Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-04-20020718_092200_20020718_140700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/18 |
Start Time | | 2002/07/18 09:22 |
End Time | | 2002/07/18 14:05 |
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 | | -24.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-04-20020718_092200_20020718_140700-constBx0 |
Minimum Dst Value | | -17 |
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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FUk9+Cad9AACAnbLRVdUoFHVqdVfnUFdX9+ijj9LA+vXrT5w4wY3/6quvaExnlnvPdwcSodSTX8JpHwAAYKesdVXlUmnwyJH0umfGMj6CVVFR4enp6eLiQj+2tLSMGTPm7NmzNBwYGEjDra2t91xuZ94dSAZCPaurq59++mnjfdbR0bFjxw4HB4chQ4Z4eXnRj7bHd5Vw2gcAANgpa11ViUjEAlZ1cvI952CMus6srCz21pUrV0aMGEE9KZU03JnldubdgWQg1HPDhg3vv/++8T7z9/d/+eWXCwxoICAgwPb4rhJO+wAAADtlravqaGujjFUulXZpDlVVVd7e3m5ubtyYt99+myb46KOPOrnczrw7kNh9PdVq9XPPPXfjxg3jfebo6BgaGsqGacDJycn2+K4STvsAAAA7xeNF7oxOp2PXYBGlUvnUU0+dP3/+D3/4Q15eXueXK5wO1O7rOWXKlDNnzty6e58NHjy4urqaDVPodnBwsD2+q4TTPgAAwE7xG7Bqamr27NkzatQoGr5+/fqLL74ok8lo+Oeff37ppZeampo6uVzhdKD2XU+JRDJy5Eh2KZXxPhs0aBB3wR0NPPTQQ7bHW/SATT1SHwAAAJ7weB8s8vjjj8+YMUOr1dL4ZcuWHT9+nJvM19d3xYoVnVyucDpQ+64nJeiLFy+yYRzBAgAA4OBO7n3Lvutp7cASrsECAACBQ8DqWwOnnsb77NixYxa/LWht/K0u7nLhtA8AALBTCFh9a+DU0+Q+WB4eHg4Gnp6exvfBsjj+FgIWAAAMLAhYfUso9eSXcNoHAADYKQSsviWUevJLOO0DAADsFAJW3xJKPfklnPYBAAB2CgGrbwmlnvwSTvsAAAA7hYDVt4RST34Jp30AAICd4vFGow8++OATTzyxcOHCkpKS+1yucDpQodSTX8JpHwAAYKd4fFROe3t7WVnZ9u3bnZ2d73O5wulAhVJPfgmnfQAAgJ2y0VXV1Cjq6tRdnUNdXR172POrr776/fffc+OLi4uHDRtG795zufd8dyARSj35JZz2AQAAdspaV1VeLg0OHkmve2Ys4yNYFRUVnp6eLi4u9GNYWNif/vQnGsneXbVq1cGDB++53M68O5AIpZ78Ek77AAAAO2WtqyopEbGAVV2dfM85GBsyZEhWVhZ76//+7//OnDlDA7m5uU899VRjY+M9l9uZdwcSodSTX8JpHwAAYKesdVUdHW2UscrLpV2aQ1VVlbe3t5ubG/sxKCjohRdeaGtrW7Ro0SeffNKZ5Xbm3YFEKPXkl3DaBwAA2CkeL3JndDoduwbrluHRcy+++KKHh8ezzz7b0tLS+eUKpwMVSj35JZz2AQAAdorfgFVTU7Nnz55Ro0ZxYwIDA2mCL7/8skvLFU4HKpR68ks47QMAAOwUj/fBIo8//viMGTO0Wi337rlz555//vmbN292abnC6UCFUs/7Z3KtX1+vDgAAgC093VVNnz79u+++6+pyhdOBCqWe/BJO+wAAADvVc11Ve3v7F1988eKLL3J3auj8coXTgQqlnvwSTvsAAAA71XNdFc352WefTUlJ6cZyhdOBCqWe/BJO+wAAADuFhz33LaHUk1/CaR8AAGCnELD6llDqyS/htA8AALBTCFh9Syj15Jdw2gcAANgpBKy+JZR68ks47QMAAOwUAlbfEko9+SWc9gEAAHaKxxuNPvjgg0888cTChQtLSkruc7nC6UCFUk9+Cad9AACAneLxUTnt7e1lZWXbt293dna+z+UKpwMVSj35JZz2AQAAdspGV6WoUajr1F2dQ11dHfewZxtPN0HAYoRST34Jp30AAICdstZVSculI4NH0uueGcv4CFZFRYWnp6eLi4vJNMePH582bVpnltuZdwcSodSTX8JpHwAAYKesdVWiEhELWMnVyfecg7EhQ4ZkZWUZTxAREfHSSy/pdLrOLLcz7w4kQqknv4TTPgAAwE5Z66raOtooY0nLpV2aQ1VVlbe3t5ubGzfm0qVLzz//fFFRUSeX25l3BxL7rqdYLKad/cgjjwwbNmzVqlU1NTVsfEdHx44dOxwcHChue3l50Y+2x3eVcNoHAADYKR4vcmd0Oh13DVZlZeULL7wgl8u7ulzhdKD2Xc8JEyaEhoY2NDTQnl63bt3UqVPZeH9//5dffrnAgAYCAgJsj+8q4bQPAACwU/wGrJqamj179owaNYr9SANff/11N5YrnA504NSTkvVjjz3Ghh0dHSl4sWEacHJysj2+q4TTPgAAwE7xeB8s8vjjj8+YMUOr1Zq/hW8RWjRw6hkUFOTq6sqGBw8eXF1dzYarqqocHBxsj+8q4bQPAACwU7iTe98aIPVMS0sbMWKERqNhPw4aNKi1tZUN08BDDz1ke7xFD9jUY1UBAADgAQJW3xoI9YyOjh4+fHhSUhI3BkewAABA4BCw+pbd1zMwMPDJJ59MTU01HolrsAAAQOAQsPqWfdfz8OHDw4cPz87ONhl/7Ngxi98WtDb+Vhd3uXDaBwAA2Kk+6aqqq6v/7d/+zcYEwulA7bue5pdGNTQ03DLc78rDw8PBwNPT0/g+WBbH30LAAgCAgYWCjvkBiJ62devWefPm2ZhAOB2oUOrJL+G0DwAAsFNvvPHGkiVL2HGHXnDt2rV33nln6NChKpXKxmTC6UCFUk9+Cad9AACAnaqurnZ1dbX9jXgePfzww87Ozunp6bbXSjgdqFDqyS/htA8AAAAeCacDFUo9+SWc9gEAAMAj4XSgQqknv4TTPgAAAHgknA5UKPXkl3DaBwAAAI+E04EKpZ78Ek77AAAA4JFwOlCh1JNfwmkfAAAAPBJOByqUevJLOO0DAACAR8LpQIVST34Jp30AAADwSDgdqFDqyS/htA8AAAAeCacDFUo9+SWc9gEAAMAj4XSgQqknv4TTPgAAAHgknA5UKPXkl3DaBwAAAI+E04EKpZ73z+Spln29OgAAAPZHOB2oUOrJL+G0DwAAAB4JpwMVSj35JZz2AQAAwCPhdKBCqSe/hNM+AAAAeCScDlQo9eSXcNoHAAAAj4TTgQqlnvwSTvsAAADgkXA6UKHUk1/CaR8AAAA8Ek4HKpR68ks47QMAAIBHwulAhVJPfgmnfQAAAPBIOB2oUOrJL+G0DwAAAB4JpwMVSj35JZz2AQAAwCPhdKB9UM8BsHEHQBUAAAB6n3A6UASs7hgAVQDgtHW0Ualr1VFZ3lhOZeWNSiqbbjZx5bWWa1QWNhTSxOo6dUt7i6pWRaWmXkMljWlqa1LUKGhiKhtaG5Krk+kjVNJslVeVNCahKqGiqUJSJiluKJZVyEqul8gr5aWNpeJScda1rHOF5+Ir488XnU+7miYqEWXUZtD49KvpNEZ+RX46/3REeYR/jv9PxT9ReeHyhQBNQEhJCJUXii8cVR/9VvvtwcyD/hp/Ko/lHGPDftl+X+V+RdN8l/8dfepk3kmaksb7ZvlSeUh16FP1px+qPjx66SiVH1/6mCsPZR2iOdCw7yXfT9Sf0ItmRSXNhP1I4+lFc/hI9dHhrMMfZH5AH6Fh+ggruVl9pv7siPrIcc3xz7I/+zL3SxqmMTSeFk0f/zz7c7YatLgjl474ZPjQu8ZV4Eq/HD96l4b3KfexksbsTdv7ec7nVB7POU7vnsw9SeWXmi+p/CbvGyppu9FnqaSl0Bj61Fear2j6E3knaPgbrX6aM/lnaAwNUxlYEEjTBxUH0fRcSWP+WfxPNkybjo0xn4ZKmtuPRT/SMCvPFp6lpdD8vRXetIPY/PXTFOrfpT1rXNJ8aFfS/KnUD1++QONZyeYWdFm/LNrpNA21DdojXEm7lUq2bsalfs2L9GsefDmYpqHPciWNoWmopGmo7VHJ6v5DwQ9cSduNbUmqxde5X+u3fI4/1YUagFeqF5VsmMojWUdozGHVYY8UD/rgtuRt9EEq96XvozH70/fTu9RIaMoDqgNUvp/xPpU0fpdi17vp73qmetLMqdybvpfKd5Xv0vj3lO/p31W+uyNlxzvp72xP3k4zoZJmSGP2pO3Zo9hDn6K3qNyt2E1jaIJdqbs8UzxpAq70SPZg5e603TtSd9AMdyp2ciWNoYVSSeuzNXkrTcnKzYmbdyTvYOXGhI308XXx62jdqKS1opKWRSUtYk3cGlbSGCppPlTSNKxcKV9J67xEtmRL4pYF0QtoVnOkc4TTgSJgdccAqAL0AhZcjANKTXMNjaRswaIJjaTYodVpKVKk1qSe0p6SXZFRIAgrDaM+gOu96I/1uaJzVH6f/z31UhQa6I8sTUZ/wannpr9rJ3JP0BjqWemvGPUBrKR3P83+lP7M0QfpDxz9CZ4ZNZP+dLJyWsQ0+si4sHGbEjc5hzivkq8aGTyS/gJSOTtqNje8OGaxo8jx9ZjXaZg+SOUUyRQqJ4ZPpHJC2ASTYTexG1e6hLroS7G+HCseS+WrIa9S6RTqZFKODhlN5ajgUfpSpC9poVz5iugVrsSLl9crwa9YLG/vAvMy5Jddw8rRotFcabyzjMcbv2s+nu1049IpxIkrOzP9XaXZmtwuQ34pjdf/dmlUR2vbAS/eX8LpQPsmYFnT04vu6OjYsWOHg4PDkCFDvLy86MfuzUc47UOYKAPRS9eqoxhU3lhOqUhdpy5sKJRXyjOuZtB/21HlUZRvfij8gQLQ8Zzj9E8bDWxK2EQDy2OX039pFF8o01C2oJhCf+hnRs6kkkaOvBNQJoVPotJV7DqSix3GvYvNnsM8gtguzfsSNoZFFttzu9332J7SqA+zNgfH4F/W5HacEpnGKVZ3C0sJ+aWHpizIlca9LxtDkY4+wpXcu2wduK1K79J4Kp1Dnal8NfRVWrR56SRyYiWt0u0yxMn8dXti45fIyVnkTOOppOHbiwu+vVAaz5VsBaidWC5DXWihXEljKBBz5fiw8VRSrqXSONfSu1zJci0rx4ePH3knDd/OxOH6TDxJMumX0tAs2ZS33zWMMf6U8Rg2PFkymUp3ibu+eUdM4UrW4FkunxU1i8rpkdO58cZTstJ4DmyYlVMlU/XD4e4mS6ctYFIar6dx7r+d/sPcuCnZMCvZtmL1ZeW4cNMxXElbm+rLlbSGrKQWSGtOJdWRlbQT2RhW0vRU0lpRSetAJdVljHgMV9LKsJLWlsbQslipHxM+gUbSHGgCKmlYP17sRmtOO5dKmiEraf70YgM08S+lRF/SnuVmyJVsobSSNFtWToucxpX0t2ti2ERW0r9eNBP9cPjt4fnS+VS+FvMaV9IYWpMFMQuoXCxbTGPeiH2Dts9K+Ura7+vj11N7EE4HKqwjWP7+/i+//HKBAQ0EBAR0bz7CaR92iuIRZaNrLdcoHml1WkWNIrk6WVImCSsNO51/+mTeSb9sv0/Vn+5T7tubvpcdBl8hX7E2bu1s6ezXovV/Jtwj3Kl3ZD0T9YKmgSO4O0dTzP9FZtGBBYsxoWNG3jnew/7iG/dhrNeZGqHvaeZI53Dl/Oj5VM6VzqWS/sBRuUi2iCsp5FFJ9aK/5luSttBsPVI8aLZU0p88r1Qvmsm76e/SZIezDlNAPJZzjEaeyjtFpX+OP41hx8BoPH3klPYUbbF/Fv2TOwtzvvg8OwtDwyElIbRVaQuzkj4eWR5JpaRUQmMiyiNO5J6Ir4w/V3gutSY1sCAwqTqJ9sXFKxcpsGZdy5JVyNipw9z6XFGJiMawE4XScilFW9p9lTcqKebSPmWl8qqSBV8qaQJKw7Svm242UUm7niamsuR6CY2nd2kaGmbtgcbQu1TSSFbSp1hJExiXxtPQj1SyFw2zF71l/GJjjEvjj9OiqeQWzS2UrSoNcyWNYRXhqmNcctNTIzf5FKuyyfRUfVbS9DSGldyUVLJDqtyBVfp94c78smHjMeYl7QL6LA2blDT+luGcMpU051t3zi+bTEnjuWE2N4vz5M5KN7U1sVJ/PrqtiRoGldQYjD9rbT2ppClpq7LS+Bw3t5W4+rJh4+1JW5htc/bfl7Xy1t3n1rmSm4YNd76kRVsrbbzu+RGLM6dV7XzJjtB3pjQhnA5UWAHL0dExNDSUDdOAk5NT9+YjnPbRr7A/CvQHjv7e0R9H+ttKffDZwrOfqD/5IPMDzxTPjfEbl8UuWxC9gP7Jo//VKLiwwyG8vFgwYjHr1VD9MSd2jITyCjtGRSFmaexS/Um3hE0UXPak7aFoQvljS+IWCnMUUD7P/txb4f1l7pd70/aeLThLb0WVRVHsoMBBFSlqKJJXyql2rM+g/oP99ef6GPq7f+tOj0WTWSzZiUj2V56V7E8hAEA/IZwOVFgBa/DgwdXV1Wy4qqrKwcGhe/MRTvvoNew/fvrPkp2D+7HgxyPqIx+qPtyatHVj4kbKTHOi5owVj3UVu1Jmus9rI9hpI5obBaMpEVPYAW39QeyLK2lBlIRYMGJHcXwyfNiF1bIrMlqxS9cuSculFU0V7J9m9k85uyScBRoAALBBOB2oUOrJDBo0qLW1lQ3TwEMPPWRjYhvXigmnffCIHYVW16mLGorOFZ77Z9E/9Wfo0vbOj54/L3qeU4gTu0Sme4GJPu4e4T4pfNKy2GULYxZ6pnpuS97ml+PHvi6kPy1VnUrBiBatqlVREmJH/tlRH3YMHwAAeoFwOtA+q6dKpXJycnr00Ud7M7XgCFYvYOekKEgV1Beczj/9XcF3lHXeTHxzYvhEdjFsJ1/6S4xFTlMjpk6PnL5GvmZt3Np30t95V/nucc3xAE2ApEwiLhXn1ufSgthFLbesnO8HAID+QzgdaJ/Vc9SoUe+++25jY2NvLhTXYPGIpRnKN8UNxae0p77P/56C1I6UHZ0PUq+Gvjo+fPzS2KXr49f7ZPgcUR8JLgmm5JR1LUtTr2EXDvd1LQEA+peOtjZW0qu9pYWV9LrZ1GT+Yt/BaLl2rbmmprG8nF46rbahsLBOraayVqWiH68qlfUaTY1CQSOrk5OprEpIoLcq5fLqlJQyieRKbGzxhQs0UHjuXElYWP7p05dFotwTJwrOns3288s7dUp16JDm+HHlvn05fn4Kb+8sX99ULy/Vhx8mb9t2uzx0iCuF04H2WT0feeSR69ev9/JCjx07Zu1bhF3a5cJpH7fuBCnlVSULUkFFQR4p+jvXUZBiX7e+5w2KxoWNmxY57c3EN/ek7aE5nC86r6pVaXVa+u3HJdgA0GtYNKHYQSVlDiopdlBJsYPeosBBMYXiBU1AaYPeopzRVF5eIZM1FBeXisV12dklItHV9PSi8+erkpIobVTExFDaKJdKtadOlYaFaQICLgcH5/j7F507pz56VPvttxQpcr/8kpKH+tNP0/buVX30EeWP9P37KWekvf124ubN9GPCxo1J27fHr1uXuGWLfMWK+PXrZYsXy1etin7ttdilS6Xz5sUsXBg1a1b0ggWR06dL586VTJlCA+GTJkVMmRI2fnz4hAnisWPFrq6hr77KvWgMG/jl5iGjRvH0hZ/7fQmnA+2zej7zzDOFhYW9vNCOjg4PDw8HA09PT+P7YCFgMfrvqLc1iUpEMeUxe9P2Hsg8QEGK3cOGfYHO2oveHSseS5FrY8JG+uDJvJM0EwpS7Gqnvq4WAPQg4+DSqtMfeGbB5Ual/vsf10v0t2nQabU0GcWXtqam6uTklro6Ci6NFRVlEklDQUHxhQu6vDyKLLUqVUFgYHVaGgWX6pSU3BMnKqKjKayUhYVlHjxY+OOPFFbyz5yhXJJ36lSKhwdNQCUlG335xReUUSjKUEbJ/OCD2OXL0995RzpnTspbb4VPnBi3fn2IszONFDk6ShcsoDJq5kz66xUxdSqVksmTqaS8QiWlEyopnXAlBRQqWUa5Xb7yyi9lv8kuPfq6q/qGMtSwWULHjNFvunHjaJPSBqRS4u5Omzpi2jSTknIhlQO4AzXRZ/X8/PPPZ82aVVFR0VcrcD8GTPtgN0S5UHxBUi7ZlLBpa9JWdgPDkdZv9TRKNGqMeMz0yOlr49buSdvzRc4X4lIxBSl2qxhcBQXQh7igQwMt167R73djeTn9SOGGcs9VpZJyD4UbSjzlUmlddjbFmtrMTAo0lfHxlFTKwsMpyhR8/73+XM/x46leXtmff568bVvWRx/FrVlDYUW2ZAklm+gFC1J27KAuM3HzZupW49aupV5TvmIF9ayyxYvp7wRNQKV03jx9OWeOPsRMn64PMYYoQ1lH3x+7uXFRRuzqqi9dXLjempUhLOIYevHbEWf0aH3p6PhLaS30GEqrL/aueWk0n2Cj8HS7NF6uoQwxHsPWzVCGOjv/Urq46JPH2LG0lSh/UBk+aZJ4zJgId3faCLQZKdtFzZpFG0c6dy5FkJiFC2nT0ZbUH8Favpy2OW3hi8uXx2/YQHshcdMm/RGvLVuSNm9O3r49+a23aF+k7d2r9PFRvvdexoEDv7zefz/Dx4eC5qWPP1YfOaI5fpxetK8puRb+8AMNXA4KokRbGhpKZVlkZNH58+XR0dQkrsTGlohElXFxVNakpVFTqc/NrUpIaCgsrFEoqEVRSdGZojC1MWpa1MBoJDU2al2s4VHJcrbFcsB0oPfUZ/W066/m2dGqmmM3WvTL9vtM/ZmL2IXdW9n86NSo4FHsbsWr41a/k/5OgCZAWi5V1CjY/Q/7uhIAdoC7SoZe1OtQ10LdEnVClG+oQ2IXwbALX6j3op6sTCIpj4qifo46Oe2pU/nffZft55f71VeZBw+qP/uMQk/W4cP6E0z79lHooQH5ypXU0cYsWhS/di3109QlU9yhvll/wMDdnTp1FmVuH49h8YUdjzF0/CGGKBBiFFOCjUtrEcRmeTvcmAUR4/Bxe7lsHViEMsQpFrBuhy1D/GIhjCqlj2WTJukjmru7Pq5Nm0Zl1OzZ+gA3d65+2BDj2HD0/Pn6qLdkCS0ift062giJW7ZQzkvbvZvyCgWR+PXrL/n6pnh4ZBsuGMr54gsKKNpvv9UfITt7liLmZZFIExBQHhFBWaQiJobyR1VSEu2X2oyMUrH4WlYWZQ5dfn6lXE67kvadceag/Vuv0dDupp1Le5wFXHqL2gD9SO2BxV9W0khqJ6y0ax2Gf63Ny3bD6YvWVh39yMobNyrtugPtEqHUk1921z7YvZqOqo9+fOlj9riGkXc/aWu0aPQY8ZjXol/bpdh1Iu+EuFTM7pGNI1IwsLFDPuxKYer/aID6QuodKfTQv+bUg1YlJlLuYf/fF/3zn9pvvsk/c0bz5ZfUAVMnTYlH+d576e+8k+Lpmbx9e/yGDfLVq2OXLYtesIC6fP2FMhMnUkqgiGP4UqxTsKOj8RGRXnpZOR7DohULOrfP8hiiGIsykYYQQ5FFH1Zef11/jGr1an1k2bCBKkXBjlJO6s6dVFPl/v0UXDI/+CBuzRpKJ5RmKLhQBMw9cSLVy4uSIoUY2mgUYmgbqg4dKgsLo8muyGQ0QXVyckFg4LVLl+it+pycEpGoIT+fQkxDURGFmBtVVbQLWhsaKL6wq6PYlVJUstOO7BQkOx3Jrqlih0lYZGE7d2Dg8goN3LzZRAPGL8ou9GpsLKf40tBQSC+dTltfr6mrU9OrtlZVU6OoqkqoqJCVl0eXlUnKyiJLSkSlpWFFRecLC3/Mzz+dl3cyO/uzS5eOZmYeUKk+VCrfVSrfUyh2paW9nZz8j+TkbXFxqxMSNsTGLpPL10RHz5fLV0VFzZTJFkdETIuJWRgePjEqam5Y2LioqNlUSqXz2LBY7BIZOT0kxDkiwl0kcpRIJlJpdx1otwmlnvyyl/aha9WdKzx3Ov+0/jJzwwXpxqHKVey6Qr7C95L+0fTseRF9vb4Athhf6EN9KnWi7MwX9b7sQAK7BrkyPp469eKffqK+XP3ZZ9S7U9cet3p14qZNssWL49aujVm4UL5yZdSMGdGvvSaZPJmSBGUgGghxchK7ulKeYIdY+vBl7QIXyaRJ+gtZZswQu7hQsqGgE/vGGxJ394SNG/Wn7Tw8qF4Z772XsGnTJcOxrtyvvsrw8Sn44YcsX1/aMjn+/hQWKRpWGy7Qrs3I0F/5VFBAI5sqKmgDUpSpValM4otxZBlIbhqOxLcYHn5AuYSCC+USCiuUS+gtCiUUWSiXNDfXUDRpbCylXFJfn0u5pLY2g3JJdXUqlVVVSQUFgRUVMZRRysulGk1AcfGF7Gy//PwzavVRrfbbrCzfvLyvMzMPajT+GRk+avWnSuW+rKzDCoV3evp+Ci6UYOLj1yUlsQSziRJMfPx6KuPi1kZHvxYbuzQqahYFGolkckTElLAwt/DwCWKxG8UXsXgsV4aEOIlE9BoVHEyvkf38ZS8d6P0TSj351Z/bB+Ukabk0qCiIEtU86TyTUDUhfMLWpK0BmgDlVSV7rApAb2LxiPpv6rCrk5ObDNc4X8vK0n8tKy4u28+vIDCQkoH6k0/i1qxJ272bcgPFBcoQscuXU8iInj9ff/5r6lRKG+wsEjsAc9elM70SgOjFvpxFmUxsyGfhkyZJ586NmjUrdskS2bJlFHrolfb226menqoPP8w8cCD788/VR49S6KGgU3D2LKXAkrAw/TfRZDLji11os3AXuDQUFppc4MLiDtuMA+kIjTF2tKbVcJeWG4bHJDQYnhBVV6emAESh5+bNhspKeWNjeWmpuL4+hyJOVVViTo7/5cvBFF8o3KSkeFCUoaSiUn0YG7s8LW2PVDonNXWnROKemLiJEsnFi6tCQpwpwYhEjlFRc6jXpwRDZVjYeCoptVAZGjrGUL5KJSUYKmlio3KUoXyFK+36JRKNNlTchWpHAY7qS5tCLB4TEeEuFuuPRdGmk8kWR0XNvHhxBW1MuXxVdPSCxMTNMtkS2tpxcWtoI9MGp5KGFYrdXJmZeYBy5KVLvpQpaR9R2Z87UH4JpZ786oftQ1OvSalOWSlfueLiCv0pP6O7oruKXZfKlh5VH2X35OzrNYUBgvXxOq2W+n72nfZSsViXl0e5oSImJsvXt/Ds2RQPj6yPP5bOmZO8bRvFI/mKFZSHpPPnB9/5utbt65eNr1zmKyRRBqIQ5upKGYjSD7306Wf2bNnrr9MK6K8dXro0/u9/T3jzzRTDZcLpe/emv/NOxoEDlO0oA1EAuvzzz5R49LcCSk6+qlTWqdX1Gg0lHkqHFIDYmUR2ITm7nmagxh12GQ073sMuo7l+vYRGUtyhkdXVyS0t16qqEpqaKsrKJDpdQVHR+atX07XaU1VV8uxsv5KSkMzMg4WFZ6ln1Wi+pL6WRlK/q1J9QH1zRoYPlampu6jnTkl5i6JPfPwGij5y+Qrq76Oj51NJbxkC0FQqw8MnGmLQOJMYRB8xlL9En+Bg49BjOwC9YlSax6ZXjMY4mpR3lujIZRRWhoY6G5UurDRkFy7BOIeFTQgLc5NIplC2i4qaRRWk+kZGTo+JWSiVzqM0YziCtfzixeW0TRISNiUnb6eMmJ7+Dr0oR7LhtLS96en7MjM/pASTl3dCqz1JcZO2dmHhD4WFP16+/DPtjrKySEqilZVxlEqvXs2gnUX7jnKqTqetrVVRTq2v19BOpAHaoc3NNbRzaYCdi+QaAI/6YQfaQ4RST371k/ZBaamwodAnw2dHyg7qUsaEjuG6F+dQ5+mR09/PeF9SJmGPsgewhkUldisgdpVumURCAzn+/iUhIQpvb83x43Fr1mQeOiRbsiRt926Ju3v8+vUUX6INXxNjl+ywa5ONr562fVRJZOWSoNAxY/TnwqZMEbu4UBiKmDYtfu1aWi5lNVoHWhn97QoPHEjbuzfn2DH9ES/DoaDSiAj9MTDD9VK05vSiAMSuL2bpp6+3cQ9ifSHrFxsaCikDUfdJP1L0oSRUUSGrq8suLr7ATmaVlYXn5PjTj4ZTV99Q95yd/Vli4paMjPfl8pVpabujoxdQRx4RMS0hYQOlGRpJUSA2dinFAql0AQUFSgCGoDPJEHQmGEo3m0d9RpuVo0zKOye2TMdbCjSjjUpnblmhoa7Bd44/SSTuVEqlc+kjMtlSQ1xbQ3WhjEJZjWpHkS49/V0W8qjutAVoO2g0X7EgSFuGcgmlQAolGk0AbbH8/NMVFTGG4JjGThGy04WUV3S6fMMJxHLa2jduVFJeoS3P8grbF7QL2NVRtJtognbD9x24BMOyC+8Jpp/rJx1oLxBKPfnVt+2D/ms+nX/6qPqoo8hxQviEkYZbJ7CjVs4hzhvjNwYWBKrr1H24htAfGJ+Go/BRk5pKceTyhQupXl4UTfTft9+9O3zixPi//50CTcyiRcF3vpwVzo4tsa+bmR9bMv4OvHE8Yl8NM3yKfR2MfYVNOm8eBbLEzZtpEWl79lBIUh06pL+V0fff629xFBND63YtK0t/XXNh4VWlkn3VjvuC1YDELkymjpYdNqAXdcyUiqirrq5OoS6c+u/CwnP0ojCk0Rynjl+lOpSa6qVQ7DJcqbMxJmaRTLaYkkRU1CwKEBLJZMNxEVejIzqWT2ndfbSmMye2TKe/E32Mg46TUdwZw4UtsdjNEMX0p94osbHQQ2VMzOtUyuUr6CNxcevCwsYlJf2DSqqgVDqHog8FoMzMQ5SHNJovaGRe3rcUgIqKfqTtUFISolYfLSuLys09QZmGImN9fR4lIcou9COlFp1Oy+LmrTvBpQPf1OlnELDAlt5vH20dbcnVyRcuX5gZNZNdWTVaNJq7vmpO1BzfLF9ZhQxf+hMIiiAURCrl8vrcXP2lPCEhaXv3Zn/+eezy5Sk7duiP/RhuR8TunciuVbIQmKzd2ofdyIddWz1hApWRs2bRW7HLltGcEzZtohyWtnt3/Pr1lNgoKhUFBeX4+1fIZIXnzlFUorVqrqmpU6vZZUN9val4Q/00+6o5OxRBL/YVrcpKeXl59OXLPxcW/qjVfpOXd0Kt/iQz8wOlcr9CsTM5eXtCwpvx8RsuXlxOwYLyUETE1PDw8XcuTB7N1zU0FoOR8dGguwOQK3ekJypqtuFIz+uGuLOWViwxcTPlIUo2FOMo7sTGLlepPoqPX3/p0tGUFA+KO0rlPoo7WVm+paVh2dl+FRUxLO7k55+ur88pLr7Q0FBUXi5taamjyMhOJtIGvG44lM4uKu+hc09gFxCwwJbebB/qOrVXqteGhA36E38hzsaXq29M2HiO/s1tKESuGhjYySydVku5hPIKhRX9t+F+/pk9Z0N/06N//EP/9bHXXuOOD4nZ/RitxKa7jioZvoEvmTKFyphFi0KcnRM3bYqaOVO5f3/cmjUUlVK9vArPnlUdOnRFJisIDNQVFFQlJNAqsS+UsdOI9o6dl2lsLKecVFur0unyKypkNTVphYXnLl8WaTQBublfqVQf0is1dadC4W249mVjdPRrlI3CwydJJJPF4jGhoa9SZGGHhXrs9csJMopEhu+3T6IAJJXOM5y2039DPjFxi1y+Mj39bRpQq4/Q2ublfaNSHSos/CeFnrKycAo9V67IqWq1tRmlpeLGxlLKgs3UtmoU7LtybFPcuhN6cKQHegcCFtjSC+1DVav6ofAHSlRTIqZwJwHHhI6ZGjH1I9VH8kp5TfPAOTYgBOyRq+xaaYovxT/9lOHjoz5yhMJNyo4dFHQuGp7gwU7SsdsRsWAUYnTXx7vu4siOM7GTcYaroCh4UWxKfustyk+XPv6YAtPloCBKTtXJyUXnz7Pv4bNbe9+y5y+gsYMf7JIjSgk0QLnh2rVLlCTKy6U5Of75+WcyMw9eunQ0NdUrLW1vXNzqxMSNlEhiYhaKxS4UUCiv9NChI+70meFLWPpLmCMjp1Myi45eGBU1Oy5ubWzsMopuycn/yMw8oFTuy80NoDBUXPyT4SofWUmJiNIe1UKn01ZXJ1PVaICqSTGIHTy7hRgE9g8BC2zpufZR2FB4SHVoa9JW7qJ1Fq2Wxy4P0ARQ6uqh5cL9Y8+rr1Eo6JV/+rT29Om0vXsVu3ZFL1hAieeX2woYXQAebHwBuNEVTrdP0hkCFjtSxY45pRjCE7u30+XgYE1AQF1OTrlUerOpqcHwZE97jE3s8EldnZoGKGTU1+cVFZ2vrIzXaAKKioIyMnxycr5ISNiUmrorImKaXL7CcOvCWYZLjsZxFwDxd/ufUTRDsfhVsXgsBaPIyGlS6VzDzRVXJCVtTU7eTuuTmflBbu6XWu3Jy5eDiosvsC9nsZs63rhRyS5qZhcy4xogAHMIWGAL7+1DXaf+qegnd4n7tEj97UDZg2tcQl0Wyxaf0p4qNxzGh75F2YXyU2N5eVVCwpXY2NwTJzT+/hR0krZujZo5M8pwlRK7bokdYbJ44wDue3bs6R/RhqeaxP/97+xUXfz69XknT2b4+JRHRWlPnWrIz6+QydruhCd7ueibHWHS6bQ3bzZQYGpoKKLAdOVKbFaWb37+mcTELZmZB2SyJUlJ28PDJ8bGvkFRiV0HzS4PuvvLZV27vRB3AIl9H14sHiORTKZXdPT8ixffSEzcmJKyQ6l8T60+QgmpoCCwpCSkrExSVZVgOF2obWwsb26uoWzE7pSNYATQExCwwFRPPDaxprnmfNF5z1RP7ngVi1YLYxb6ZvkqahS8LAU6j12XzZ4NVxAYmPvll4pduxI2boyYNk3/cLdRo0TGx5/MX+z4kyFChRsuD49dsYI+q/TxSdyypejHH3P8/esuXSqTSOwuNjEUQSh5GGJTgeEG1tEsNiUkbMrI8ImKmhkf/3fDnRtnB9+5WRH7Fr3x9/PvdV32L7cXYtdlh4WNN1x+NDc6ekFCwsb4+PXp6fsN36s/np3td/lykOG22smUk9gTQighse/Dsyuu+nqbAcBdELDAlvtvH4UNhX7Zfqvkq6hbdgp1YrcDnRYxLUAToK5T46k1vaBVp7teUkJZR3vqlHL//sTNm6Vz54a5uYlsPybF6CooilA0oH/oysyZqg8+SPXyKj5/XhMQoMvLq5TL7e47dJROKJGUl0vr6nK02lPl5RLKTDRguEfzO5SW2L0f2Q2v774XgGlsunOHRvbltdHc9OHhEyg/RUe/Zrif5HoKTArFrpQUD43Gn92RsrDwXE1NSlmZhFaGPaWE3dPyJp4vDjBQIGCBLffTPlS1qr1pexdEL+C+FTgratYh1aHk6mQe1xA47L5KlHgu//zzJV/ftD17ZIsXS6ZMYVc42Q5SYspbFKFWrYpZtEj14YcKb++SkJD806cbioqqk5M72trY82X7P3ZEx3Dkqdhwt8kICk8aTUBs7HKFYqdY7CKTvW4lPDkaHVsyPsKkP7Z059v++pswxcQsMny3fxclp5wcf8Mti0Ipn7G7MrK7RSMqAQACFtjSvfahqFF4pXrNjpqtP2oVoj9qtUS2RFQiqjQ8bAvuU3tLC/ua3pXY2JxjxzIOHLi4bJl07twQJyeRtTN6d4IU5a2wceOSt22LX79e+803moCA+rw8e4lQzc01lFqqqhJ0ugLDE2ejKDzl5n4VF7cmNdXL8Ni1N4Lv3PSI3fCaxSNrz/1gAYvdFDsycia9FRe3Viqdo1S+p1B4Fxf/lJt7gsUmWnRtrYpiUysewQQAnYOABbZ0tX0YRyvnUP1Rq82JmxOqEnAqsNvYV/ZKxeLCc+cUu3YlbtwY5uYWYniwnY2XmKZxdo5bty5uzRr1J5+ojx7V5eXVqvTfzeyf93liN7fU6bQUZQxPE4s3POHk6/j49ZR1KDzJZEuC79wsmx1PunO1k/HzaEdxR6TYFVHh4frwxJ4lwm4LTrOlGZaUhGi1p9gzQCgzsZti45gTAPAIAQts6Xz7UF5V7lPumxE5g7uM3SPFo9DwZHjoPMpSNyorKUvlBgTErV0rW7zY9nGpUHrXcOdx2ZIl6iNHsnx9q5OS2F2gKDb0dW0suHGjkiJUebm0qiperT6anf15XNyaxMTNhou753Dh6c4tCcyfPjva6MjTRC48JSa+SR/PyjqckuJRXHxeowlgR55aWq6x+0ziVtoA0MsQsMCWzrSPmuaaC8UX5krnshsuUOmt8MZzlzuDHZ0qOn8+/8yZ+HXrLi5bpr+o3HqckkyeLHF3T9uzR3+Dg4iIMomktaGhH15gToHm+vWShobC4uILJSUhGRk+GRnvUwCKjp4XfOfxbewk3d2PfnPkohWbJipqjiE8bYqOXkDhKTXV6/LloOxsv9raTC483cJzSACgX0LAAltst4+W9hZFjWKFfAV1/uPDxlO5LXkbLrSy5mZTU1tTE6WiyyJR8rZtCevXhzg72/gqX9TcudELFmT5+mb7+V27dKlWpepvDwZmj2GhV37+6by8kykpHklJ/wgPn8ied3vntgXG37x7xSxC6R8Pl5y8PTZ2eU6Ov1K5r6IiuqAgsKmp4upVJU7bAYD9QsACW6y1j7aONk29ZnPiZgoCbmFu7DJ2rU7by6vXn1ESolelXF4hkym8vVO9vMQuLuz+nJbj1KxZMQsXXjpyJMffvz43V6ftRxuTUg67mwBFn+zsYxSk5PLVYWHjWEiy9Ky6X4IUu0dUbOwyicQ9I+NAaqpXWVkYF6Fu4fgTAAxQCFhgi3n7YNFqW/I2dkcrKmdGzTxfdB4HrkitSlWbmak6dChj//7wiRPDxo+3FqfCJ02Kmjkz88CBbD+/2oyMOrW6r9ddr6OjraXlGmWpigpZUdFPmZkHExI2RkRMCwtz4+72ZC1IUX4yXEiuP52Xne2XkeFz5UpscfGF5uaaBlyKBwDCg4AFtpi0j5b2Fhat2GXs0yOn+2b5quv6RTjofeyUX/GFCwWBgbIlS2RLl1r9Tp+ra9iECWm7d1P2qrx4sUah6Ghr6/On6VH0qa/XlJdLNZoAykPx8esiIqbaeDwwu2qKBamkpC2xscvz8k6p1Ufr6i5VVspZOOvbGgEA9B8IWGCLcfugLOUocrx91CpyJv0owEcyN9fU0Cvbzy/r8GGxiwt70J7JSzR6tHjMmMTNm9Pefrs0NLRSLqco1ofXTrErma5eVZaUiHJy/NPS9ly8+EZ4+CR2jZS1B7mwb+pdvLgqOnpBTs6xrCzf2loVC1K4FxQAwD0hYIEtrH1IyiSbEjaNFY+l+OAe4X4w86DScPWMQDSWlzcUFWUePKjct0/k6Bhi6cboUbNnX3zjDe2335aIRJTA+vBeUy0t1xoby8vKJPn53ygUu+PiVkdGzrCepW5fQWU4DzguI2O/QuFdVhZRVHS+paXuOr4KCgDQXQhYYAu1j6Pqo+PCxlGImCyZvCZuDYWtvl6p3qAPVcXFaXv3pu7cqX+qsVmoEjk5JW7eTKmrOiWlDy9Ib23VNTfXlJSItNpTSUlbZLLFd+4gZfklFo813K98nVy+Uqv9OifHv6GhqM5wkhdPCwYA4BECFthC7YPSxKTwSVT6Zfv19er0rJtNTTcqKykzpb/7rv4enneHKtGoUWFubsp33809ceJ6SUmfPFiGPaqlrExSUBCYmuoZF7eW4pSlL/HdfkVETAsPn5iS4pmcvK28PJo+2NbWhCulAAB6AQKWfRCLxW5ubo888siwYcNWrVpVc+fekh0dHTt27HBwcBgyZIiXlxf9aHt8V7GAtS15m27gXnbTqtPlnz6tOX48xNmZIpRxqApxcpJMmUKRiyag7NXLJ/7Y02NqahSVlReVyn2JiVvDwtxsHKCKipoTFTVTrT5Kr9raTPrgLdwEAQCgjyBg2YcJEyaEhoY2NDRUVlauW7du6tSpbLy/v//LL79cYEADAQEBtsd3FbWP5OrktgF38qi9paVcKi0OCpK4u0fOnGly+o9iVoaPT0FgYMu1a738Xb+GhsL6+tzsbD+V6kBU1Izw8Ek2jk7RKzPzA5XqUF1dTp1Qv8sJANA/IWDZH51O99hjj7FhR0dHCl5smAacnJxsj++qAdY+rpeUXMvKiluz5uLKlfos9corv5wBdHZO2rpVffRoY3l5r33j7+bNptbWhuLiC4WFgXL5ipiYhdbiVFjYOHqlpe3JyPC5ejW91vD9TVw1BQDQbw2wDtSGgVPPoKAgV1dXNjx48ODq6mo2XFVV5eDgYHt8Vw2A9tFy7Rrlqgwfn9tXVjk7G19WFbt0qXLfvurk5BuVvXSj1Lo6dW1tBuWk1FQvsdglNNTF0jf7RoeEOMXHb0hO3nb5sqisTNLe3oKTfQAAdmQAdKCdNEDqmZaWNmLECI1Gw34cNGhQa2srG6aBhx56yPZ4ix6wqceq0oM62tooV+WeOJH18cciR8ewsWONzwCGjhkjX7Gi6KefalU9fh8vdh1Vebm0pEQkl6+UyV63doxKKp0vky3JzT1RUBB440Zlc3O/e4QzAAB0np12oN1gZ/W0mG+io6OHDx+elJTEjcERLGM3DfdVz//uu7Bx4yKmTdPHqVGjuFwlcXfPeP99mqCnzwC2t7e0tTXl55/Ozf3KcKXUVEu3S3ARi93S0vaoVIeuXk3HFVQAAAOMfXWg98Pu6xkYGPjkk0+mpqYaj8Q1WB1tbVUJCRXR0TGLFsW8/rpJqBK7uqZ6eRUEBvb0lVU3bza1tNRpNAHZ2Z+Gh08Ui8eZh6rIyJmxscu12m+Kiy+0tjbglB8AwADW/ztQvth3PQ8fPjx8+PDs7GyT8ceOHbP4bUFr4291cZf32/ZBuaqhsDBt796kLVvY/RR+OQP46quyJUvUR49WJyc31/Tgibbm5prGxgq1+qhK9aHhiNRY81All69KSXmrvFzKbpoAAAAC0W87UN7Zdz3NL41qaGi4ZbjflYeHh4OBp6en8X2wLI6/ZecBi3JVpVxeGBgY4uwscXfXX6hu+CagaPTo8AkTkj08SkSiHr2vemNjOYUqlepQRsZ+kcjR/BE0NDIxcZNSua+2NgOPmgEAEKz+1oH2HKHUk1/9p32wbwImsuNVRt8ElM6dm3fyZI2iB48PUai6fr00M/OgQvE25aeQkFfvTlSjQkKcUlI8KXXpdFpcnA4AALf6Uwfa04RST371efto1emqEhKkc+ZI583jrq8KffXVi2+8oQkIoNTVQzcCNTwyuVSp3KdQ7KEUZR6qxOIx6envaDQBFL9aB+5t7gEAoHv6vAPtNUKpJ7/6qn2wU4F5J0/qb7IwYYLx8SrtqVM9dHsFClU3blRmZflmZBwQiRzFYheTUBUW5qZUvqfVnqLJbt7s1cfmAACAfUHAAlt6v30019Tknz6dunMndypQNGpU+IQJyn37dFot798EpJzU3FyTne2XlfVxSIgzRSizUDVBqdzPQhW+9wcAAJ2EgAW29Gb7qNdoKEWxh9iwbwWKXV3jN2woOn+e92VRrioqOk+xSSx2CQ+fYPZcGv0dqnJzTyBUAQBA9yBggS290z6qEhLkK1dK589n3wfU3xR0ypScL77g/VRgVVVCeXlURMS06Oh5hiz1CheqQkPHpKR45uT4X79egtN/AABwnxCwwJYebR/sxusSd/eIKVO4Gy7ELltWIZPxeP+q1lZdQ0OhQuGdmLiF3UaBC1XseX9ZWb719ZqWlmt8LREAAAABC2zpofZB0Sr3xAn9Bezjx7OjViHOzml79+q0Wr6+Fdje3lJSItJqvw4JcTY+CUgBKypqZkrKW5WVcgpevCwLAADABAIW2MJ7+/glWhm+G0jRKmrmzGw/P76uXqdcpdNpU1I8EhLWGx+vMuSqWVrtqaqqBF4WBAAAYAMCFtjCY/torqnRBAQYR6uEjRuLL1zgZeYdHW3V1cnFxRfEYheJZIrJSUCNJqC5uYam4WVZAAAA94SABbbw0j4aCguz/fz03wocN07/DcHRo+PWrOErWrE7V6Wmehni1GjueFV09MLLl3+ur9fwshQAAIAuQcACW+6nfXS0tdWqVBnvv6+PVmPH6ksXl7jVq0tEovtfsevXS6qqEqOjF0il8wyJ6hVD6SSXr8jO9sMV6wAA0LcQsMCW7rUPilZXlUp2s9BQV1d9tHJzS962rUwiuc/1aW3VFRdfyMo6THFKLHblTgVKJFPy8k5WVyff5/wBAAB4gYAFph64W5c+S9GqTq1W7NrFRauwCRMU3t6Vcvn9rFJHR1t9vSY11Ssubq3RqcBREsnktLS99BbuXAUAAP0KAhbY0qX2Ua/RsGjFTghKJk/O8vW9z5uF1tWpS0qCQ0Kc2aXr7FSgWOyqVO4vLRXfz5wBAAB6DgIW2NLJ9qGPVt7ePEar5uYarfaUQrGb3WOdOxUoky0pLr6A+1cBAEA/h4AFttyzfTSWl5tEK9WhQ1eVym4vsb5eo1B4X7y4gjsVKBKNlsmWslstdHu2AAAAvQkBC2yx3T6U+/ax7wZSGT5pUoaPT7ej1fXrJSUlIRKJe0TENO4GofSjWn0EtwYFAAC7g4AFtlhrH/mnT0vc3cMND7qhaEVJq0ah6Mb829tbKivlWVmHuG8FikSjqJTLV9B4HLICAAA7hYAFtpi3jwqZLMXDI8xwy9Cw8eNpuCqhO0eYbtyozM8/nZS0xXCV1auG0jkqakZ2tl9jYzkf6w4AANBnELDAFuP2odNqc/z9JZMn649aTZggcXcvCAzsxjzr6zUZGT6xsW8YrrJypjI8fIJCsaeiQsbfigMAAPQlBCywhbWP9paWq0qldM4cdtSKysyDB7sxN4pQsbHLo6JmcRewR0bOzM09UVen5nvFAQAA+hICFthC7aOjrS1+/Xp9tDKcFkzcsqXlWpcfRFNUdD48fGJ4+GQuWsXFraa8hWfaAADAgISABbZQ+xC7uIQbopVs8eJKuby9paXzH29vbykoCBSLXShdGaKVU0iIs0p1qL5e09HR1nOrDQAA0LcQsMAWah8UrSKnTVMfParTajv/QYpWubknRCLHsLDx7AJ2qXSOVnsKuQoAAIQAAQtsofYhW7KkVNyFh9K0tFy7O1qNiY5eUFDQncvhAQAA7BQCFtjSpfZx/XqJSvXLHa1CQ13k8pXFxRd6bvUAAAD6JwQse1JdXf30008b77OOjo4dO3Y4ODgMGTLEy8uLfrQ9vqs62T5aWq4plfsM0WqsoRwXG7sc0QoAAAQLAcuebNiw4f333zfeZ/7+/i+//HKBAQ0EBATYHt9V92wfzc01mZkHKVSFhY01lOOTk7fhjlYAACBwCFh2Q61WP/fcczdu3DDeZ46OjqGhoWyYBpycnGyP7yob7aO9veXOUStXw81CJ6WmeuG5gQAAALcQsOzIlClTzpw5c+vufTZ48ODq6mo2XFVV5eDgYHt8V1lsHxStsrJ8uaNW4eETcdQKAADAGAKWfZBIJCNHjmSXUhnvs0GDBrW2trJhGnjooYdsj7foAZuMp+SiFTtqJZFMTknxqKyU81hTAACAAQABq58yyTcvvvjixYsXube4yXrzCJZafTQkxJldxi6RTIyPX19WJunebAEAAAY2BCz7YO3AUu9cg1VQEBgRMY2LVnL5SkQrAAAAGxCw7I/xPjt27JjFbwtaG3+ri7tcf6NR2ZLQUBfDtVYTaBjRCgAA4J4QsOyPyX2wPDw8HAw8PT2N74NlcfytrgcsdvOF8PCJuBs7AABAJyFggS3UPkJCnLXaU329IgAAAPYEAQtsofaBxzMDAAB0FQIW2CKc9gEAAMAj4XSgQqknv4TTPgAAAHgknA5UKPXkl3DaBwAAAI+E04EKpZ78Ek77AAAA4JFwOlCh1JNfwmkfAAAAPBJOByqUevJLOO0DAACAR8LpQIVST34Jp30AAADwSDgdqFDqyS/htA8AAAAeCacDFUo9+SWc9gEAAMAj4XSgQqknv4TTPgAAAHgknA5UKPXkl3DaBwAAAI+E04EKpZ7374G79fXqAAAA2B/hdKBCqSe/HgAAAIBu6es+vJcIpZ59qxfaU08vYgBUYWAsYgBUYWAsYgBUYWAsYgBUYWAsQjixqfOwRXoDfnmwCHuZPxbRT+aPRfST+WMR/WT+9ghbpDfglweLsJf5YxH9ZP5YRD+ZPxbRT+Zvj7BFegN+ebAIe5k/FtFP5o9F9JP5YxH9ZP72CFsE+gv8fvYT2BH9BHZEP4EdAd2DdgP9Bf6K9RPYEf0EdkQ/gR0B3YN2A/0F/or1E9gR/QR2RD+BHQHdg3YD/QX+ivUT2BH9BHZEP4EdAd2DdgP9Bf6K9RPYEf0EdkQ/gR0B3YN2AwAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsKCnPHCHxZHmb3E6Ojp27Njh4OAwZMgQLy8v+tH2eLDN2tZWKpUTJ0587LHHnnzyya+++sr8g9gR/OrMb8TgwYPNP4gdwS+LOyI/P3/atGkOBjRAP5p/EDsCugQBC3qWeXdyz4/4+/u//PLLBQY0EBAQYHs8dIbJltdoNE8//fTp06dra2uLi4sXLVpk/hHsiJ5g41fA19f3rbfeMh+PHdETTHaEo6Ojt7f3NYOdO3fSj+YfwY6ALkHAgp7V+YDFvUV/2kJDQ9kwDTg5OdkeD51hsuUpUX322We2p8SO6AnWfgVaWlpGjBhRWlpqPiV2RE8w2RH/+q//qtPp2HB9fT39aD4ldgR0CQIW9CzzgDV06FD64/U///M/R48ebWtrM59y8ODB1dXVbLiqqsrBwcH2eOgMkx3xxBNP7NmzZ9iwYY8//viyZcvov3bzKbEjeoK1gBUQELBixQqLU2JH9ASTHTFv3ry33367rq6Ofhd2795NP5pPiR0BXYKABT3LYnfS3NyckpJC/+dt3brV/N1Bgwa1trayYRp46KGHbI+HzjDZEbT1lixZUmmwcOHCN954w/wj2BE9weJvRHt7+3/913+p1WqLH8GO6AkmO6K0tPSZZ55h12bRQFlZmflHsCOgSxCwoGfZOCdYXFxs8V89/JvYE0x2BG1M2oZsmDLW0KFDzT+CHdETLP5GBAYGTp8+3dpHsCN6gsmOGD9+/M6dO7lrsOhH849gR0CXIGBBz7IRsEpKSp544gnz8bjQoSeY7AhnZ2fKVWz4ypUrFgMWdkRPsPgb8de//lUul1v7CHZETzDZEY8++qi1a7A42BHQJQhY0LNM/ootXLhQpVK1tLSo1Wr6H/HNN980n/LYsWMWv5JjbTx0hsmO+OqrrxYvXsydIjS++gc7okeZB6yQkJDRo0fbmBI7oieYf4tw9+7d7AjWrl27jEMSdgR0DwIW9BSLt7z64Ycf/vKXv/z6179+7rnnvL29b9y4YTw9G+jo6PDw8GA3pPH09DS+2YzF8WCbtXuPvf3220OHDh0yZMjSpUstXuSOHcEvazvC2dk5KCjI4vRsADuCXxZ3RG5u7uTJk/+fgbu7u1arNZ6eDWBHQJcgYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFvQIsVjs5ub2yCOPDBs2bNWqVTU1NWx8V5+Wam0+Jqx9vDNP0jWZ0nhkZ57/CgAAYA4BC3rEhAkTQkNDGxoaKisr161bN3XqVDa+q09LtTYfE5152Kq1J+ka68bzXwEAAMwhYEGP0+l0jz32GBu+nzv1Gc/HxD0/bv4kXYs6//xXAAAAGxCwoMcFBQW5urqy4ft51oTxfEzc8+PmT9K1qPPPfwUAALABAQt6Vlpa2ogRIzQaDfux209LNZmPCdsft/0kXWPdeP4rAACAOQQs6EHR0dHDhw9PSkrixnTvCJb5fEyuSbf9cfMn6Vq8pP1Wt57/CgAAYA4BC3oKxZonn3wyNTXVeGQ3rsGyOB8Ttq/Bsv0kXWPdeP4rAACAOQQs6BGHDx8ePnx4dna2yfiuPi3V2nw6Odtb1p+ka1Hnn/8KAABgAwIW9IgHzDQ0NNzq+tNSrc3HhI2HrVp7kq7tFWYjbTz/FQAAwAYELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8Oz/A3ofKvPKKJg8AAAAAElFTkSuQmCC)
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