IYV7L5yy3ke2a3dtxjOyIea+jU0z2zOgdPF1+WL82eza1x99i/NZZsp/m9h1xynDs0d7TDhqPP2T49fGBxq6y5U7mw0/0mv3zcGp9/8vGTR1j78u9KBzsYtz7kmzeyZE/7rc4dWRVrMNP9Ln1y88eB9d6X9lnc3j8NReHC+vmpB07cmalxdWta7YdmLbLYVak1SrqtOgdm48tG5MU4n742vb0rJjAw5vzgv0jgs+nRgVkXw+Kcz9dFheXdPJITXa2/ITBnTuB7o6lWam34wILf02lvqrMyapKS6NN1dnZYRcdM/PiN/qvvJbt7x91LjU3JjnhakKcX2liQpLrWVI/CacOV6Wmxp0/WpmaSkqoJCKCXAW5n/KEBCqByaPymzdTDhwgSUph3uXL5Gxi16yhnqSBvrFwITk8GncavqhVq6gDg8aPp9C70d8z/+oliAmVauO5mBA0h2oxIZRw1cJCPk++/ZbC8LlzyfWGfP01JZIvJM9HXvDWtm1yv7hvn+hlqYXkCGkqxm3YQE1NsrenHVMPHaJNLFvc+vVBY8demz49eMIEUiGkMER5R3ZRSJqPqSjSAWSU/7BhFAYLUzpk6lS5VmBq40XBx6SM//DhoubwaMzATPMfMYLCazNmyG2ZN49sCZ05k0LKTB9qAwkRcSqGTp8ur8jcXN6rJiYUsohclIwaJf9ZjR0rqijPFyti3a6yJZcNZC595TrpnKl8XCikeo+OlLkayQ6Nlh0fLv/snyC7aGJwcJzM06Qv/VI8TPrSJjejXhSeGSij9N1TZcfMDDbPkZ0fP1AIB/04V3Z8nDGFbOuO6bIDEw1+WCDbP70P/eLsZ/dZvFa2fY4hhRu+k620klmukm2cL6NNu2cY0leWbe9UQ0rfOV22aZ6MfoZ7J8moQGrAhoWyIxOM1yyVHRlnRJsOj5ans1roK2Wgik6Z9ab4STMjijuM62WzXGb3jbx8qnH1ctmsrbLvl/SesV22aWmfr3fKVq/qPXW3bMH3sik/yabskU3cJzM9J/tmS6+BZ2SLNhoOOSVbsMlg5FHZzG2yMY6yCQdkFvay4cdl03f2Mjkvm73DwMhVNmunAcUt9sjTRx+STdoro/yzdxtRCcv3DDFzklnuG0WHi/kHBg4+08v8mOHIU70HnzWYfsR04NletnvMqfbN28dSsWu2DJlwoNe3O/vy40B5sVNa+JkfUkHKpuxR2e7bu7fe2lpdXy2m1z2tC8r2Ka8pDrlyOC8mLOrE/punHH1c7Q+dWLbtxg/DvYacvH1km7dldO61wEyvhNKbG+I2UAnO2c6OqY6K5TRFPOVA9Xrke+xL3kdH3EG+g5h/iCq4zs4qZTs7/+rr7W63NOj07iW7BtgfnDPhcO/F+4YcWTDMYd4gh4mGdAjbskB+tDo0VX78vdzPqKnjfP6fXvCsnoL7VPpc6mtI+14x7UtH8yv9+1CcDt90kKJD3oZF8uPjplX95/4oO7dj0Sa7kVuOziLVMu5UP4PLMmPXXqyIXpflIR3sKOzzy28pSh86dFI46YD8sDjymHxfgxezTdnTi+pdssGQwokHDCjF0E1FOSyRVWf4YgmDT8nkzXOQF04HUHlLrjSqLleZ4SX5Vvm+l+SbBpyTh4PO/FYafcwPy4/UA4VE0/PyDP0vyENTZxlrsKFQgrlTLypq1h7jvi6yiYeMKMVEyEZbB51+7iTocD/B0VBexTkDsakGje0ZcFZe2hgn+aaJjr0pHHfYkHactE82eY+Mjvvf/tCLwjVWRuSHNi8z+cZOtvMbo3WLZHum9iLnt3qZbOEGeba9E+W+zXWgMTurQcN3doCMXCB5vj2T5d7ReUQfcpBXLMx2TZO5zp9IJRxfaLbOqs9PK4YcWm5mv3TIEctxtlZGJ7bPXWzX59SBpSt3Dz17YrX9kQWuF7ce8d5En90xWxcHfHMg5cDU4CmH0w4vvLbgWMax78IXbk7YbBNjQ/8KzmadpZ+PV76XXYKdS67LohuLjmccX3B9Ae3ikuPifcf7RskNmueRpZHH0o/dLL/plOaUVZ0VVRpVUVeRU5NDvwL6vZQ+kIv4e9UlFBaUZlGYUnCTfoMZyTcqy4pq7pVUlxaR1q+6e4c23cm89Uw400kp9EuhvwH0f4P+EpTFxpIAJV1LYW1JCf1PoD8JxWFh9P+FnbWliOIludp7ZRSW1BTRX5a00qS79wuz7qXHFkZSvbfvxNAmEscUJmaE0/+KiOzgvIrsuJywq6meOcWp3rHncu5lnAy3TypL3HNtU0C+7/rA5U43938ftOr7gBWrg5ZOvTJ607U14y4P3x+za7aXxcGbe2Z6T1oTunKk55CxniPpAGJ0xXC8lxkN/QyP8RRauMvj/a/0feFX496PwlHuQyk0E8IBQoqBu8Hzie0uzDHvgRQO8R5MYV/PPoolGLjLZ2ZfD/lfERMPeeFGwi5KHyN3+STs7y7P0MddPqV7ufdSzGB8Rb5Xfzd54SbCHxvDKy9kMBD+2Ji6Gomh0eVeTSti/3+Mhd+gygMF+40YuRkIcRUlPG+PG/tZqc3Afuy9VR1DnmcQNonHMfbhx4G2gZ060Lk6YMJLaeFS2czqTDrEBxYErohaQS5B/hvzen4ixClqT7D/iQ0uc/u5Gk5wlh+zTF0M2U9RdM/ip4/wy+wjHCmUfudLfOd8d2War7/TgW3TzvrtGuYxaIXffDvbIfZrzL/fMHjFpr77985eumfw2F+GyKtwM2YlyN2zs6HV6t4rbA3t5vZaYisb6/ibFFCSI+zYxBJZI0ecNjJ17jXlUJ/xR40snPo4bJi0zXLQxbMbNxyZct3nlNOhRUnB7j47bbKuuEYEn0+M9NnkvXyF28yhnnIzR7nJ5d3wX0zkx2JXg6YHoz4XBWOZfrrywiYD4Tg18IL8AD32bH8KRzvLQ5NLvQde6jvIjT79el82MLwiL7bP5d6CVxDiHirOPxkLB3pj4RBPzsPsvMnX54aNvzB46MW+S0+NG3uy7yrnqTQ6PxyfvmxD76MbptpPNTg6xYTUA/2Dv75kkf/kCZk//xyywfLSmR/HH+8z7+TIpl3X30Veu+kvvcXjuNKHeQ7TC/Je7eei/gju1ks8jhuochW9L/0m0ZgCU/Yll387xKssoZdCBqYLlTrf+LK8kRMuDiWPNd1llLy6yy/4136ecpc53G8YhUN85fOtj9eLDthD3gN9veTZTL1N5RV5GqloieBu+3nJvbuhhwoPzRJZOSpLYBkG+AyQNf6dMPWRV2fobkj5aevEqxONPY1nXJtBidNDp1NoFmDGWkX5acdpodMonBs+lxJXRa2iuHW09Uj/kQvCF0wMnkifLbe20I+a/uGQvBNFHqWTEKRwashUlnN1zGraa03MGqpuUcQi+YwNGC12hXwy+8h/FJOvTqZw6tWpQgfKz5j+Jms8ev9mi4/cFiMvtZ3G+kRDp7FeZUchsYoXMnj3E0NDzxfKYS1hDWa92te7b9MMw4QJMC5onNirA7wHGAqn49h8GOInnxujA+X9QJ0jtuq3iSR8He4/XJxI4mFTMcNg38FiaSbeJswENr4j/EdQ+HXo15T4Tdg3FE67OpXkoJnfyNEB5mb+o2jsLIImrb+5nlr7w80fqHtJvlP8uxvfTQ62mBYybX74fPNA8x8TfqRs9sn2FoET9yTtmeg7dnWE1VTv8XP8p830nDjmyrClXrOHXDJZ7jaDDkFLL06lX/q882Mnnhkw++yo2T8Pn3Jq4IKzY4c7G8/9Ra5rZ7uNJxk3xXWU6SVj818G8uBAGRBY2tJKdxHWPq4tflhM/+0KH8iXPbKzMpRIIaXQv09tCmm6uEfxuji72vWwuJj+VtLfUPnS1NzcXFfXqowMCsuio1MOHEhzcso4dizBzi792LHrCxbc/OEHOizcWLTI09g4bNasWFvbW1u33ktIoL+nT2pr2VJQdVzOu7wxfuOIgBFyP+TVX9b4904muEnSN31+EdSS22+SwuiXF4+Ygnsb7yA/iT3WSfhLd/55ep+Lsn4Xnp/hYNn6ucjDvhdVeFaWgW0adazX3B/l+oD+9e2Y/kIG5sIHXJQfu0dc6Nf/oiGFLANr+bjAsfISAkY1Pd6xD3N17KjHDrIsLvoSdgTv791fDGmX0R7DJ/uMe+5s3OVHySG/yI/aE50HTT5msvHMHOuLM+291gQkuXnGnS0ozb5+y5P+9MfkX6fhZPOEZgil0OeJMMY0W4IKgzbEbTiddXpG6AyXHJfEe4llj8pcc139CvyiSqM88j2+v/m9/JAaZ0uOxD7JngYrrSrtpRPsUVkZW6XLVm41JfLXa/nVeTtiNm+N3nQ5/eLeiK0lD0siUv1JZ2+LtQsqCnJMcaC2Zd1Lz6vIXnRjER3BL+ZeJMccfzvomNOyqBiP9VdXuaSc2e+7/njQ9kPXd2zyXbk3evsMr4m7Iu0mXhnlFPXTJvclbpHHt1xcdNBz3TK36XTgnu0/rb97333RO1ZdmXMt4YrPic1ZEcGOZ1dd8dp7xHvT/iurD0bsWOE990TCoQVeX59LPrnYY/qhm3stvMYsvfrtKO9h9BnjM6qvh/HUAAvq9hlX5T5pjCACegvjRcNHg04dxSQRc70kF5p6aOZfmZRhftHEy0TR37Npw6bQxKCJ4jwRyzEPMKeSl0Uuo3B55HLacV7YPIpPCJ5AOalM5tFZCfPC51G48MZCyjA+aLxiS9jsGhkwUmyJklZ43h7BCtE3N83A9mKqReksi6yJFmTmq/wwYcGqU/ow2/sIp4JUyhr282Gyhhk+1G8otZYmMHU1hSQT6YdG+o/ipAVp08LrCyk+89pMkgtLI5b+lPQTqYdTGadI/NF8I23hlusmPxF4x8s525l+DvS7oAjNTJqKoXdDaRP9J6TQ/47/ycyT9OsIKw6jPCmVKRRPrUylzLk1ubRjVnUWpSdXJtPPivLk1ORQWPukNr48nn6JlE6/SkqkIzn9AOlDv036odHX2LJY2nSj5AaFlJnSKYXy04dKyL+fT8VSfmoShd53vFnJ9EOmnxLlpK+U4c6DO/TrvnP/DmWgXWgrORE6JtAu7DjADg7PhPP3zxodSlvB2sMOWWx9ZwfVAM0AAqs5kAk7zny7+dQ32bcjbgSc1bB42T/XxzFmz+7oLWPdh++7uXu2l8X5m8eOnLa85L9/rOdIC+8x/T37GbobmHvK/7LM8J5E4SzPib0vG4xxG0KSnyIrnMwXOwxzP7h2//cTovftPLJ8dNTWjftn9wtcs8Rlhpnf4jnBEyYEmpuTACI9RKHfsGHRVlYkj0gY+QwYEDxpkt/QofJFD2zVqrAYyFdYjOkjxN2VFosorKIV13iyD0mTc6bPl0H4b1+9c9/X18LOH765L6YkWrSXfucst4mr/Jg78rRceYxzNJAvR1goL+HoyOfFTTjRb8RJgwNHv9u0e5z7pV3bfKxcYo7Yx+6gT3xBFEmK4tjoVEfHsqREV2e79Ot+e/ZMv3JgzeWB/TyGDXIdNeDESIPxjvLj72BneUVDz/Ueflx+aey5wxPOdQ34RV67rcP4DSuMQzavob/ft7Zti1qxwnfPWqMrhtS97MTDj/GbfoxYTwc4OoQxpUKfIOE+pfSqdArpK9lFhzY68l7IvkD/ua2irCicFDyJOScmp9j/TuaMRcdJ7oG8Cx2s6QgeXhzOQiqHDpqsx+g4SEdeprDpSOSb76P50idQhB2vWwLzPcwP0RBTgeT8aCzIb7F/PpSB0sm/koemQT+ZcZL+1ocUhdCEoWzk2ygeURLhlOZ0694tkrbZ1dnkAmlfcoeUgRwwZSisLaRiyQFTfuaAKU4pVDJ9aOI9e9ELsjgLmYCmWUFNoohiZnaHAfO+VCZVRIZQjTX1NRQnB0ytunb3GoXnc847pjruSNyxP3k/CdxzWecsoy098z3tEuzISW+9tfVYxjEKSZ1TytzwucczjpNAOZJ2ZGLwxG2J28jwVdGrKGVJxJLRgaNpSs8Jm0OTn1LkYeRSUoFLIpfMDptNGUjc0F5rY9eSjCaJMy1kGjWAJM75rPMUIWVA/UOhT74Ptcfnjg9VSiHVSynUgfSLo8ZTnriyOMqWVZNFgobsov4kq8U/FawHFCeAYp+A9owOaAAtaRuBpY5WqkJMb2hosLKy0tPT09fXt7Gxoa/NLv/5H0Hh1Mtip1Gzjgz8yWv1mMtD9/nLl5re2PbDfMfBM48MlCmcKVG8SKG0roVlYItUlK6RsY+RkDhAWGEz6LTw31E4c2N4STbWQb7wcO8k+emZ/ZMNl9jKNi80mrBftnaxfB3J9pnydPliEQvZukWyHfP7fGMnW7Ou35BTsvnbjAedli/K+W5Dr6XrDDas7LN4Xa/NG0fO2NHr/N4VDusnxh7Ze2LtVI8dq2buMpy706jvRXnjqVib5fITQnIVJVwG6u3Wa5bTgGWHzJaemzTnzKiBZ+UNW7+89+6pMvdB/c+byNfDXp0yJXrVqpyLF3NcXC5fc9p2eXlpVVEz7qp7XFsrHF3r2Nrw294uBRV5Z5KOZxcmZTs730tMpD+F5LFIqbADMfNGTaHjNWUgp6XN+RsN0O7kDMif0dGfyqQ/uHGlceQ2LuVeIlFF7oF56JZUAUB7Q1HKYHqDVwUCqzWrbP3OVVeFo6Njz549swUo4uTk1OzySWqI6zkaF3k8j5NqGXWkcZNwIWziQfldGDPsjWir+fHn641GOclIBq2ylH37vewHy76ztsp+XDfEwl72/Q9DKd3abuDyjX2sfxzQ/6IhqSi2/Kivm7BWwE1YYXPlhYsUrA19hAx9L8vP3Bi6q1j4wq59sBWahh6qVsawUzI+v13tUlpNwtZ7svWVA84biCpT/NhYGpweJItdvTrGxuaOn1+ak1N5fHwLBhMAAIDuAIHVmlW2ncAyNDT08vJicYoYGRk1u/w7xRm5d5Jcrh/adHnRnFPy9UYzD5r0dZGNOvF8GQEJowEXDD3ObP3FwaYsJibHxaUiKSnp5JGyjBTaKzHnBnso373ExMKgoPqaGlIh7LkA4gON2AJz+ptY9bAiuTL5fPrZuPK4AykHbpbfPJZ+LLIkkuKnMk/NCJ0xLmgcWwbErlJNDZlKOomtHhVXwrJ1EuaB5hQuilhE4mlD3IaxQWO/vfGtsadxX+++bPUGW6HJVjywFAMPA1MfU8pvn2S/OWEzW+Npl2DnnnQhP+3mme3fOh9fY3yp18ALvQed7WVyoVeI73EyrZWe+QQAAKBDA4HVmlW+FoHVrVu3995771//+pe9vf2TRmffpUuX0tJSFi8pKdHT02t2+UoppVVFj2tr73h7x+WEjQkcYxltWfuktuULRLSHFJhrrmtlXSVb5MHW8bA1zhTSp/BBIVtZmX8/X2lfysw+bFPxw2L6nM46feveLVJybC/RFtoUUhSiZFrtY7mxjx7UVJcWvRZzAQAAdEggsHSBR48eRUdHGxkZLVu2jKV06tSpvr6exSnSuXNnDbtrWCvGz/wAAAAAJIQfB9pmdiYmJpL0effdd1tbteTl5YlnqlrvDBYAAAAAXgo/DrTN7DQwMPjhhx8ePHjQ2hXl5+d3796dxSVcgyVN4wAAAACe4MeBtpmd77zzzv3791upcAsLi8TExLq6uuTk5IEDBy5evJilOzg4qLuL8JWGnJ/5AQAAAEgIPw60zez86KOPcjQ+ELwlXLhw4csvv3z77bc//fRTW1vbhw8fsvSGhgZLS0s9AWtra8XnYEFgAQAAAK0NPw60zew8ePDg6NGji4o65E1n/MwPAAAAQEL4caBtZmeHuzWvAzUVAAAAaJ/w40B5sVNa+JkfAAAAgITw40B5sVNa+JkfAAAAgITw40B5sVNa+JkfAAAAgITw40B5sVNa+JkfAAAAgITw40B5sVNa+JkfAAAAgITw40B5sbPl4C5CAAAAoIXw40B5sVNa+JkfAAAAgITw40B5sVNa+JkfAAAAgITw40B5sVNa+JkfAAAAuKKh4QmF9fXVFD56VCbG6+oqnj6tow9FxE0svH8/n/Z68KCQcj58WFxTk0NhSckNSqQ4ZaCQZXj8uJYfB8qLndLCz/wAAADQPiGtoxiSuKGQtA6FZWWxT57UFheHPXxYkp/vUV6ekJPjQp+srDPx8RszMk7duLEoLe1IWNjspKQ9V69Ojo62Dg2dERY2KyRkmq/vYIp7eBiGh89zd5dRIsWDgsZ7ehr7+Jj6+AykCH0VNs2m8Nq16RQGBIyibJ6eRhTSV2/vfhSybCEhU4UMZkK6KT8OlBc7pYWf+QEAAEBLHj+ufaZw7qeh4QnF6UPpTPeUl8dTWFJyo76+htQPJZISqqxMrqpKo8Tq6kwSQ5WVqVlZpyk9Odk+P98rMXFHevrRxMTtcXEbKCQBRKGf37CYmDUkdMLCvvHxGRAYOJakD2kaX98hopQJDDSn0Nd3AIXu7gZC+Pzj4SH/6uXVV4gbKm5q/PQSMshFEmkm9Rn6CmEfVVUYKmTor1gRPw6UFztbDu4iBACA1w9TLQ8fFrOQXaJil6uYaiF1QmFRUQhpmry8y+XlCYWFQSRfSKPQ16qq9NxcV8pJ2qW2tohCSqEMJGgoQ0GBX2VlCmWoqsrIznamMCfH5d69W5mZJ3/99UpKyoFbt7ampByMilqRnn4kPHxuWtqR0NAZiYk7w8JmR0dbRUQsocSIiEX+/iMjI5eShoiIWCyc1JGf9fHzG0oaiASKt7dcYfj7jxB0z2gKSSEJmqO3oihhgsbHZzA70yNk6NVU3Hh69hbCPqp0j0yUNSS8hHL6KqofH59BFIaGfk3NYw2OjFxGjQkPX3D16mQyLTbWVjDTKSJiaXb2hehoy+zscxSmpTlSV5DmS0nZHx+/MTPzZ0rMzb1IYV6eG4m/3NxfSAtSv1EHpqcfu3v3GsULC/2pwF9/daddfv3Vg2Xgx4HyYqe08DM/AAA6CQmOZ40rYyjOls48eFBIGqW0NIo0DekP8YxLZWUypVNmlpMtuKmuzqRNpGNo05073vSVnYyhXUjE3L179fbt3fn5nuSAc3LOM4FCYXz8ppiY1eS8KSKcjNkZFDQ2IWEL+fioqFUUkpu/etWCEkmjkEQgvUIi4Pr1b0kWBAdPoriv7yBSLR4exkxAsLM1lF84WzOo6akUplqYoGEZlGQNO0Pj6ztYzKDynA1VqnDWR4XuYaeF2KUxFldZAms2a5VStsamjhDU2EjWKnbdzdd3CO0eHj6Pdqeuo63UdaSEbt/ec+PGIkpJTNyekGCXnX2ewrt3Q0ka0nCQmrl3L4FG5969RBo+NmQ0ys8aT7Oxy4uvGX4cKC92Sgs/8wMA0E4g0UPukPlIQQPVkOOsqkonNVNYGFRQ4JeVdfrOHX+SNXl5buzEA7ne5OT9pGbi4jZERCwJDZ0RHr6APDRpF3FljL//KEEWmLArOB4eRqIcCQwcI8SHK1wGkudsImuGNFUtigtxxH1VaQ4jUXloyKBSjqhXLb1fVDz9Rf3k4zOwaVOZZvLzGyoaLl47o32F9UYTBJG3gBIjI1dQyo0b31HOa9emkxYMDp4YFWVJXZGUtDcsbDZpGur2jIxTsbG2pClpOJKT7bOyziQm7igsDKB4SUlEWppTeXlcTo5LWVkcGz6Ss+xkG4W1tSVFRSEkgEit0qCT8GWLq9iZPLYCvUPDjwPlxU5p4Wd+AABaiQcPCpnXZMt0ampy6JOd7VxRkZSefow8bkKCXWbmzySPoqKWBQWNF5bajBZkzRhBGA1XJ2teXBmjUrX0cW+yMkZRlDReYzJVVw67SuXj01+UXCxF/DBBwzRcaOhMYZX0RDKB5FpQ0DhSJzduLKSvcXHrKUxI+DEw0Dwubl14+NyoqJWkBUmpxMdvpDA11ZFCEigxMTY5OeeFBdrHUlIOMNVy69ZWUpmkXai7qNMqK1NIaJIGLS4OIw1aVZVGSqWmJpdEDIUkaKqqsoVFTimUXlYWW14eT+KGNtFepGNo08OHJRSnoSFxw255Y3fMsfM9OiNx2hZ+HCgvdkoLP/MDAN4g91xfX0POWFisI196XFtbSG748WP5qmSSRPfuJZK7JfdMW9l1MXb/OduX/HFm5sm7d0NJENy6tS02dk1U1IqkJPvoaMvk5H1Xr05OSdkXGjojLm4tO+/i7d1X+PRXONcySJQ4Sh8mhlSerWEfP7/BgqD5msLw8HmUnyQOaR1SZiEh04SLcRupdpIm4sqY/Hyv27d3Z2Wdyso6LSyduUphcfENUjZkO+kY0iIUZ2fI6JOTc5Hyk6whcUMZ0tKcSK/k5V2uqLjNTsZQ/1D45EktaZRnjWunxAtSTJ1Ao/AMPw6UFzulhZ/5AUCbw66PkJsnoUNuvrw8noQOOfji4nCSAhUVSeT1q6vla5PZmQny9LQ1N9c1M1N+mYYt1CVZIFw1O5uQYJeRcYLS4+I2ZGb+LGiLM8IaXifhWs9K8ZSM+GlcoTzKvXFlDLvSpCBrhgpna6YI187M3dUu4vnt9JLKRTzshBCrgl2Y8/UdEhhoRg27efP7iIileXnydcRshU15+U3hopJcApKUuX8/n5QNWy/1rPHpROyMS5usswFAHfw4UF7sbDm4ixCA1uPBg8InT2pJP5FcSE2V368UE7Paz28YqQrSGVevThKkyQu6h13MYqdzGs/6mKiTNWwxkNLy56aX1ZSuczWu0enj3nhXFxNbTcr57bIay0AKjGoMCBjl5zeCrAgKmuDpaRwRsYQSY2JsKB4dbU02sqU59MnNvUiaiWRiYWFQXV0lW4LDbpFr65EBQGL4caC82Ckt/MwPoKu8tms0rKKqqjR2n9qjR2UUshvNYmNt8/M94+M3JibuFC9vqVktxJ7HY/yi7vnt7jB21kfpzJOf31AST+L1MkGoTWGajASZj88gJoauXp1MYVTUSl/fwaR1hHvfPO7dS6yuzmRLjysqbmdnO5eX3yTlV1oqv2p2924opZMYok9Ojktu7i9xcRuYLaWlkex5AY8f15Lt9GEiiV0jY70B2QR4hh8HyoudjIaGBisrKz09PX19fRsbG/ravHL4mR+gnSDeUlRaGtV4E5n8Rvqamjzy/eTjs7PPkzJgl41KSiJJu5Cbz811LS+X36RdUBCQkGB348aixMTtpCdIDQgnUSxJUkRGLg0Onnjt2oyQkK8DA83Z0uOEhC0hIdNSUw9dv74gOXkvhTdvfp+Q8CMVm5NzgSoqKPAjLXLv3i22OpjkCFNODx7Ir+KlpBzIyDgeGjqDBIdwb/lc98b71ISPgcJ5IxP3Jk/0YTlJ8VDD0tIOR0Qszc/3ElZ/36bCy8piqTqynT1QoK6ughJra0vITOoN4aHV8aTnKA+pGcW3ebDVymxpOfuwxz8+a1Q/AIDXAD8OlBc7GY6Ojj179swWoIiTk1PzyuFnfoDXDzl7EkaFhYEkL65fXyg8E2gCO9fC1uU03jyv4t74xgcVDhAvbCllULzmpfHeeGNR96i8N55dDmMX5lh17BUZ4i1pitfdVF6YCwiQn3NqPL00n6RYbu6l4uIw9uAlJokAALoHPw6UFzsZhoaGXl5eLE4RIyOj5pXDz/wArQ27hPT4cW1VVVpampPwFrDpTU/qKMoatsJa6S4zdnWMrRNiCozd0i8KrIAAc+GxjUsoTEzcERIyLTl5H2m4mBib0NAZlB4ZuSw8fG5CwmbadPPmBm/vflFRq0hphYbOpFYFB0/w8xvKLq6JVbCHITFVp9BII0EzzaV94+PtwsJmp6cfTUk5cOeOFxmYmXnyzh0fCklHinfetfUgAABeH/w4UF7sZHTp0qW0tJTFS0pK9PT0mlcOP/MDSAKpKPaKj6KikHv3EqKjLdmNbPHxmwIDzUm+NK7R7uOucK9+YKDZ9esL2Ls4cnN/IY1SXBxGYUlJhHALfWR2trNwlVD+/CR2tYu9D4Q9VImqY8/Xpjz37iU+a9bSH8Xb0JgWpA8rnMoko3JyXMrL40g5FRT4kWyiDyWyG9lwKz4AoCn8OFBe7GR06tSpvr6exSnSuXNnDZnf0MhraS+QBrbChj2Ph71RlS0YEjMoyoi6ugpSBiQRSEA8eFBYWhr1rPG9IpTIXlmvVD7tzt5dT/qJdmGaIyvrdF7eZVJCCQl2wcETxbM+7AGMKm9Du3Ztur//yKys8ySS2NkdAADQMfhxoLzYycAZLB2GvbuexBMpJ1I2mZkns7LOxsTYxMRYk3Zhr7lgzygSFwxRYmCgeVTUcuGNp8uFV9PPE152NqRxIVFv8VobeyY1u9+ewqtXLUJDZ1y/vpDEE1tO1PjuehVLo9ib5xvXUQ2jKq5enUTlUDwmZnVU1Irc3IvJyfaKmg8AAHQSfhwoL3YysAar48LOG5F+evCgMC3NKT5+I3uWdHFxOEmT1FQHcUmQ0qs/2Hpt9kp5Na+m/+1lZ0wJNcnQW1zk5OWlYmF442tDBrg3PitSXD9OooraQy2Mi9tQVBRMLWfnz54J571wEQ0AwBv8OFBe7GQ4ODiou4vwlYacn/nRJtTVVZAKSUiwI5nCrq/Fxa2leGDgWEVZ0/g22f5NV3yzG98CAkZTnoSELVFRK3JyzsfE2OTm/pKXd/nu3dDMzJMpKQdiY9cGBY2liLAQ+0ho6Iy0NMfYWFuSa6Te8vM9SL1lZZ3Oz/ehxMLCgMTEHb/+6i68+eQn2uX69fnXry+kEthTIsvK4tnb0IqKQu7fz6+sTGZrlXBDHAAAiPDjQHmxk9HQ0GBpaaknYG1trfgcLAis1wBb+USSJS5uQ0rK/qtXJ9++vcvffyTJFz+/YWFhcwMDzQMCRjWebfrt6dhKz9f29jYl5UQ5xYVN167NIP2UlXU+Lc0pJ8eFvav1WeMDkAAAALQT+HGgvNgpLTowP9hbOAoK/Kqq0gsLg4qKQvLzPVJTHXNzL5JSKSwMvH17d2Hh1cTEHTk5F27d2pqUtDssbBYJoISEzWFhs8vL41k56i5yUZlRUSvu3PFJSTmQl+dKO9Je4kMm3RtfYKLhSUvh4fNCQqZRA3x9ByckbIqIWEpFZWaeJP305EktKSdqf1VVGnvqJh6NDQAAHQIdcKBawoudLed13kWo4YXziq/dYKt5SOuUlNyg9AcPCukr6aSKitvJyfZFRVdJMOXlXU5IsIuP35iU9BMpHtIopFoiI1eK536UlmMrXnfz9OyrTv2Ehc2hMlNTD3l794uOtmRty852Tktzun17V2joDB8fU3HdklIVvr6DqJaIiMW0L7XN338kFUWtImFHKooamZV1jtqJk08AAKB7QGABTTR7frDHAbClOUwP3b+fX1YWSwqJJFFBgR+JlZSUg6Q8rl+fT8rj6lWLyMjl4eFzb93aRqolJmY1CRRSISRQ2J3/4t3+Pj6D3Bvfy+bjM9hdzZMqG29nY+u1+yiWwGRQUJB8nRN7ZZt4W5ynp7HwjMrvhPvmFlDz/PyGKq58io5eFRW1UrEidr8eu/MuIGAUGRIVtTwj4zhpvidPanG7HAAA8AkEFtCENvODVBQTT7m5rpmZJ0maxMVtEFYLzWJ6SDhX9MJ72Ui4KOgelS8wMVJQTipOLLFb2NiLb9lrVWgX4b22AwIDx5BOioxcRmFS0p7YWFvSc3l5l9lr3aidpPaqqtKeCc+Lamh4wt5YwrRgXV2F4jU42hoTY+MuPPsgJGQae42ueK4rJORrqq6wMIg9UIpKxoveAAAAMCCwgCZofsTGriOR8euv7qmpjkyakJwSbiWLJkWVk3Ox6Xkjleu1G6+aDRDP99y4IT9RdOvWNpIvUVErKZEEEztvlJi4Izx8bkbG8YiIpRkZJ9LSnKiu4uIwkkq5uZcSEuxKS+NyclyoPSRrHj+uraxMZmuVmDxi58+kejQAaS8WobqEc1rDamqyWSKePgAAAEAlEFhAEzQ/FOWRv/9w8bwRU1HiuiUWCQ2d7ulpnJi4nYRRVtY5UkLZ2RdJmWVmniwoCMjKOv3wYTlbNq7h2ll7Vi14pBMAAABtgMACmqD54ec3zMdnUONDmPoIl+SGiKGHh2Fa2uHsbOeqqvSiohD2Ere2bjUAAADQxkBgAWWU7iJkmqmurqK8PL60NCohwa6i4jZF6utrCguDqqsz27q9AAAAQLsDAgtogp/5AQAAAEgIPw6UFzulhZ/5AQAAAEgIPw6UFzulhZ/5AQAAAEgIPw6UFzulhZ/5AQAAAEgIPw6UFzulhZ/5AQAAAEgIPw6UFztbzut8FyEAAACgk/DjQHmxU1r4mR8AAACAhPDjQHmxU1r4mR8AAACAhPDjQHmxU1r4mR8AAACAhPDjQHmxU1r4mR8AAACAhPDjQHmxU1r4mR8AAACAhPDjQHmxU1r4mR8AAACAhPDjQHmxs+XgMQ0AAABAC+HHgfJip7TwMz8AAAAACeHHgeqmnerONjU0NFhZWenp6enr69vY2NDXZpcvUUsBAAAAjuDHgeqmnerGz9HRsWfPntkCFHFycpK2fAAAAABogB8Hqpt2qhs/Q0NDLy8vFqeIkZGRtOUDAAAAQAP8OFDdtJPGr1u3bu+9996//vUve3v7J0+esPQuXbqUlpayeElJiZ6eXrPLl6ahAAAAAE/w40B12c5Hjx5FR0cbGRktW7aMpXTq1Km+vp7FKdK5c2cNu7+hkVZvPQAAAKBz8ONAdcRODbonLy9PPFOFM1gAAABAG8KPA9V9O/Pz87t3787iWIMFAAAAtCH8OFDdtNPCwiIxMbGuri45OXngwIGLFy9m6Q4ODuruInylIednfgAAAAASwo8D1U07L1y48OWXX7799tuffvqpra3tw4cPWXpDQ4OlpaWegLW1teJzsCCwAAAAgNaGHwfKi53Sws/8AAAAACSEHwfKi50tB3cRAgAAAC2EHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi50tB3cRAgAAAC2EHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi50tB3cRAgAAAC2EHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi53Sws/8AAAAACSEHwfKi50tB3cRAgAAAC2EHwfKi53Sws/8AAAAACSEHwfa4e1UeUqpoaHByspKT09PX1/fxsaGvmpOb0alLW03AAAAwB/8OFAdsVNpwBwdHXv27JktQBEnJyfN6S2sDgAAAADawI8D1RE7lQbM0NDQy8uLxSliZGSkOb2F1QEAAABAG/hxoDpip9KAdenSpbS0lMVLSkr09PQ0p7ewOgAAAABoAz8OVEfsVBqwTp061dfXszhFOnfurDldXZkaaAUjAAAAAB2HHwfawexUp29e/xksAAAAADSD5nneDoeO2PnG612Dpa7e1qC1q9ABE1AFquhY5aMKVNHhquBHFUmIjnSZ0tg7ODiovFtQXXrTEppXb2ugAz8bVIEqOlYVOmACqkAVHat8naTDd5nKE48NDQ2WlpZ6AtbW1orPwVKZ/gwCC1WgClTxuspHFaiiw1UBgdUM0GUtAj8bVIEqdK8KHTABVaCKjlW+ToIua+9gWrcTMBDtB4xFOwED0X7AWLRDMCTtHfxs2gkYiPYDxqKdgIFoP2As2iEYkvYOfjbtBAxE+wFj0U7AQLQfMBbtEAxJewc/m3YCBqL9gLFoJ2Ag2g8Yi3YIhqS9g59NOwED0X7AWLQTMBDtB4xFOwRDAgAAAAAgMRBYAAAAAAASA4EFAAAAACAxEFgAAAAAABIDgQUAAAAAIDEQWAAAAAAAEgOBBQAAAAAgMRBYr5WGhgYrKys9PT19fX0bGxv6ytKzsrJGjhypJ0AR+qr9vurSgQbUdVpFRcX06dO7du3arVu3DRs2vNK+GIhm80Yjiona9CfGQlpUDoSGdBEMhOSo7HNvb29TU9N33nnn/fffnzNnTllZWdMdMRbtBwis14qjo2PPnj2zBSji5OTE0g0NDW1tbSsEVq9eTV+131ddOtCAuk6bOXOmhYXFXYGJEyceO3ZM+30xEC1EyZdo058Yi9ZAnZDSILAwEK2EUp8PGjTIy8urpqamuLh4/vz5I0aMaLoLxqL9AIH1WiHlRD8PFqeIkZERi7/33nvV1dUsXlVVRV/FXcQfmLp91aUDDajrtD/+8Y905GJx0ljGxsbiLhiI1kbJl2joT4xFq6K9wMJAtDYaRC25jN///vdNc2Is2g8QWK+VLl26lJaWsnhJSYmenh6Ljx8/fv369ZWVlRUVFWvXrqWv4i7iz0bdvurSgQbUdRoJLPrK4qS0FDsTA9HaKPkSDf2JsWhVmiGwMBCthAaB5ebmZmJi0jQnxqL9AIH1WunUqVN9fT2LU6Rz584sfufOnY8++ohdcadIQUGB9vuqSwcaUNdpX3/99dSpU4sFpkyZ8tZbb2m/LwaihSj5Em36E2PRGjTjEiEGopVQ1+dxcXGffPJJWlpa000Yi/YDBNZrRd1/iIEDB65evVpcg0Vftd8X/0uagbpOKy8vJ12lr6/fvXt3Ozu7v/zlL9rvi4FoIdqfwXppHoxFS2iGwMJAtBIq+zw4OLhHjx6RkZEqd8FYtB8gsF4r6q6Cv/vuu+rWYL10X1xZbwbadNqBAwdIbGm/LwaihWi/BuuleTAWLaEZAgsD0Uo07XNnZ+cPPvggJiZG3S4Yi/YDBNZrxcHBQd1dhGvXrmVnsNasWaNyPa+6fdWlAw2o67SpU6fm5+fTKJw7d+5vf/tbamqquAsGorVR8iUa+hNj0ao0Yw0WBqKVUOrzXbt29ejRIyUlRUNOjEX7AQLrtdLQ0GBpacmed2VtbS0+iSQ9PX3o0KH/n8CwYcMyMzPFXcSfjbp91aUDDajrtKNHj9K/w/fee2/QoEFxcXGKu2AgWo83XoQlauhPjEUroXIgNKezCAZCclT2+RtNqKmpETexCMai/QCBBQAAAAAgMRBYAAAAAAASA4EFAAAAACAxEFgAAAAAABIDgfVaUfeqzld9Pac2r/zUsDsRHx8/ePDg3//+9x988MHRo0dbY3cAAACAWyCwXivqXtX5qq/n1OaVnxp2T0tL+9vf/nb69Ol79+7l5eVNnjy5NXYHAAAAuAUCq81QfFVnSx4Np/TKT0XU7U6SaP/+/S9tYQt3BwAAALgFAqvNUHxVZ0tebqD0yk9F1O3evXv3devWvf/++127dp0+fXpFRUVr7A4AAABwCwRW26D0qs5mv55Twys/NexOkWnTprFXGltYWMycObM1dgcAAAC4BQKrDWj6qs7mncFqWo7SY381FEtfWZxEUrdu3STZHQAAAAAMCKzXjcpXdTZjDdZLX/mpYXdjY2MSRix+9+5ddQqphbsDAAAA3AKB9VpR96rOV309p4ZXfmpT7NGjR6dOnSpe45s1a1Zr7A4AAABwCwTWa0Xdqzpf9fWcGl75qYiGt3uuX7++W7du+vr6X3/9tbpV6i3cHQAAAOAWCCwAAAAAAImBwAIAAAAAkBgILAAAAAAAiYHAAgAAAACQGAgsAAAAAACJgcACAAAAAJAYCCwAAAAAAImBwAIAAAAAkBgILAAAAAAAiYHAAgAAAACQGAgsAAAAAACJgcACAAAAAJAYCCwAAAAAAImBwAIAAAAAkBgILAAAAAAAiYHAAgAAAACQGAgsAAAAAACJgcACAAAAAJAYCCwAAAAAAImBwAIAAAAAkBgILAAAAAAAiYHAAgAAAACQGAgsAAAAAACJgcACAAAAAJAYCCwAAAAAAImBwAIAAAAAkJj/Hz8SlsUiaYG9AAAAAElFTkSuQmCC)
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