Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-12-20020722_083500_20020722_131500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/22 |
Start Time | | 2002/07/22 08:35 |
End Time | | 2002/07/22 13:13 |
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 | | -21.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-12-20020722_083500_20020722_131500-constBx0 |
Minimum Dst Value | | -38 |
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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIE9jdCAyOSAwMDowOToyMCBFRFQgMjAxNzoC5nQAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMTgtMTItMjAwMjA3MjJfMDgzNTAwXzIwMDIwNzIyXzEzMTUwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNy0yMlQwODozNTowMC4wMDBaIiwgIm1heCI6IjIwMDItMDctMjJUMTM6MTM6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjI4NDAzMDk5OTUsICJtYXgiOjEuMjE0Mzg5MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfW5FEkgAAAAEZ0FNQQAAr8g3BYrpAAA8mUlEQVR4nO3dfXQV9Z0/8DwBIYnxBiIkECCRB2MPsiGkPUGijTTYaKOmXU6bCmoULKkEm1oeIoYnFzG7C5zoSSUuocXdWKNSTWtEdpfttRvXFOOCNkrQqEGDGyTaqNc2lqvJ7/PLd3fOeO+duXPvnac7n/frD85kmIfvdz4z8/3cefhOzCgAAAAA6CrG6gIAAAAAOA0SLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdOT/Biolxfh0BAHRnxMnzxRdfnDt3btAlG7FqtAVgMufvcEoHFQ42AAAVRpwki4qKnnrqKUtWjXN+GLDRIuH8bRfqT6Vnn332yiuvnDBhQmZm5i233HL27Fn5lIJ8+rfffrusrMw1hgboT5UV+c/+3HPPLV26NDExkVa3atWqDz/8MOC8SpONjIxs3LiRVp2WllZbW0t/qo8PdTkxX5Wamqq+HI3VUV+p0iZVCo1PIYMuX2k8ny0/qrA3hrrzG7rljaBU/tjY2KlTp1ZUVPT396vMHkb5BwYG7rjjjuzs7HHjxtFcpaWltJEDFsZnJA187Wtfk6+Chi+99FL5BNJ/9fT0fO9735s0adL48eMLCgqefPJJMf7jjz+mcs6dO3fixIm09htuuOHo0aNBy+xfmLAn8Ed78ueffx75qsNgdK6gEmvS3d19zTXXpIyhgT/+8Y/yggU8lLSHT0szZGaqhLRMcP5WCPUccdVVV9EPrKGhoU8//XTHjh3UaKlPv3jx4nvuuWdozN13301/hrS6ZcuWHT582OPxfPDBB2vWrPnOd74TcC6lyZqamvLz898ZQwP79+9XHx/qcuT27t27fv169eVorI76SpU2qVJolEIc6sbhs+UlEe78hm55IyiV/8svv3z//fd/9rOfFRUVqcweavnPnDkza9YsWuzJkyf/8pe/UNb7zDPPfPvb3w5YGJ+RNECp0m9/+1vpv55++mka459gvfnmm5Qd7t69+91336Xc5Q9/+MPf/u3fiv+idd1+++00wV//+tdz5849/vjj3/zmN9XLHLAwYU8Q9ixRl2Cpx7q3t/eiiy7as2fPwBg6oulPGqleMO3h09IMIcEyXxRvBTqV/OQnP5k6hgakX0UUWtp9s7Ky6Fep+PPv//7vp0yZQj/v1q5dS3uqNNnoV386+K+CmqukpCSfkT5T0gTUGonhTz75xH969dnlaDnJycnqs/tMRgcSNatimAaWLFmiPj7U5Uhou+Xk5NBJRHuxg1ZHaaVaNqk8NEqbNJKNE5BjtrxEZW/UsvMbtOW9Xu+WLVtmzpxJP8cpbxAjVY73ffv2UduWmJhYWFjY3d0txtNv/YULF9JI+i+RCfkf7D7l//jjjydOnEgDVVVVv/jFL6TxBw4coDHq5Q+4KW677TZq7QLWUWkWedmeeOIJ+Sqodk8++aR/4W+88cadO3cGXAVVhyqlVAD5SlVOkqMKG1/95BnqLP7n7YBhVdoN5N544w1KMakuqamp3/3udwcHB7VUR32ltAPQAml62lBhxHrFihXbtm2Tj9m6devKlSt9CuZDY/hGNZwzA+788g0edKPRj5C/+7u/y87OTktLu/XWWz/77DMx3v9o9V+Xlsb6iiuueOyxx6QC06+FzMxMjdW3rShOsCioJSUl/WPolzftr2I8xeyGG26g36PSnzTZmTE0sH37dmm8z4AP2oHuv/9+/ysBPtMvX76cVk37Af10qKuroz/Vi63SpLW1tRUXF6vP7jMZHQzSkUA/cWgXVx8f6nIk1ETRQRVSsYNWR2mlQTepT2hok6anp9M5Zf78+Q888MAXX3yhvnwtGydoTaN6y0si3PkN2vKULlD533rrrT/96U81NTVipMrxXl5e3tfXR2XesWOHlJHQ2fnQoUN0Kqcz9apVq5TKLwao8RgYGNi0aZO4QkAZxpVXXvn444/TcGtrKw2fP39evfwBtySVgdqtgHVUmkV+XqJSzZ0797/+67/oT7fbTcM0xv/ERY2W0pMJ11xzzfe///0XXnjhL3/5i1IxRjWcJFU2vtIyQ53F/7wdMKxKi5VbsGDB7373O6oynUOqq6tXr16tvToBV0pnIdqS74+5+uqrw4g1xYj2Z/kY+jMjI0N9m2gM36i2Zsh/55dv8KAbbc+ePd/61rfeeecdOiopNbzrrrvE+IBHq8+6tDTWR44cufTSS2kPF/9Fx2x9fb16re0vihOsiy+++PXXXxfD9FNj9uzZYphidvr0aWky+lOa7LXXXpNP5jMgJ7Jv+kknXcWV/5f8T3FlWExPA9L+qkTpWDp+/HhOTo7KIRpwsri4OHHqJzQQHx+vPj7U5Qi008+bN+/kyZPai62lOkorVd+kSqGhprSrq4vOidJBHvbGCchJW14S4c4v6L7l58yZI108kKgc75QbieE///nP4hIUmTFjxoMPPvjee++plD/mq+inOZ0ixH+dPXuWNmNtbS39Kz2LFuqek5CQIG8a/S8h+M/i878PP/zw9ddfPzp2t+if/umf/CcQaxkeHg5YgE8++YTatr/5m79JTEykDbh+/fqAlwSCniRVNr5S3UOdxf+8HTCsSotVQlsgKytLe3WUVtrT0yOGacaAVVCPNe0qPjGiiWkWn4l95tIYvlFtzZD/zi/f4HIBN1pubu6pU6fEMB0RtBYxHPBo9VmXxsb661//+qOPPjo6dtebCkAhCFi8KBLFCRbtc9IuSwP0pximmMmfDKU/lSbzGfBBO9m2bduuuOIKn/E+01Nifvfdd0s3v+lPaTL5oaI0u0A/T2fOnHns2DH5ZP6z+08W3qUC7csR6Ef8ddddp6XY6uN9KK1UaZNKlEIzOnZhOehGCOMKlsO2vCTCnV8uki3vs7fLD22JyvEesIT//d//XV5ePnny5Llz50r39ZQmFuW555575I+d0e9smkC6R6lSfiUZGRn+ma600nHjxvnc4aJ6UQ4nn4wmyMzM/NWvfkX/SnfZfJajcgVLQqdEypxuueWWgA/nBT1Jatz4cqHO4n/e9vlf9cXKUbpPcaR0WexUUh4canXk00uRoukDVkE91vRzJYwrWBL/8PkcMkHPmQFrJ9/gQTcapZvyFFDaUQMerT7r0thYt7W1XXLJJV988cUPf/hD+nWkvk2iQhQnWBp/Icl/nNGA/2TiDnRA1Mz4P8vis3za7SJ8Bosa0WnTpr388svqMwacLIyHXUJajpCXl/fCCy9oLLbG6qisVMsmDRga0t/fT+2N+vJDfQbLeVteonJm17Lzy+m45SklCukKlkoJ6fTd3t4utWQ+B7vPxLTXSRctXnnlFfoN/dRTT02fPl26khfqnkMtYm1trc9IaaWXXnrpH/7wB/l/dXZ2Zmdn+0x2//33JyQkSLdL/BOsG2+8cdeuXeolEaj1veCCC/zHBz1JKm18lZNnGFewtPyp5QoWjXzkkUc++ugjaqrpX/8tFuq+pOUKlnqsKWPwfwZrxYoVAderRCl8o9rOmeo7f9CNRqlPX1+f/2IDHq0+69K4weloveyyyzZs2EBHgfQgYFSL4gSLfm5Kt3Up9a6rqxPj/Q+Sq6++WjxeQAP+jwJcdNFF8lswN910E/15/vz59957r7q6OuhjKHTOpVWLnw6bN28Oes71mX3Pnj0zZ86Ujl4lSpPt27cv4GtNSuNDXc7o2Kv7l19+ucbyaKyO+kqVNqlSaCoqKuigpQOS/pd2iXXr1oW3cQJy5JaX+OyNoe78Bm35++67r7i4+O2335Y/1aH9eJfKRud0KhslWJR3ipE+B7t83g8//HDLli2FhYWjY4+g0Yn+97//PQ3/9re/Xbhwobj7o1L+gG3k6dOnadXSm2VUnWeeeUaa8uc//zmt5fnnn/9kjNvtnj9//j/8wz+oLHA0UIL15ptvUga5d+9e2jKff/75sWPHpLcIv/nNbz7++ONnz56lmFKZ16xZc8011wRcpvpJUmnj+2xPOY3xUtqASn8qLVaOtsbTTz9Nm4J2IdoU/lss1H2Jppeewfr2t78dRqxPnTqVnp5OMZLeIqQ/pSteSttEY/hGtTVDKju/lo3W0NBAG42WQMfUH//4xx/84AdifMCj1Wdd2ncG+pVII5ubm+UjNSagNhSt5R4du9JIJ3TxYgINSFcg/Q8S8YJMWlraj3/8Y/n7C2KAWiaXyyX9+cQTTyxYsGD8+PEzZsygHZpyefmi5MRIOruVlpZeOIb2fp/rwD4l8Z89xo/H4wk6rzQZpfyU74vuTzZt2iTvcCjg+FCXMzrWMWBbW5vG8misjnohlTapUmjE+AkTJtAPIzqSpT0h1I2jJWrO2PL+06tvYfXpdd/y1JxQI5GVlUXHLDVFYqT2410MPPbYY/SbOzExkdKj3/3ud2Kkz8Eur9GkSZOuv/56sbPdfPPN4oEngcog3jNQKX+MQhvw7rvv3nbbbdT0JiQkTJ48+bvf/e6LL74obY1f/vKXBQUFYlengUceeSToAmP8Wj5CjRktmUpFsfv6178u9YP1H//xHzSeNiNth5ycnLVr18pjKl+m+klSaeP7bE85jfFSqq/Sn0qLlaNfJhT6cePG0U+OBx980H+Lhbov0QQ/+tGPaOPQJrr33ntpyQGroBJr8uqrr9JpLXkMZWmvvPKKfEUBjy+N4RvV1gz57/whbbQvv/ySxufm5tLxTj8MpFNTwKPVZ13adwbadefOnev1euUjlfYZ+4vWcgMAgC6itwEzH+VJlOtYXQqTfPHFF9KT+Oa47rrrfvWrX5m5RkPhuAIAYA0JVlA1NTUDAwOnT5/+1re+9dOf/tTq4pikq6tLelvQaF9++eXDDz982WWXST01OACOKzCc/wVwG57Qo6KQoXJkpUB32CuCamhoyMrKmjJlyu233+6A7gM0SklJeeihh8xZF+2E2dnZlNKZszpz4LgCAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0JmNEqygbzk999xzS5cuTUxMzMzMXLVq1Ycffmhm8QAAAAA0slGCJagkWMuWLTt8+LDH4/nggw/WrFkT8KulKosFAAAAy+mRLEQB29VT46b/9NNPA37rN8LFAgAAgHH4NMe2q6fGTd/W1lZcXKz7YgEAAMA4fJpj29VTy6Y/fvx4Tk6O9Cly+by4JgkAAGBbfJpj29Uz6KZ3u90zZ848duyYvosFAAAAo/Fpjm1XT/VN39raOm3atJdfflnfxQIAAIAJ+DTHtqun/6aXxuzZs2fmzJk9PT26LBYAAABMxqc5tlE9lR6Zkob9H6vyeDzaF65/iQHAubxjrC4FgNPwaY7Z1JNNRAEgcr29vVlZWWlpaa+99prVZQGIPsPDw7t27frpT3/qfx2ET3PMpp5sIgoAkWtubhaXyefPn4/rWAAhGRgYuPbaa8URtGjRIp8jiE9zzKaebCIKAJEbGhqaOHGiaCGWL19udXEAogOlVjU1NYmJifKHeaqqquTT8GmO2dSTTUQBIHInTpygk0Z6enpKSgoNUJthdYkAbE2eWiUkJFRWVj777LMtLS1iTH19vTQln+aYTT3ZRBQAIrdz5046aaxevbqjo4NaCxqmMVYXCsCO/FOr3t5e6X8PHTokrmO1traKMXyaYzb1ZBNRAIhcYWEhnTTa29tHx1oIkWM1NjZaXS4AG1FPrSS7d+8WE9DPlVFOzTGberKJKABEiJoNOmNQszE8PCzGNDU1iRaCki1rywZgBw888MC0adPGjx+vnlpJqquraUqXy9XT08OnOWZTTzYRBYAIiVcIy8rK5CPr6+tFW+J2uy0qF4BdxMfH0+EQGxsbNLUSvF5veXk5zZKdnc2nOWZTTzYRBYAIiZaA0iyf8TU1NTQ+JSWls7PTkoKBJSiBkK5lwuhYH1cTJkygY+GOO+7QPpfH48nPz/fpSNzZ2NSTTUQBIBLUeIg3B/v7+/3/t6Kigv4rIyMjvG92QdTZsmULRXzatGnIsSRtbW20TRYsWBDqjNu2bUOC5UB8IgoAkThy5AidLgoKCgL+r9frLSsrowmysrIGBgZMLhuYZnBwsKGhgXYDqTOn1NTU8vJyGnnixAmrS2cx8TND3vOCRvSzhA4cPs0xm3qyiSgARKKqqopOF9u3b1eawOPxFBUV0TS5ubnUDJtZNjDa8PBwa2sr5dDivVGRV+Xk5GRkZMh7znS5XPJka2hoSLwfxwHt/+K1wYCXeIOinyh8mmM29WQTUQCIhPiF3dXVpTINNaiUXdFkaWlp/o9qQTRyu92rV68Wd4fF2wyUQh06dEi6MzgwMEC5F+XfIvTyZCspKYkG7rzzTmurYI6WlhaqLP3GCHsJfJpjNvVkE1EACJvowJ1yrKBTUnMrnvMdN24cPlYYve69995FixZlZmZKCVNhYWFjY6P6tcmAyRYNm1ZsC5WUlAR8BUQ7Ps0xm3qyiSgAhE3qwF3LxOJmYmxsLF4qjFJdXV1SepSdnV1XV6elxwEflGz97Gc/oyVQwt3X12dAMW2E8s6EMZHcHOfTHDu5njFfZXVxAMDu5B24a7F+/Xqafv78+biIFY3+/d//XbQOO3bsiHBRlZWVtJyVK1fqUjDbamhooGqWl5dHshA+zTGberKJKACEx78D96Boyjlz5oT3RhVYrri4mGJXXV0d+aL6+vrEo9/OfsdQvN7R0tISyUL4NMds6skmogAQnoAduAfldrtFWhbG3SWwkOjMKT09fWhoSJcF1tbW0gIpadNlaTZEe3jMWEe7EXYJxqc5ZlNPNhEFgPAodeAelLg9VFJSYkSpwAher1c8n97Q0KDXMilRc7lcId1iji7iCcXIb4PyaY7Z1JNNRAEgDOoduKsbHBxMT0+neQ8ePGhE2UB34mrlnDlz9H14Tjyi5NRn8kRKeuTIkQiXw6c5ZlNPNhEFgDCod+AelOgciNIsdD1qf5RMi45DW1tb9V0y5VXimTzn9Y4mejChPTzy3JFPc8ymnmwiCgBhCNqBe1Cif6DKykodSwVGoChHkkyro6QtZuxrlQ77dqF4YVaXFwL4NMds6skmogAQBi0duKuT3iM7evSojgUDfQ0MDIgnpdxut0GrEJ19RJKs25A4QHT5IhCf5phNPdlEFABCpb0Dd3X19fXiyR6HXb1wkurq6jDeFQ2JeLE0JSXFMZ8DFzXKzs7WZWl8mmM29WQTUQAIVUgduKvwer15eXm0qNraWl0KBvrq7e0VHZF3d3cbuiLxRmpVVZWhazENHRpUnbq6Ol2Wxqc5ZlNPNhEFgFCF2oG7is7OTnOacAjD8uXLzXlOTsrkenp6jF5XqB599FHaDtq/6jM8PCxektVrl+bTHLOpJ5uIAkBIwujAXZ24CUVJmyPf1Y9elPuKQJtz5068NhHhV2V0R3mV+DrQJZdconEW0SNrXl6eXmXg0xyzqSebiAJASMLrwF2Fx+MRTwQ3NjbqtUyInPgwjl73uYKiNE70rGbc0/RhoJ0zLi5O5Fgav3hTUVFBE+/evVuvMvBpjtnUk01EASAkYXfgrkL86He5XGF0WwpG0P3DOFoY2h9EeI4ePUpFSkpKEo/hB/2+EyVk4t1YHfdkPs0xm3qyiSgAaBdJB+7qxOM+drtDxJMRH8bRwrgeTcMmPa4urkvl5eWp38gWPejq+4FFPs0xm3qyiSgAaBdhB+4qKGMT/S3peG8FwmPQh3FCWrUdeu6g6ovH1U+cOOHxeESn8zU1NSqziO5z9b2+y6c5tlE9Y/6P0gQjIyMbN26kc1ZaWlptbS39GdLC9SgjADhK5B24q9i1a5c4pz344INGLB+0sPYyEuU08+fPN//iWUDi/iDlVeLPrq6uhIQElfdnBwcHaYLExER9PwDFpzm2XT1VNn1TU1N+fv47Y2hg//79uiwWANiKvAN3Fd3d3SLBmjFjBr5RaBXLH4Si9IUKMGHChG3btllVBsG/Oyvxder09PSAt8jF/+p+m5tPc2y7eqps+sWLFx8+fFgM08CSJUt0WSwA8KRXB+4q9uzZM2nSJFpLbm6uY/r1jiImfBhHi9mzZ4tU+8iRI1aVQX5/UD6+tLRUPGXlf/+0qKjIiCt/fJpj29VTZdOnpqZKvwLPnTtHh40uiwUAnvTqwF0dtfHiJlFGRoYNu510NhM+jKNFU1OTSLB+85vfWFUGn/uDEmpVxXVcnxvlvb294k1D3Z8e49Mc266eKps+Li7u/PnzYpgG4uPj/edVYWChASAK6diBuzqPxyMuBqSnp+vyuVxQQRltd3e32+2mjIFaDWop7NCr/p133kk7AKXaVnU/q/K5G8q9RL/z8p1T/PxYuXKl7iXh0xzbrp64ggUAJtC9A3d1tBbRcUNKSooJKZ3jUfgKCgouvvjidevWVVZWlpSU5OXliSsxPiZOnGh1Yf8/2gHEW3v19fXmr13p/qCEEi9xu1xqZEXHFpR76V4YPs2x7eqJZ7AAwAc1D319fV1dXXS637x5M/0WP3v2bITL1L0D96CoFuKlxYSEBI2daIOShx56SOlmBWUSlBwUFxdnZ2fTnwsWLLC6sP/L7XaLnD5o9566U7o/KKGdU1xkFY+0i8cTaUsacb2NT3Nsu3r6b3ppzL59+/AWIYCDnT59uqKi4sc//nFlZSWlPnTGpzZSdATqIzMz0+PxRLIuIzpw10JcKoixx3v70euuu+4SqerGjRsPHjx45MgRyr99PmBMyQElFnbogEpCOzYVu6SkxOT1qtwflEg9t9GeuX79+phgXWSFjU9zbKN6Kj0yJQ2PjIxs2LDBNWbTpk3oBwvASQYGBi688EKlyxKUaeXl5VHKNW7cODGGhsPOsYzrwF0LasBE/0MGNWCOJz0zZMQNLEMNDg6KW3WUFJq20qD3ByXig0KJiYni1VeDnhfk0xyzqSebiAJEI8quxDMf4vy+f/9+Ote73e6+vj6fj8fRmKamJtF1ZNg51m233Uazz549W6fih+zQoUMix1q5cqVVTz1HKdpVRPQN6h7WaOLjM5TxmNY1WtD7g3LivUtxdTDCi8RK+DTHbOrJJqIAUUfKrubOnbtnzx4tfRnQNGHnWJTcxMbGxoz1mxBukXVA6aO4iuZyudauXWthSaIIJaPi4y30b/QmpqIKlZWV5qxOy/1ByfDw8EUXXSRyLIM64OXTHLOpJ5uIAkQXKbsKtSvOMHKswcFB8Sqf+IH+wAMPhFtqfVADNnHiRFGeU6dOWVuYqCC6Zae4R3Wvrb29vYmJiTHGvKPnQ/v9QclLL720aNGizZs3G1QkPs0xm3qyiShAFAk7uxJCyrEOHTokWhqXy2XmEzDqGhsb4+LiqFSU+UXvJRlzRO+jV/7q6+tjTPkIdEj3B83BpzlmU082EQWIFhFmV4KWHEt+4aqsrMySB9tVHDt2TNwrxDPvKqL90Ssf0kega2trDV1RSPcHzcGnOWZTTzYRBYgKumRXgnqOZc8LVz46OjpEjmWrhtA+nPHolY/Ozk5xQc64jubDuD9oAj7NMZt6sokogP3pmF0JAXMsm1+48iG9V4j+sfw549Erf+KVvcLCQoOyRhveHxzl1ByzqSebiALYnO7ZleCTY0XFhSsf4gV+0traanVZbMRJj175GBoaEp/3aWxsNGL5Nrw/OMqpOWZTTzYRBbAzg7IrQcqxpFfz7H/hykdDQ4N4w7Gtrc3qstiCwx698if69qSfAbrvqPa8PzjKqTlmU082EQWwp1OnTi1atEi8nW5EdiVQjpWcnCyyqy1bthixCqPV1tbGjH0T2qB+tKOIIx+98ie+2iQ+Aqgje94fHOXUHLOpJ5uIAthBX19fe3v77t27KysrCwoK5N8TvOiiiwx9kubAgQPx8fG0Fp8u4KOIeDSHNppxjz9HBac+euVD+gigvpct7Xl/cJRTc8ymnmwiCmCJp59++rLLLlu2bJlPOiWZMmXKhWP+8z//0+jCDA4O2uoTv6Hyer3i8XzKLbT0a+88lFFt27bNqY9e+WtsbBS3th9//HFdFmjb+4OjnJpjNvVkE1EASyQlJcnTKcoMSktLa2pqmpqaOjs7o/diklWku2Nz5sxx9vWbgKjWYkdy6qNXPijc48ePp/omJyfrskDb3h8c5dQcs6knm4gCmO/gwYOiOVy8eDHSKb14PJ6ioiLxyBqrTUoVF9nG5MmTHfzolQ+pS5FDhw5FvjTb3h8c5dQcO7mePncorC4OgDXcbrehl0CkJ0gefvhh49bC0+DgoHjpcsaMGa+//rrVxTGJSDXS09OPHz9udVlM9Y//+I+i4hG+UWjn+4OjSLCch09EAeTuvfde2vkvvPBCjZ9DDkNZWVnM2Kf0DFo+c5Qcx8bG0hbOzMzkcDlHvERJKTvPh8/E0VRSUhLJQux8f3CUU3PMpp5sIgogofaYWmVxBfeuu+4y4jaTuDlIP5cHBwd1XzgIoiMoDllsc3Oz6AbM7XZbXRZrUD4tLj5F0qG/ne8PjnJqjtnUk01EASTibX/xOIu4KrB9+3Yd0yzp5qAuT42AEgpZU1OT4z8ILXpspzpGS8/7Bmlvb6eNkJiYGN4NPpvfHxzl1ByzqSebiAII4rsr1GJ1dXXRqVZ0ZqhvmoWbg2bq6OgQ+cfOnTutLov+enp68LlrSVVVFW2KvLy8MHobsfn9wVFOzTGberKJKAChjEo0V83NzfKROqZZuDloPumD0AZ9us4qAwMD2dnZVK+Kigqry2ILHo9HvNwQxgVLm98fHOXUHLOpJ5uIAlDaJLoRqqys9P9fXdIs3By0SlNTk7gw6ZgtT8lEYWFhzNhXuqO6e1h9dXV1iWQ6pH5W7X9/cJRTc8ymnmwiClBaWko7fEFBgUpzJU+zUlJSrrzyypB6AcDNQQvV19c76Ulw0SkDz/5U1YlAZ2Vlab9IfN9999EskyZNMrRgEeLTHLOpJ5uIAnPi8230K7avry/oxD5plsZfvbg5aLmamhoRss7OzggX5fV6aVfp6uo6fPhwXl5ebm7uqVOndCmkFsw7ZVBHoRE9zWr8JdPc3CwuehHjumWJHJ/mmE092UQUODty5Ii4thHSbYWpU6eKkzLNGPTlcNwctImKiooYzR8rpKb6ySefvOGGG+64447KysqysjJqubOzswN+NXLevHnmdLiFThmCotxXHG7yhyn90T5QXFwsHcU2f5SNT3PMpp5sIgps9fb2inNxqG+ZDQ0N/eu//uudd94pTtClpaUql6Zwc9AmKAcSscjKygp4c40m6OzsrK+vp4AGTKQklGnl5eVRypWWlhYfH29OfNEpg0bidWCKYMBr0hRlOt4TExPFReXW1lbTCxgyPs0xm3qyiSjw5PF4qI2k/by8vDzshbS3t4snZDMyMgJeA8PNQVuRf6xQREQlqUpOThbZGAWxra3N7XZTg+3/fkNXV5cJHW798pe/FF8Ht/PLbvYhrlYWFhb6XFmkWM+fP1/Et7KyMlo+WMmnOWZTTzYRBZ5WrlwpGtoIn73o7+8vKSkRp+za2lr5CR03B22I2lTxPv+kSZNmzpzpk1RRzk15EqVTQ2NaW1u1tMFGd7i1a9cuUbzrr7/eiOU7D0WNMmPaYtu3bxdj6DCvrq4WYZozZ0503WPl0xyzqSebiAJDjY2N4iZCd3d35EujpKq+vl6cuwsKCqQbE7g5aE8DAwNpaWkBk6qwl2lch1vSp2DIK6+8ou/CHYxSqIQxnZ2d7e3tIt+iP+lXUNT1bcGnOWZTTzYRBW6k6w36Xlii87jo+5HyttbW1v379+PmoG395je/mTBhAqVZb7zxhl7LNKLDLcquxPW2qVOnPvbYY3otlol169bRphNf/hZ3DO3c2ZUKPs0xm3qyiSiwcvvtt1PLSrv3+vXrdV/40NCQePhDov4qE1jI4/Ho/uqfvh1uSdkV/Ysur8Lw61//WhyG48ePb2hoMOdNTyPwaY7tUs+RkZGNGze6XC76EVZbW0t/+k/z9ttvl5WVucbQAP2pffl8Igp8dHZ2ihPurFmzjDvbUlIlfS66vb3doLWAPenV4Rayq8jRD56ioqKcnJznn3/e6rJEhE9zbJd6NjU15efnvzOGBvbv3+8/zeLFi++55x7xtObdd99Nf2pfPp+IAh+vvfaauF/Q0tJi6Io6OjoWLFiwatWqqHvaAyIXUodbASG7Ajk+zbFd6knZ0uHDh8UwDSxZssR/mqSkpE8//VQMf/LJJ/Sn9uXziSjwUVlZSTv22rVrrS4IOFnQDrfUIbsCH3yaY7vUMzU1VXp49ty5cy6Xy3+a5cuXb9269eOPPx4aGqqrqwvpbSY+EeXsX/7lX9asWcPkKeze3t6EhITExEQ0WmA0qcOtSy655J//+Z/7+/s1zojsCvzxaY7tUs+4uLjz58+LYRqIj4/3n+bMmTOzZs2SHjp5//33fSaIUWV4HcA6dO7+wQ9+IAKdlJS0e/dux9/MEpevDO0NEkAidbhFJk+erOWZP2RXEBCf5lj/elLDVldXN3v2bPptTf9u3br1888/DzqXlitYJSUld999t/QMFv2pvVR8IsoNnbgpyRBfipDLzs528Cc4cPkKzEc7m+gOnlx44YXl5eUNDQ1KPQUguwIlfJpj/eu5bt26pUuXdnd3U6ZF/1511VU/+clPgs6l5RmsiRMn4hkskMhTK8o2Kisrn3rqqfb29iNHjoiPxsSMdboY0mePowUuX4Eljh8/Tudq0UGahH4Py5Mtr9dLkyG7AiV8mmP96zl16lT5HXoapjFB59q3b5/SW4RSMOjArqurE1ewNm/eHDAJU8Inohz4p1a9vb3yCegUf/DgQdHZMSkpKYnSHvkCwuUrsBzte62trVVVVdJ9QynZSk5OFi+3IruCgPg0x3ZJsEZGRjZs2CD6uNq0aZO8HywpGG+++WZpaemFY6655pq33npLe6n4RNTBKEkKmlrJDQ8P19fXi8/nxYx9DDXg5+ijDi5fga0ETLboLI3sCgLi0xwbcouwpKTk9ddfp+aN/qVhLbcIjcYnok5VXl5OQYyLi9OSWskNDQ1JOdn48eOpDQjYy1q0wOUrsDPaLW+55Zb8/PwXX3zR6rKATfFpjg15yP2ee+65+OKLqQ2gf7ds2aLlIXej8YmoU6WkpEgXojSmVnI0y8qVK8USKEuL5Du41sLlKwCIanyaYzb1ZBNRR3K73RTBcePGRdhlufhaKtHl22rmw+UrAIh2fJpjNvVkE1Hn8Xq94q3AnTt3Rr60LVu2iE4cPB5P5EszGS5fAUC049Mc61/P7u7uJUuWTJw4Uf5qie5rCZUdygDhaW5uFimRLn2HUrpWWFhIC6yuro58aWbC5SsAcAA+zbH+9aTWa8eOHX/+8591X3Ik+ETUYYaGhjIyMih8ra2tei2zp6dHPPMeXTcKcfkKAByAT3Osfz2p6frss890X2yE+ETUYWprayl2RUVF+i529+7d0XWjEJevAMAZ+DTH+tdz1qxZNuxtiE9EnYSyCnGpqaurS98lR92NQly+AgBn4NMc61/Phx56qLy83G6/s/lE1EmWL18u+mUwYuFRdKMQl68AwDH4NMf61DMmGF3WEmEJrS4ChEZ0zZCSkmJcVhEtNwpx+QoAHINPc8ymnmwi6gz6ds2gshb73yjE5SsAcBI+zbH+9YyNjdV9mZHjE1Fn0LdrBhX2v1GIy1cA4CR8mmP96zl9+vT/+Z//0X2xEeITUQcwomsGFXa+UYjLVwDgMHyaY/3ruXfv3u9973unT58eGRnRfeFh4xNRBzCoawYltr1RODw8vHTpUly+AgAn4dMc619PPOQOkTCuawYV9rxRWFpaSkWKjY3F5SsAcAw+zbGT62m3JA+0MLRrBhU2vFE4depUKlJycrLX67W6LAAA+uDTHLOpJ5uIRjUTumZQYrcbhSdOnKDCJCQk2OqiGgBAhPg0x2zqySai0cucrhlU2OpGYXl5OZ6+AgDn4dMcs6knm4hGL9O6ZlAhbhSmpKS8+uqrVpVh9P+u5LlcrsHBQQuLAQCgOz7NMZt6sololDK5awYlb731lnhib/bs2RYWo7i4mMqwfft2C8sAAGAEPs0xm3qyiWiUMrlrBiVer3f69Okix2ppabGkDEePHhWXryjptKQAAADG4dMcs6knm4hGo1OnTo0bN87krhmUUI61d+9ecaOwt7fX/AKIB9EaGhrMXzUAgNH4NMds6skmotFo4cKF4qKRHZ4uFyoqKqg8lOuY3EVCW1sbrTcjI8PCB9EAAIzDpzlmU082EY06IqUQ7HAFS/B4PHPmzDH5PT5K5nJzc2mlTU1Npq0UAMBMfJpjNvVkE9HoMjw8nJ2dTdFZu3atfbIrgcqTkJBAZWtvbzdnjQcPHqTVUWKHnkUBwKn4NMds6skmotFFPNteUFBgz5SioaGBipeent7f32/0umgLiGtmlGYZvS4AAKvwaY7Z1JNNRKNIT09PwpjOzk6ry6JIfBCwuLjY6BRQJHPmP/UFAGAmPs0xm3qyiWgUEb09VVVVWV0QNYODg1lZWUb3SjU8PCy6AWtrazNuLQAAluPTHLOpJ5uIRouWlhZx983+vT0dPXpUXGnr6OgwaBX19fXiVqlBywcAsAk+zTGberKJaFSQ+m23qjPPUNXV1VFps7KyjPh2DW0Nl8tlq14qAAAMwqc5tks9R0ZGNm7cSM1MWlpabW0t/RlwsldeeeXqq69OTk6eNm3agQMHtC+fT0SjQlVVlR36bdfO6/VSaanM5eXlui98+/bt4jEv3ZcMAGA3fJpju9SzqakpPz//nTE0sH//fv9p3njjjRkzZrS0tPzpT3969913f/jDH2pfPp+I2p/o/oD09PRYXZYQ9Pf3i+tM+vaxPjAwkJKSQou185P+AAB64dMc26WeixcvPnz4sBimgSVLlvhPQxlVY2NjeMvnE1Gb83q9BQUFFI7a2lqryxIy0SdqYmKi2+3Wq6f1mpoagy6MAQDYEJ/m2C71TE1NlZ5uOXfunMvl8p9m6tSpW7ZsyczMnDRp0s033xzSw9F8ImpzTU1NFIvs7GyPx2N1WcJRXV1N5Y+NjU1KSqIccbsCSpjmzJlz3333DQwMqCytr6+P0jVa4IkTJ0yrAgCAhfg0x3apZ1xc3Pnz58UwDcTHx/tPQyNXrlz5wZiKiorKykqfCWJUGV4HCIayDXGXLXo7IxgeHqZEX31P80FVLiwsrKqqamhoOHLkiJRyeb1e+p1AE/jvyQAATsWnObZLPbVcwaJp6L/EMOVY6enp2pfPJ6J2RvkxBaKsrMzqgkTk1VdfXbRoUXFxsdLlK7JgwQJxoY720oAp18KFC5OTk2mYfjb09vZaXScAAJPwaY7tUk8tz2AVFRVRXiWGz549iwQrurjdbvEAU19fn9VlMYN0D5R+OVDdGxsbq6urKS3zSbmuuOIKa8sJAGAmPs2xXeq5b98+pbcIpWAcOHBgxYoV0i3CW2+9Vfvy+UTUnrxeb25uLkVh586dVpfFepRyPfPMMwsXLqRd/cyZM1YXBwDAPHyaY7vUc2RkZMOGDa4xmzZtkveDJQ/G1q1b09PT09LSbrrpJjzkHkVET+WUY+FDewAAnPFpjtnUk01EbeiRRx6Jj4+nEBw9etTqsgAAgJX4NMds6skmonbT19cXGxtL23/69OlWlwUAACzGpzlmU082EbWVnp4e8c1BsnbtWquLAwAAFuPTHLOpJ5uI2kdHR4fo9eryyy///e9/b3VxAADAenyaYzb1ZBNRm2hvbxef2Fu+fLleX5UBAIBox6c5ZlNPNhG1g9bW1oSEBNrmq1evxmuDAAAg4dMcs6knm4harqGhQTx0tX79eqvLAgAA9sKnOWZTTzYRtVZtba3IrijNsrosAABgO3yaYzb1ZBNRq3i93qqqKtrOCQkJLS0tVhcHAADsiE9zzKaebCJqCcquli9fThs5JSWlra3N6uIAAIBN8WmO2dSTTUTN5/F4ioqKRHbV0dFhdXEAAMC++DTHbOrJJqIme+mll6ZMmUKbNyMjo6enx+riAACArfFpjtnUk01EzXT06NGkpCTxVDu+MwgAAEHxaY7Z1JNNRM3h9XqlFwbJpEmT0JsoAAAExac5ZlNPNhE1QV9fX0FBgXhhsL6+/rXXXvN4PFYXCgAAogCf5tjJ9Yz5KquL4xCtra3iGzjZ2dmdnZ1WFwcAAKIJn+aYTT3ZRNQ4Ho+nsrJSZKsVFRVDQ0NWlwgAAKIMn+aYTT3ZRNQgJ06cmDNnjuiLobm52eriAABAVOLTHLOpJ5uI6svr9Q4ODjY0NIiPN+fl5aEvBgAACBuf5phNPdlEVEcejyczMzM2NlbcFqypqcGrggAAEAk+zTGberKJqF4ol7rzzjtFajVx4sT29narSwQAAFGPT3PMpp5sIqoLSqfEE1dkxowZL730ktUlAgAAJ+DTHLOpJ5uIRqinp6e0tFSkVrm5ueifHQAAdMSnOWZTTzYRDdvQ0ND69evFw+wul6uhocHr9VpdKAAAcBQ+zTGbekZPRJ977jnKb+bNm3f69GnTVtrc3JyRkSE6Z1+9evXg4KBpqwYAAD6iqDmOEJt6RklEBwYGJk2aJPU+T5lWYWFhVVVVQ0PDkSNH6H/FZF6vt7u7W31RPT09QachnZ2d4rs3pKioqKurS4dqAAAABBItzXHk2NQzGiJK+VNubi4VNTExccqUKenp6TF+RMo1bdo0Gs7Pz9+uYPXq1WL6m2++WWmajRs3fuMb3xCTZWVltbS0WL0BAADA4aKiOdYFm3raPqJSdkX/SleqBgcH3W53Y2NjdXV1cXFxwJQrQrGxsZs3b8bXmgEAwAT2b471wqae9o5owOwqIJFyrVu3Li8v70c/+pHS1amtW7deO6aurk5pmnnz5tEaMzIy8DA7AACYw+bNsY7Y1NPGEdWeXemLcrXm5ua+vj7T1ggAAMzZuTnWF5t62jWiVmVXAAAA5rNtc6w7u9RzZGRk48aNLpcrLS2ttraW/lSacnBwcMaMGaFGyJ4RRXYFAACs2LM5NoJd6tnU1JSfn//OGBrYv3+/0pR33HHHrl27HJBgIbsCAABubNgcG8Qu9Vy8ePHhw4fFMA0sWbIk4GQnT56cPXv28PBwtCdYyK4AAIAhuzXHxrFLPVNTU6Xew8+dO+dyuQJOdu211z766KOjoUfIVhFFdgUAADzZqjk2lF3qGRcXd/78eTFMA/Hx8f7T/Nu//ds3vvEN8XhWwAipd/hkaPm1Ky8vF9/7Q3YFAADc2Kc5Nppd6qnlCtZll13W0dEhhqP0Ctbrr78usr0LLrgA2RUAAHBjk+bYBHapp5ZnsCK5KKVLRIeHhyPJijweT1FREZVk3Lhxv/71ryMvDwAAQHRBgmW2ffv2Kb1FqHQ3MKTlRx5RSq0uuOCC8ePHP/PMM2HM7vV6ly9fLnpO7+/vj7AwAAAA0QgJltlGRkY2bNjgGrNp0yZ5P1iWJ1gnTpyoq6ubPn26uGw2a9Ys6W6mditXrhTZVU9PT9glAQAAiGpIsJwmjIiKvGrOnDnSHcmJEycmJyeH8Xx6TU0NzZWSkiI9QwYAAMAQEiyn0R5R/7wqPT199erVR48e9Xq9lFfNnz8/pGtR9fX1NH1CQoLb7Q6/AgAAANEPCZbTBI3oq6++WlZWlpOTEzCvkk8pPatOEwS9ItXY2Ciyq0OHDkVaBwAAgCiHBMtpVCI6NDRUV1cXFxennlfJDQ8PiyfWU1JS2tvblSajpEp0edXU1BRpBQAAAKIfEiynCRhRSqEaGhooo5KuWs2ePVslr/KZt6qqSlydamlp8Z+AUjSRXe3evTvS0gMAADgCEiyn8Y9oa2ur9KBVcXFxe3t7Y2NjqB0o1NXViSVQoiYf39HRkZKSQuNramoiLToAAIBTIMFyGnlE3W53QUGBSIxyc3Pb2toiWTKlVuJKlZRL9fT0iKtilZWVERUaAADAWZBgOY2IaHd3d1lZmUitMjIympubNd4QVCc9a7Vy5cre3l5aMg0vX75cl4UDAAA4BhIsp6GIfu1rXxNpkMvl2r59+/DwsI7Ld7vd4p5gfHw8/VtUVKTv8gEAABwACZbTiKtWlP1UV1cb9JXlrq6uxMREWktsbOyZM2eMWAUAAEBUQ4LlNBTR5OTk559/3tC1bNmyhVZ06aWXGroWAACAKIUEy2kooubcs+vt7cWjVwAAAAEhwXIaPhEFAACwLT7NMZt6sokoAACAbfFpjp1cz5ivsro4AAAA3PFpjtnUk01EAQAAbItPc8ymnmwiCgAAYFt8mmM29WQTUQAAANvi0xyzqScAAADYgNUZgUm41FMv5uwZpu1/WJGd14IV2XwtWJHN14IV2XwtjoeNGBqH7dxYkZ3XghXZfC1Ykc3XghXZfC2Oh40YGoft3FiRndeCFdl8LViRzdeCFdl8LY6HjRgah+3cWJGd14IV2XwtWJHN14IV2XwtjoeNaEfYuW0OAbI5BMjmECCbQ4B0gY1oR9i5bQ4BsjkEyOYQIJtDgHSBjWhH2LltDgGyOQTI5hAgm0OAdIGNaEfYuW0OAbI5BMjmECCbQ4B0gY1oR9i5bQ4BsjkEyOYQIJtDgHSBjQgAAACgMyRYAAAAADpDggUAAACgMyRYAAAAADpDggUAAACgMyRYAAAAADpDggUAAACgMyRYhhsZGdm4caPL5UpLS6utraU/xfihoaGbb7550qRJ6enp27ZtC2lepfEQnpj/Ix+pZSMjQOYIGCCV8RIEyBwBA/Hcc88tXbo0MTExMzNz1apVH374of+MCJA5Agbo2WefvfLKKydMmEABuuWWW86ePes/IwIUCSRYhmtqasrPz39nDA3s379fjK+srKyoqDg75vvf//4vfvEL7fMqjYdI+Jx9tGxkBMhMSomUSoKFAJnJJxDLli07fPiwx+P54IMP1qxZ853vfMd/FgTITD4Buuqqq5566in6qf/pp5/u2LGDsmH/WRCgSCDBMtzixYvpLCOGaWDJkiViePLkyXTeEcOUYxUVFUmzSIeB0rxK4yESPmcflY2MAFlCe4KFAFlCJdOlJjw5Odl/SgTITCoBojw4KSnJf0oEKBJIsAyXmpo6ODgohs+dO+dyucQwJVj0pximTEsaPyrbuZXmVRoPkfA5+6hsZATIEmEkWAiQmVTa77a2tuLiYv8pESAzKQXos88+u//+++WXGBEgXSDBMlxcXNz58+fFMA3Ex8eL4ZtuumnFihUfjLnxxhsTEhK0z6s0HiLhc/bRspERIDOFcYsQATKTUiCOHz+ek5Pzxhtv+P8XAmSmgAESz2ZNmTKlt7fX/38RoEggwTKcUqb/0UcfUV6VlpY2derU++67LyMjQ/u8+PVgBO1XsIJOgwAZIYwECwEyU8BAuN3umTNnHjt2LOAsCJCZlI6UTz75ZNu2bVdccYX/fyFAkUCCZTgt96p//vOfU7KlfV7c/zaC9mewgk6DABkhjAQLATKTfyBaW1unTZv28ssvK82CAJlJ5UihHEv+kJwEAYoEEizD7du3L+DbFitWrOjv7x8aGnrsscdmzJhx6tQpaRbpMFCaV2k8RMLn7KOykREgS4TxDBYCZCafQOzZs2fmzJk9PT0qUyJAZvIJ0E033XTy5Mnz58+/99571dXVAZ/BQoAigQTLcCMjIxs2bHCN2bRpk9RfyIEDB+i3XVJS0rJly44fPy6fRdq5leZVGg/hifkqMVJlIyNAJgsYIPXxYgABMkfAQMT48Xg80n+JAQTIHAED9MQTTyxYsGD8+PH0C3/NmjUfffSRfHoxgABFAgkWAAAAgM6QYAEAAADoDAkWAAAAgM6QYAEAAADoDAmW4ZS+eBrqRzS1fDlVZXafhxxTU1NDKq3GtQMAAMAoEiwTKH3xNNSPaGr5cqrK7HJ79+5dv359SKXVuHYAAAAYRYJlMvkXTyPpwM3ny6lyQWf/61//mpOTc+bMmZBKq3HtAAAAMIoEy2TyL55G8gkCny+nygWdff/+/bfeemuopdW4dgAAABhFgmUmny+ehv0RTZUvpwad/csvv5w3b97JkydDLa3GtQMAAMAoEizT+H/xNLwrWP7L8emcV3321tbW6667Tj7GvxfsgGtRHw8AAABySLDMEPCLp2E8gxX0y6nqs5O8vLwXXnghjNJqXDsAAACMIsEygdIXT0P9iKbKl1O1LJY8++yzl19+eXil1bh2AAAAGEWCZQKlL56G+hFNlS+nyql8g7OoqKitrS280mpcOwAAAIwiwQIAAADQHRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ0hwQIAAADQGRIsAAAAAJ39P140RvTkCuYYAAAAAElFTkSuQmCC)
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