Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-02-20020222_204400_20020223_012900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/22 |
Start Time | | 2002/02/22 20:44 |
End Time | | 2002/02/23 01:27 |
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 | | 11.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.85 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-02-20020222_204400_20020223_012900-constBx0 |
Minimum Dst Value | | -12 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIERlYyAxMyAxNzo1MToyMyBFU1QgMjAxN7Y4jaAAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNTYtMDItMjAwMjAyMjJfMjA0NDAwXzIwMDIwMjIzXzAxMjkwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDItMjJUMjA6NDQ6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAyLTIzVDAxOjI3OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4zOTg5NDU5OTk1LCAibWF4IjoxLjAzMTk3NDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX3pr7coAAAABGdBTUEAAK/INwWK6QAAQ/hJREFUeJzt3X9cHPWdP3ACJJAEyZIQEyNRNKTFC6ZIiZKCiilGYrGiUg8NiVjjmbOxcjY/SEUlvahcH9FSD4WWROPjkVZMqeWhJKY96tbDEz2saKlBRV117RGz6qrYroKS7/v27c13uz9mZ3fn9+f1/COPYTI78/nMZ2Y+75n5zOeTdAwAAAAAVJVkdAIAAAAA7AYBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDK7BlgJSXZM18AAJrS4uL59NNPL126NOqatdg06gIwkD0PvkgnFU42AAAZWlwky8rKHnnkEUM2jWu+irAzY2XP/RXrrdLjjz++atWq9PT0E0444ZprrnnvvfekxQIF/uSFF15YvXr17NmzFy1atGfPnrBbmZqa2rp1q8PhyMrKamxspD/lNxck0mKRVhvr5mJdPtb5qmSKeTyexYsXhxZr6PxYd46l9/yBAwfOOeectLQ0mn/VVVcdOXJEJlMyeyDsER5po16vd/369XPnzs3Ozr7tttvU3fNaCMqXlNlp06YtWLCgtrbW7XbL/DyO9I+NjV1//fW5ubnTp0+nX1VWVlJJhU1M0Eya+Id/+IfATdD0aaedFriA9F8jIyOXXnopFcSMGTOKi4t/9atf8fwPP/yQ0rl06dKZM2fS1i+++OK+vr6oaQ5NTNwLhMrMzPz0008T33QctI4JZMqaDA8Pr1mzJsOPJv70pz8FJixs/RJT8cV05gb9MNGcKyZyWGbPnMd6jTj//PMPHjw4Pj7+7rvvXnfddd/61rfk1/PKK69Qvb5v374PPvjgrbfeuuKKK8Iu1tHRUVRU9IYfTXR2dspvLkikxSKtNtbNxbp8rPNVyRSjS9gdd9wRWhyh82PdOZbe8+edd94jjzxCEc/HH3+8Y8cOuqrKZCrqHlB4UtTX11NQcsTv8ssvv//++1Xc81oIDbB44osvvvjLX/7ygx/8oKysTObnsab/nXfeOfnkk2m1hw8f/tvf/kbV22OPPXbBBReETUzQTJqgUOnRRx+V/us3v/kNzQkNsF599VWKDnft2kXXH4pdnnnmmcsuu4z/i7Z17bXX0gKfffbZ0aNHH3744XPPPVc+zWETE/cCcf/EcgGWfFmPjo7Onz//rrvuGvO7++676U+aKZ+wOIpP4Zkr8xNNIcCyDLqU3HjjjQv8aEK6K6IipMM3JyeH7kr5z3/7t387/vjj6fbue9/7Hh2p0mLH/v7WIXQTVFfNnj07cPlQFFG1tbVFTe3KlSvpQOdpmigtLZXfnIzAxSKtNtbNJZK8WOfHnSlCF68lS5b4fL6g4gg7P5GdE3cizbDn6Xo6a9YsmYxE3ajMdTBwo/PmzaMLN09TjCVFJwnu+cnJyVtuueWkk05yOBwUN/BMmfO9vb2d6ja6TS8pKRkeHub5dK9/xhln0Ez6L46EQk/2oGx++OGHM2fOpImNGzdKwSLZs2cPzZFPf9g99t3vfnf79u2R9mTUAGv//v2Bm6Dc/epXvwpN/JVXXrlz586wm6DsUKYiJSBwozIXyWMRdr78xTPWn4Ret8MWa6TDIBDd9FKISXnJzMy85JJLPB6PkuzIb5QOAFohLU87Ko6yXrt2beAjXnLrrbfW1dUFJSyIwuILpPDMDVw+9KQILIioO5NuTv71X/81Nzc3Kyvr6quv/uSTT3h+6Fkcui0llfjZZ5/90EMPSQmmu4gTTjgh1t1iBhYLsKjwKioq3H50+07HK8+nsrn44ovpflT6kxZ7x48mmpubpflBE6F6enrKy8ulxbKzs6neKigo+OlPf/r555/zfDoyKCVU5HQIrl+/3uv1hl0VHZ3SoUn3InTMyW9ORuBikVYb6+YSSV6s8+POFLnwwgt/8YtfHAsptbDzE9k5cSfS8D1PF7g777xT/tlh1I0qPCkowKKf8zRFWlF3gsI9T+ECbeK111774IMPGhoaeKbM+V5dXe1yuSjjO3bskCISOiW7u7vpkk1X5GuuuSZsvgIribGxsW3btvETAoowzjnnnIcffpimu7q6aHpiYkI+/WH3GKWB6qdIezJqgEWpWrp06X/913/Rn06nk6ZpTuiFiy5Br7/+ethNrFmz5vLLL3/qqaf+9re/RUrGMQUXSZmdH2mdsf4k9LodtlgjrTbQ8uXLn3jiCcoyVcObNm3asGGD8uyE3WhTUxPtyb/4rV69Oo6ypjKi4zlwDv25cOFC+X2isPgCKTxzZX4SVBBRd+Zdd931zW9+84033qCzlULGm266ieeHPYuDtqWkEj906NBpp51GRz7/F53LLS0tCveGqVgswDr11FNfeuklnqZbjSVLlvA0lc2bb74pLUZ/Sov9+c9/DlwsaCLI888/f8oppwSdM3S9HhwcpBNPOmJSUlLoqHrXr7a2tr6+PuzakpOT+RpNaIJ+pWRzUVMVabWxbi7u5MU6P5FM/e53vzvzzDO5VUpgqUWaH/fOSSSRxu55vjs8/vjjpbcPYUXdqMKTYt26dXRrzgf/lVdemZqaKr9+hXs+Ly9PenggkTnfKTbi6b/+9a/8CIosXrz4nnvuefvtt2XylfT36BacLhH8X0eOHKGcNjY20r9Sg7ZYjxzaIYFVo/zzs6CZPPGzn/3s29/+9jH/26Kf//znoQvwVnw+X9gEfPTRR1SHfe1rX0tPT6cduHnz5rC3/lEvkjI7P1LeY/1J6HU7bLFGWm0ktAdycnKUZyfSRkdGRniafhg2C/JlTYdKUBnRwtL5khRCSryS4gsUU3UW9idBBREo7M7Mz89/+eWXeZrOlJNPPpmnw57FQdtSWImvWLGC759fffVVSgAVTdjkmZzFAiw65qRDliboT56msglqtBtpsaCJQHS/eNJJJz377LNhN033xIE35YE38dnZ2dJqA08V+Xv30M0F/TzSYvE9KlC+Hvm9Eev8sJQn5vTTT+/v7+fpwD0Tab6KT7CssueP+S+Ct91229lnny2TnfieYIVu9P3336e4iuISukG//fbbpTvyWHdO0NEeeGpLZM73sCn/4x//WF1dPW/evKVLl0rv9SItzOm5+eabA9uu0f00LSC9o5RJfyS0Q0KrNGmj06dPD3rDRfmiGC5wMVrghBNO+OUvf0n/Sm/ZgtYj8wRLQpdEipyuuuqqSK1w5Petwp0fKNafhF63g/5XfrWB6B6YypEOSz6opDg41uwELi+VVGj7BCZf1nTPE8cTLElo8YWtICKtSv6CHJrrwIKIujMpDA0MDaUDOOxZHLQthZV4T0/PV7/61c8///yKK66gu6awuTA/iwVYCu+QAm/OaCJ0MX7THKirq2vRokXPPfdcpE273W66qPF0WVlZYDMUKcAKItN6I+rmZBaLo7FLTOuRSV6s8xPPVKT7vEjz1WqDZZU9L6EYS771WxxtsKJu9N5776VgS379Cvc8hUQxPcGSSTldpnt7e6WaLOhkD1r4448/lh5avPDCC3Sv/Mgjj5x44onS48BYjxyqERsbG4NmShs97bTTnnnmmcD/GhgYyM3NDVrszjvvTE1NlV6LhAZYtNvvuOMO+ZQwr9d73HHHhc6PepGMtPNDL56SOJ5gKflTyRMsmvnggw9S9E9VMv0busdiPZaUPMGSL2uKDELbYK1duzbsdiOJVHxhtyiJeubKnxRRdyaFPi6XK3S1Yc/ioG0pLAg6i+kuesuWLXR2SA0ELcdiARbdbkqvbynEbmpq4vmhJ8nq1au5eQFNhDYFmD9//uHDh6Xl77rrLgr2pdNJUltbS0cAlS4tTNu94YYbeP6ePXuktyS0zNVXXx02te3t7WG/P4q0uSCRFou02lg3F+vysc5XJVOBlFymY905qiTSqD2/bt06OjInJibefvvtTZs2ybfBiroHgnZvpI3SkU9nH133H3roocWLF0tvChLc87fffnt5efnrr78e2HpD+fnOE3Qy0rWbTlgKsKiC4ZlBJ3vgb997771bbrmlpKTkmL8dG13Qn3zySZp+9NFHzzjjDH77I5P+sAfkm2++SZuWviyj7Dz22GPSkhSS0lb+8Ic/fOTndDoLCgp+/OMfy6zwWLgA69VXX6UI8u6776Y98+mnnz777LPSV4Tnnnvuww8/TDd+dGBQmq+77ro1a9aEXaf8RTLSzg/an4EUllekHRjpz0irDUR74ze/+Q3tCjqEaFeE7rFYjyVaXmqDdcEFF8RR1nRq0L03lZH0FSH9KT3xirRPFBafzH5TckGWOSmOKdiZra2ttDNpDXSu/elPf/rHf/xHnh/2LA7alvKDhMJEmrl7926ZzJqcldJ6zP9EkaIc/gCBJqQnjaEnCX8gk5WV9c///M+B3ynwBB2CDodD5nHI+Pg4zd+/f//y5cvT0tIoyqbDIvDhJ12P6Gyh9VMlF6mRO8XgFIA7/LZt2yY9/4y0uSCRFou02lg3F+vysc4PK9bEBP020jqj7nMl67fcnufjc8aMGRTo0IWY7jVlMiWzB4JWLp8YurugSmXWrFnnn3/+888/r9aep+rkhz/8YU5ODp1TVBXxTOXnO09QzEf31unp6RQePfHEEzxT5mSfO3fut7/9bX6Ps379em7wxCgNfOMkv9/C5uWtt9767ne/S3spNTV13rx5l1xyydNPPy3tjQceeKC4uHiOH008+OCDUVeYFFLDHfN/RUtrplTRAbBixQqpH6zf//73NJ92I+2HU0455Xvf+17YAyMp2kUy0s4P2p+BFJZXpPxG+jPSagMdOHCAin769OkUW9xzzz2heyzWY4kW+Kd/+ifaObSLfvSjH9Gaw2ZBpqzJiy++WFlZOduPorQXXnghcENhzzuFxRd2JZHWHHpBDj0pYtqZX3zxBc3Pz8+nypFuGHp6enh+2LM4aFvKDxI6pJcuXTo5ORmU5Uh7w4SslFYAAFCFtSoqY1GcRLGO0akw2Oeffy610NfHRRdd9Mtf/lLPLaoO5xgAgHAQYEXV0NAwNjb25ptvfvOb3/yXf/kXo5NjsMHBQelrQa198cUXP/vZz04//XSppwaLwjkGmgh9TG3CC7olEhkrW2YKVIejIqrW1tacnJzjjz/+2muvtWg3ASrKyMi477779NkWHZy5ubkU0umzOe3gHAMAAABQGQIsAAAAAJUhwAIAAABQGQIsAAAAAJUhwAIAAABQGQIsAAAAAJWJEmCF/XYdAAAAdGZ0RKATO+dTzBIFAAAwLXGqY2HyKUyJAgAAmJY41bEw+RSmRAEAAExLnOrYzvnEK0IAAABTEac6FiafwpQoAACAaYlTHZson1EfNU1NTW3dutXhcGRlZTU2NtKfMa1cjTQCAABA/MSpjk2XT5ld39HRUVRU9IYfTXR2dkZdFV4RApicz+czOgkAoB9xqmPT5VNm169cufLgwYM8TROlpaWqrBYADPHSSy/l5ORkZGQ4nU6j0wIAOhGnOjZdPmV2fWZmpsfj4emjR486HA5VVgsAOnC5XL29vbt27aqvry8uLqa4Snq6vGrVKqNTBwA6Eac6Nl0+ZXZ9cnLyxMQET9NESkpK6G/RdSyASfz6178+7rjjFi9eHBROSRYuXJidnU0TtIDRiQUAnYhTHZsun3iCBWADfX19M2fODAqnKisrGxoaOjo6BgYGvF7vMX8DrPT0dPpft9ttdJIBQA/iVMemyyfaYAFY2uTkZGNjIwdVs2fPPuuss6RwKqzq6mpacvfu3XomEgCMIk51bLp8hu56aU57ezu+IgQwM5fLVVxcTKdbampqS0sLBVtRf7J3715avqKiQofkAYDhxKmOTZTPSPGQND01NbVlyxaH37Zt29APFoCpdHV1cVur3NzcgYEBhb/yeDypfuPj45omDwDMQJzqWJh8ClOiAPqj2Ki+vp5vjWpra2VeCIZVUVFBP9y3b59GyQMA8xCnOrZzPvGKEEAHQ0NDeXl5dIplZGTE15SqtbWVIzPV0wYAZiNOdSxMPoUpUQA9UWyUmppK51dhYeHIyEh8K3G73RyfoVd3ANsTpzq2cz7xBAtAO01NTZmZmXxyNTQ0JBgbUXxG6+nt7VUreQBgTuJUx8LkU5gSBdBHcnIyfy2oSlS0c+dOWtuGDRsSXxUAmJk41bEw+RSmRAF04PV6U1JS6LSiwEiVFQ4PD9PasrOzVVkbAJiWONWxnfOJV4QAGmlra6NzqrKyUsV1ckv5/v5+FdcJAGYjTnUsTD6FKVEAHeTn59M51d3dreI6N2/ezM25VFwnAJiNONWxMPkUpkQBtOZ0OnlsQSUdtSvX399Pq83Ly1NxnQBgNuJUx3bOJ14RAmihtraWTqjm5mbV10xBG615aGhI9TUDgEmIUx0Lk09hShRAU2NjY+np6ampqW63W/WVb9iwQcWG8wBgQuJUx8LkU5gSBdBUS0sLnU1VVVVarPzQoUPcZ6kWKwcAMxCnOrZzPvGKEFT029/+9tJLL/3JT37idDpHRkY8Hk/oMiJ0RJ6bm0tnE0VCWqycdiAPF+1yubRYPwAYTpzqWJh8ClOioBEeECYIRRvFxcWVlZX19fU1NTXTp08vKyszOqUa4idMlGvtNlFXV0ebaG1t1W4TAGAgcapjYfIpTImCFrjbJ/7Grby8nP51OByh8RYbHR01Or1aqaqqogy2tLRot4l9+/bRJmgna7cJADCQONWxnfOJV4SgipGREX5vtWPHjsCOCWja5XINDAz09vbu3bt3zZo1Wj/dMZbb7U5NTU1PTx8bG9NuK+Pj49yIPuxLWACwOnGqY2HyKUyJgrooiiopKaHjp76+Xn5Jr9dLi1FwQCGCPmnTWXNzM2WwtrZW6w1VVFTQhnbv3q31hgBAf+JUx8LkU5gSBXXxIMQ5OTkUP0VdmEMxVQY/NhsKNLmTKqfTqfW2KLSiDVVXV2u9IQDQnzjVsZ3ziVeEkKChoSFu264wquBnPJs2bdI4XQbo7u6mrOXn5+uwrbGxMXs/CwQQmTjVsTD5FKZEQS0+n6+goCCmgGlgYCDJpoO9VFZWUtba2tr02VxZWRltrqenR5/NAYBuxKmOzZLPqamprVu3OhyOrKysxsZG+jN0Ga/Xu379+rlz52ZnZ992220xrV+cEgW18NjD+fn5ynu3mpyc5K8LbdaN0+joKD9SUvKeVBXcnWldXZ0+mwMA3YhTHZslnx0dHUVFRW/40URnZ2foMvX19bW1tUf8Lr/88vvvv19+nXhFCHFzOp2pfgMDAzH9kMfpo+NZo4QZgmPNqM38VcQhHd1KqTueNAAYTpzq2Cz5XLly5cGDB3maJkpLS0OXmTdv3rvvvsvTFGPF1KOjOCUKiRsfH+f+yuMYz5gbaGs0kowhfD4fBTqUqcHBQT23m5+fTxvt6+vTc6MAoDVxqmOz5DMzM1Pq9ubo0aMOhyN0GQqw6L94miKtsMtEIk6JQuJ4yOHCwsI4Hp+43W76bUZGhm0evXR1dVGOiouLdd5uU1OTXb8YABCZONWxWfKZnJw8MTHB0zSRkpISusy6devWrl37rt+VV16ZmpoatECknrXxihCU6+3t5fZGIyMj8a2Bm8br0J2BPrjvCf1feg4ODnIHGTpvFwA0JU51bJZ8KnmC9f7771NclZWVtWDBgttvv33hwoXK1y9OiUIi6CDk3p527doV90q4xVJjY6OKCTPK8PAw5YXOR0PGsaboSv9XkwCgKXGqY7PkU0kbrED33nsvBVvK1y9OiUIiampqkhIeCK+vr8+Qd2pa2LRpk4Hv6XjrTU1NhmwdALQgTnVslny2t7dH+opQKoy1a9e63W6v1/vQQw8tXrz45Zdfll8nXhFCTHiY4YyMjAQ7WfD5fOnp6bQqTcfs08H4+Dj3OjE8PGxIAjhU1ad3UwDQhzjVsVnyOTU1tWXLFofftm3bAvvBkgpjz549ixYtmjVr1vnnn//888/HtH5xShTiQBFVTk5OcnIyHSd79+5NfIXcLacqqzJQR0cH5SKmz3XVNTk5OWfOHErDgw8+aFQaAEBd4lTHds4nnmCBQvfddx8fJMuXL1dlhW1tbVbvJ9Pj8Xzta1+jXHR1dRmYjOOOO44fKxqYBgBQkTjVsTD5FKZEIQ7cLD0tLe2VV15RZYUjIyPcT6Yqa9Pf0NDQjBkzDGzeLlm9ejUlY/r06cYmAwDUIk51LEw+hSlRiFVfXx932q5un5bcValFv4Dj5mjkggsuMDotx5YvX04paW1tNTohAKACcapjO+cTrwghqrGxMe6XIY5O2+Vt3LiRVrtz5051V6uPI0eOUMRJ6f/zn/9sdFqO9fT0JPmH0LZN360AIhOnOhYmn8KUKChHFXZFRQUdG/Sv6pV3d3e3sS3EE7Fr1y5KfGVlpdEJ+RJFV4a3BgMAVYhTHQuTT2FKFJRrbm6mA2PhwoVa9KcwPj7Obx5pQvWVa40Dmt7eXqMT8iX+nrGwsNDohABAosSpju2cT7wiBBkaNb0KVF5eTgded3e3RuvXyKFDh3iMGvO8kvP5fPwm1zYDEAEIS5zqWJh8ClOioIR2Ta8C7dy5kzaxceNG7Tahherqakp2S0uL0Qn5O7wzzfPWEgDiI051LEw+hSlRiErTpleBeLji3Nxc7TahOrfbnZqamp6ebrZu6L1eL/ePPzQ0ZHRaACB+4lTHds4nXhFCWJo2vQqSnZ1N2xoZGdF6Q2ppbGykBNfW1hqdkDAaGhoobfX19UYnBADiJ051LEw+hSlRkKdD06tAdXV1FurDaXJykt+c9vf3G52WMFwuF5ed2+02Oi0AECdxqmNh8ilMiYIMfZpeBeIeO63Scqirq4tSW1BQYHRCIqqtraUUNjQ0GJ0QAIiTONWxnfOJV4QQSLemV4EopKMtpqenW2Kkl7KyMkptR0eH0QmJaGhoiAfw8Xq9RqcFAOIhTnUsTD6FKVGIRM+mV4GKi4tpu/q8kUzE8PAwD6ts8o67OEo220eOAKCQONWxMPkUpkQhLJ2bXgXiZuObN2/Webux2rRpE6WT/jU6IVFwN10UKFvioSAABBGnOrZzPvGKENgDDzzAI+vp1vQqkNPpNHnDpmP+fuczMjIoncPDw0anJbrCwkJK6t69e41OCADETJzqWJh8ClOiEIobtk+bNs2QZx6Tk5Mcu5j527e2tjZKYXl5udEJUYQ/HTB5zAoAYYlTHQuTT2FKFEJxZ1SXXHKJUQngvtF3795tVAKiomDFQqP6UMyak5NDCe7p6TE6LQAQG3GqYzvnE68IgYyOjlLpU4xlYBp4rGJz9t5J+vv7uVWTeQYfjKq1tdVCj9wAQCJOdSxMPoUpUQjCL7/q6uoMTIPL5eLOBcwZwXDnUk1NTUYnJAbj4+O0PynZg4ODRqcFAGIgTnVslnxOTU1t3bqVrphZWVmNjY30Z+gyr7/+elVVlcOPJuhP5esXp0QhSGVlpRkaROfl5VEyBgYGjE1GqLGxMYt2j86fZ1ZXVxudEACIgTjVsVny2dHRUVRU9IYfTXR2doYus3Llyptvvtnrt337dvpTfp14RQg+n49HCDZ86GLuBMGQzxjltbS0UMJqamqMTkjMqEypcCk0HB0dNTotAKCUONWxWfJJ0dLBgwd5miZKS0tDl5k1a9bHH3/M0x999BH9qXz94pQoBOI+k4qLi41OyJcpKSkpMTohf0dqLU7JMzot8diwYYMl+u4CAIk41bFZ8pmZmenxeHj66NGjDocjdBm6yb711ls//PBDr9fb1NQU0z23OCUKgTZv3myS1kXj4+P8LM1UY7z09PRQkvLz841OSJxGRkYo/ampqXfccYfRaQEARcSpjs2Sz+Tk5ImJCZ6miZSUlNBl3nnnnZNPPpnf99HEX/7yl6AFkmRpngcwHwodqOj7+/uNTsj/4jFeurq6jE7I/8cN1FpbW41OSPxOP/10PsHNPxgRABxDgKU/JU+wqH7avn271AaL/lS+fnFKFCT87V5GRoZJvt3j1k719fVGJ+RL3IFFenq6qR6qxeonP/kJB1h/+MMfjE4LAEQnTnVslnwqaYM1c+bMmNpg4QmW4Lj3KfM03+bRlBctWmR0Qr7E7083bNhgdEISddlll1FGqqqqjE4IAEQnTnVslny2t7dH+opQKgwKwpqamvgJ1g9/+MOwQVgk4pQoSMzWf7rH40lJSTFJknw+n236kRobG+O84C0hgPmJUx2bJZ9TU1NbtmzhPq62bdsW2A+WVBivvvpqZWXlHL81a9a89tprytcvTokCM+EIgFT988NUM/Q/vnfvXhN+1Rg3fv1aUFBgktfBABCJONWxnfOJV4QiczqdSSYbD5jqfn6otmzZMqPTcqyoqCjJBP2vqsXn83FXrh0dHUanBQDkiFMdC5NPYUoUGHfzTf8anZC/QzEWjzxtbN+Y27dvpzSkpaVRXGJgMtTV3d2d5B900tJt9gFsT5zqWJh8ClOiwAoKCszZKIf7xjS2a66FCxdSGpKTk8fHxw1MhurKy8spX5s3bzY6IQCG+f3vf3/WWWc9+OCDRickInGqYzvnE68IhTU2NsYdNJjwCQ23xMrLyzMqAZOTk3PmzKE0fP/73zcqDRoZGhricRUxeA6ISTq7U1JSTNseUZzqWJh8ClOicOz/WnCb87t96S0hRQOGJIAjvMLCQkO2rjV+QGjOogfQ2s6dO6VnCt3d3UYnJzxxqmNh8ilMiQKpra01c3vnhoYGA98S1tXV0dbpQmzI1rWGLhtAWP39/fwEly+AdCNnnm+oA4lTHds5n3hFKKbJyUmuYl0ul9FpCY+ug5S8nJwc/Tft8/m49wobv0RDlw0gIK/XywO385c9VVVVNB3TeCe6Eac6FiafwpQocPhiYCMnJfhSqP8giTy6s13fDzJ02QAC4i5gysrK+L5ibGyMmyKYcKRRcapjYfIpTIlCc3MzFfemTZuMTogcfktI/+q8XX4/aMJrrrrQZQMIpa2tjQ54h8MR+Ni+t7c3yT/YqFHNPSMRpzq2cz7xilBMJSUlVNyHDh0yOiFy6JKn/1vC8fFxutommal3e+2gywYQBF1M+Lzu6ekJ+q+NGzfyE2tTfU8tTnWsfj6pIJuampYsWUJFTv/eeuutn376qepbiZU4JSo4j8fDN22muqCExa+x9GyLvW/fPn6JoNsWDYQuG0AEdNeUn59P5zXFUjL/q//DchniVMfq5/OGG25YtWrV8PAw1XD073nnnXfjjTeqvpVYiVOiguMYorKy0uiEREf3IZTUDRs26LZFbqVh+/eDEnTZALZXX18v/4xqcHCQbjNM9V2tONWx+vlcsGBB4AsImqY5qm9FCbwiFBC3Mdq1a5fRCYmO3xJmZ2fr87Ebvx+kS63H49Fhc2aALhvA3rq6urhH5eHhYZnF+LvanJwck5z74lTHdg6wAolTooLjQWBGRkaMTogidN+pW/W/e/du0362rR102QB2NTo6yl2u0KktvyQd/GVlZbRkTU2NPmmTJ051rMkrQrqIv/TSSz6fj/6labwiBH0MDg5SQefm5hqdEKW42+W6ujodtkVnopJrsc2gywawJYqZiouL6cCura1VsrzL5eKnuWa4AohTHWvSyP3mm28+9dRT09PT6d9bbrnFqEbueEUoGo5Xwjb2NCe6B03SZcxEj8fDLb5N8o5AT9xlA+X9scceMzotAOrgfl7oZlL5eO3cPpWuNob3wCxOdSxMPoUpUZHxY/DQb5XNjN8Sap1mfj9YXV2t6VbMye128y3WV77yFaPTAqCCQ4cO8T3D4OBgTD/kIXRKSkqMfWMuTnUsTD6FKVFheb1efkij/JbODFpbW3V4S8ihJ93CaroV0+LXoykpKVZpnAcQyapVq5KTk+P7lEcaTqe5uVmLtCkkTnWsfj6Hh4dLS0tnzpxp+Os5vCIUCr8JKi8vNzohseHnK+np6drFhTpswvy4x0VL9N8BENbY2NjatWu5Oou7j2Kn08k3ok8++aS6yVNOnOpY/XyWlJTs2LHjr3/9a0y/mpqa2rp1q8PhyMrKamxspD9DlwkKmDIzM5WvX5wSFRZ3etTS0mJ0QmKm9eMlfkgm5vtBicfj4Ua+Ju/iHyAUhVYNDQ3cXfu0adPmzJnz+OOPx7229evX03qSk5P/+Mc/qphI5cSpjtXPJx0En3zySay/6ujoKCoqesOPJjo7O+WXv/vuu2MaBEOcEhUWP/qW7w/GnLQOgKzYNE0LvJ/z8vLQZQNYRWBolZqaWl9fn/jIBD//+c/5IcV3vvMdVRIZK3GqY/XzefLJJ8fxkcLKlSsPHjzI0zRRWloqs/Bnn312yimnvPPOO/LrxCtCcVBcRUW8cOFCoxMSD/7ET6NXeLp9qGh+FFfxsCGW6IcWBKdFaMW8Xu9FF11Eqz3xxBMNudkQpzpWP5/33Xcf3YvTwRHTrzIzM6UPyI8ePepwOGQW7uzsvPrqq2NavzglKibuT5KuQUYnJE7adVKlZ1db5sefX9HlJdYLFIA+XC7Xa6+9plFoFYhvNnp7e1Vfc1TiVMfq5DMpmqhrSE5OnpiY4GmaSElJibTkF1988ZWvfOXw4cOxJiPu3IH5cYDS1dVldELipF036/p0A2EhVVVVSfoOAQmg0AMPPMCtrDQNrdiuXbuSDPrsQ5zq2Cz5VP4EiyrRiy66KNb1i1OiAqIbvhkzZtD1yOv1Gp2WOGnUESi/H9RtuENLoH3CuzrWPoQANDU+Pr5gwQJ+HEC3AdqFVowuNfyQTP9+R8WpjtXPJ0XfcfxKeRssuiN/6qmnYl2/OCUqGgqqZs+enWSpEXLCqq6uVv0tYVNTE57WhGpsbKTdUlZWZnRCAL7k8/n4YxSHw0HHpz4bra+vpy3qtjmJONWx+vk88cQT/+d//ifWX7W3t0f6ijCwMA4cOPCNb3xD4TrxilAEdPvFT9TPPPNMo9OSEB7IQt1an4fh02cwaQuhoJwHBbfuO2Wwk8nJyZqaGv5MR8/nSQMDA7xRnZ9wi1Mdq5/Pu++++9JLL33zzTfD9mUVCS28ZcsWh9+2bdsCfxtYGFT9xNeaRJwSFc3o6GhKSkpqaupLL71kdFoSMj4+zk/s3W63KiscGhrC+8FIuNFbTk4OPq4Ew3EfflT36T/SQEFBgf53GuJUx+rn05wNzM2QBtACP+VuaGgwOiEq4LeEra2tqqyN3w/aY89oobi4OMnoMUMANm/enOTvSKW/v1//rXd0dCTpPgCGONWxnfNptiAPVMcNltPT0+3x1X1PTw8dqMuWLVPlsQr3vGrIVdsSaM8k+UcQ0r+RLwDjzm/pImZIdwnH/A/OKbajNOj58Eyc6liYfApTokKx0+OrY/6GrikpKZSjs846K8FVcfQQ94Blgqirq6O9VFtba3RCQETc7NLwtoA8TKeeV1FxqmNh8ilMiYrDZo+vWGZmJl9zy8vLd+/eHXff7nS5tFPoqRG3283t3vCcD3TW09NDly8VmwTEjRtrOhwO3dojilMd2zmfeEVobzZ7fMWcTueyZcvS0tL4oKXqv7a2tre3N6aG6h6PZ/78+fRzunRql1R74J7uCwsL8SkA6IYCen4xp38XCWGVlJRQYvbu3avP5sSpjoXJpzAlKghbPr6SjI+P08WOu6dn2dnZFErK9I1J8YHL5aIFDh48yE9l5s2bp2eaLYru2nNzc5O0GacIINTIyAhHVxs3bjQ6LV+iqw2lh8IsfTYnTnUsTD6FKVFB2PLxVSi3293S0sKfUrO8vLxly5bRpXD9+vVVVVVlZWUUH/D1OsgZZ5xhdPKtoauri3ZXWlraPffcY3RawObozpD7YKupqTHPQ1O6zXA4HJQqfYY3EKc6tnM+8YrQruz9+CqsoaEhiib50hwJRVqFhYXl5eWrVq2iwAsfxyk3d+5c2oHJycnWHW0JzO/ee+/lYSfo9DRPdMW4twh9HqqJUx0Lk09hSlQEgjy+CkUX5ZaWFgouMzIy/v3f/72np8fpdFIghbAgQddeey0/xDJbtQd2wu/u6TCL++MV7YyMjCT5u+PSIW3iVMfC5FOYErU9AR9fBaFwCv2Pq467DTOqOyKwPTptuROW6667zui0hFdeXk7Ja2tr03pD4lTHds4nXhHakrCPr0BTLS0tdFxVVVUZnRCwJwpc6AA7//zzjU5IRN3d3ZTCgoICrTckTnUsTD6FKVF7w+Mr0AgdUal+ao0FCRAoPz+fqiEKYoxOSESTk5PcynNgYEDTDYlTHQuTT2FK1N7w+Aq0U1NTk4TRCUEDTqeTDi0KX0zeyK+xsZHSWVdXp+lWxKmO7ZxPvCK0GTy+Ak0dOnQoyT++kMlrQbCc2tpaS8TuLpcryd+/scfj0W4r4lTHwuRTmBK1MTy+Aq1xp6No6g4qomCFQharvH2uqqqiU2DXrl3abUKc6liYfApToswqt+B9fX3V1dVPP/101CXx+Ap0gKbuoDprHVR0d0Gpzc/P124T4lTHds6nsK8It27dOn369PPOO8/pdA4NDYXtcJJmGhupeL3epqamadOmUdGkpKTQDZN81wN4fAU6QFN3UB0/Fj106JDRCVGEbs65yxLtEixOdSxMPgUoUY/H09raWlxcHLabb4fDQed5eXl5dXX1mjVrkv2ee+45/dNJJzClMzs7OyiFlLxIo43i8RXoBk3dQUXcsI8ubkYnJAY8AnppaalGb0JEqI6ZMPm0b4n6fL6urq6qqioKQThSmT179rx581asWEHhVEFBAd+OhHXaaafp3KcwJTUvL4+3Tsl78skne3t7H3300cLCQp5JE319fUG/wuMr0A2auoOK6IaWDqeWlhajExIDuo/lq/H69eu1WL+Nq+Mgds6n7V8ROp3ODRs2SAP9UoBFJ3N3d3fYd20ej2d0dJR+Qgu0t7dTcHPccccl+UfF0ifGok1LT9fy8/N7enoC/5cqs71790qxYEVFxdDQEP8XHl+BztDUHVThdrsteu2aPn06nQLLli3TYuW2rI7DMks+p6amtm7d6nA4srKyGhsb6c+wi73wwgurV6+ePXv2okWL9uzZo3z9dirRp59++vLLLw98LlVSUtLW1hbrh7UjIyPcrZx2MRaFTRTtDQ8P85cpSf6eYHbv3h3p2QAtTLd6PK47qa+vd7lceHwFOrNWq2QwrebmZjqQamtrjU5IzFpbWynleXl5WqzcTtWxPLPks6Ojo6io6A0/mujs7Axd5pVXXlm8ePG+ffs++OCDt95664orrpBfpy2fYNEtETcM5/f6TU1No6Ojca9N0xiLAj4qrxkzZvAIXBQ20eVGySB6Xq+XwilpYFTKL60BjY5BN2jqDomTWos7nU6j0xIzTXt1t011HJVZ8rly5cqDBw/yNE2UlpaGLkMRVdzjUNqmRGkncHSlVme7GsVYVEVdfPHFnNTk5ORNmzbF+pCcAkfKoxQfW/EiBdaFpu6QIB7aT9P+DjS1efNmSj9dulVfs22q46jMks/MzEzpDdfRo0cdDkfoMgsWLLjllltOOOGEuXPnrl+/3uv1Kl+/PUp09+7dlJEZM2Zs375dyaMghdSNsSiQkp4/UWi1ePHi/v7+uNd2//33Z2RkLF++XMX8AkSFpu6QoMrKSjqE4n4oYLihoSFKf3Z2tuqngD2qYyXMkk+qiScmJniaJlJSUkKXoZl1dXXv+tXW1tbX1wctkCRL8zxobGBggL8TjNSXQSJUibECQytKKhVQIq8vJajhwBBo6g5xk8acielBgNnwx91BHyQlzgbVsUJmyaeSJ1i0DP0XT1OMRZG18vVbvUQpduEASIsHtiyRGEuj0ArAQGjqDnHj92uhTwGsZdeuXZSL6upqdVdr9epYObPkU0kbLKr4Ka7i6SNHjogTYE1OTpaUlCT5O47S9HFOHDEWQiuwKzR1h/j4fD7uSHlwcNDotCSETwHVx362dHUcE7Pks729PdJXhFJh7NmzZ+3atdIrwquvvlp+nbZ5RbhhwwZuDqJDZypRYyxKw/DwsNPppDKqrKxMS0tDaAV2habuEIeuri46bIqLi41OiAq4JVlHR4eK67R0dRwTs+Rzampqy5YtDr9t27YF9oMVWBi33nor3RlkZWWtW7dOkEbu3LCd7iF0uxmSYiwKni655BKKnCoqKgoLCyP1CE9RL0IrsCUrjnMChqO7U9WDEqPs27cvyd/VoorrtG51HCth8mnNEtW0YbsMirEifStAAW5+fn55eflXv/pVDsIs3YoTQJ61RuoFww0PD9MBk5GRofMoZBrx+Xw8WIiKd9EWrY7jYOd8Wv0VoQ4N22WsX79+zpw5V1xxBcV2VLsMDg66XK7ABSiu2r17tzSgDYAtcVP3mpoaoxMC1kCXa6Mu2hrhNipNTU1qrdCK1XF8hMmn1UpUt4btACBDaupuueHkQH8+n49H+hoeHjY6LapxOp3qvii3XHUcN2HyabUS1bNhOwDI4KbuLS0tRicEzK6jo0P1FktmoO6YP5arjuNm53xa9xWh/g3bASASNHUHJTwez+mnn06Hyr59+4xOi8qampooX3Tbr8rarFUdJ0KYfFqnRI1q2A4AkaCpO8hzuVwzZsyggyQzM9N+43qNjo5yy31Vsmah6jhBwuTTIiXa39/PZ6md2kgCWB2auoM8fszJrWaNTosmuE1wV1dX4quySnWcODvn04qvCJcvX86pfeqpp4xOCwB8ye12J/u9+eabRqfFVuzRl8Gx/xtVZubMmXY9Qtra2iiDlZWVia/KKtVx4oTJpxVK1Ofz0flJST311FPt95AZwLq6u7vt/XzCELRXZ8yYsWTJEqtf7oaGhni4MBsPDe7xeCiPqnxOa4nqWBXC5NMKJbp3715K54oVK4xOCAD8neHh4ZSUFI6x+vv7jU6OHVA9PXfuXN6llv6ah6LDgoICEdp1VFdXUzZbW1sTXI8lqmNV2DmflntFSDfHlM7du3cbnRAACEYBwU033URnaH5+vtWfuBiOdibtRuni3N3dbXSK4tfQ0MBHhW1ed0bS09NDOS0sLExwPZaojlUhTD5NX6Iul4u7ZrD9WQpgUZOTkxwWNDY2Gp0WC5OiK/q3ubk5yT8Al9vtNjpd8eC27ampqSKMaUH3FVRSlN8EM2v+6lgtwuTT9CXKF5q6ujqjEwIAEXEvKoJUqFoIjK64NU9VVRX9WVFRYXTSYubxeLgHTnE6oeWBgDZv3pzISsxfHavFzvm01itCdbvKBQCN8CuhwsJCjGEVq9Doimfyc5HEG/fojNskCTWaGd1gJPmHGEkky+avjtUiTD7NXaJ9fX3oKhrAEsbHx7nf0V27dhmdFisJG12x3t5ebiBhoeeCPN6Gw+FwuVxGp0VXeXl5CXa6a/LqWEXC5NPcJVpXV0cpbG5uNjohABAd3xFRQDAyMmJ0WqxBJrpiGzdu5OeClviAYHR0NCMjQ62ON61l586dCbZmMXl1rCI759Mqrwi9Xi/3oSLanRCAddXX16NbLIWiRlfH/M8FeZmGhgadkxeryclJ7ta8trbW6LQYwO12J/g9lpmrY3UJk08TlygPwG7FNp4AwqL7ooULF9KZ29bWZnRaTE1JdMUGBwd5GNa+vj7dkhcHHvk4NzeXjgGj02IM7lEo7tFyzVwdq0uYfJq4RPlmyH4DsAPYG3fv7nA4LNrFgA6UR1eMx3zMycnxeDw6JC8O0mekIn+QxO3PVqxYEd9DLDNXx+qycz4t8YpwZGQkSb1RygFATzU1NXT+VlVVGZ0QM3rxxRcXLVqkPLo65n/7VlZWlmTWcbWl7xsE7wiN9gM/a5w/f34cNZdpq2PVmSWfU1NTW7dupXvBrKwsOnbpz9BlEgmYTFuimzdvprRt3LjR6IQAQMzcbjddtcRs7CyPQqVZs2bx3WNMo9e5XC7epSYc04Ib3qGHDrJkyRLaFdOmTYtjaELTVseqM0s+Ozo6ioqK3vCjic7OztBl4giqTP4Ei85SbsYxMDBgdFoAIB48hGh2drZp32oZgnukJN/4xjdi/e2+ffs4MjPVdz/8RphShU9HSX9///Tp02mH7Ny5M9bfmrM61oJZ8rly5cqDBw/yNE2UlpaGLpNIqcj/lgKdH/zgBytWrHjiiSfi3kQcuPeX/Px8PTcKAOriNr8YhkHCEVJKSsqNN94YxxMOUltbS2soKSkxybOivr4+jifwTYOE66/U1NRY+8RCgKW3zMxM6f7v6NGjDocjdBm+TZw1a1ZBQcFPf/rTzz//XPn6w5Yo3R51dHTU1NTwE2kyc+bMnp6e+LIQB27AIc4wCwC2RFcS7hVp+/btGEt0aGiI90Yi7/i8Xi8PbmGG3gGpTKU6Ir540a54hDfaOaOjo8p/hQBLb8nJyRMTEzxNE3TrE2nJTz/9dHBwsLS0NLS7lCRZHMDRqUIh1MaNG7k7Wgn3RMUo7tHhsyBKD3+NgjMWwOp27drFV4+LL77Y6LQYiQIjvrTW19cnuCqn08lXSGNbUPh8Pm53T+je3sCUmBMPJUl7RvmtBQIsvSl5ghXorbfeirpMIH6S+fWvf52/fWC0BoqlOjo6+E0/BVVtbW1870X/RfPjzY0ira2tSfj+CMAWJicnZ8yYwbdqej4FN5vKykraCcXFxap8Fs3fAKWlpf3nf/5n4muLAxUrv2dYuHDhf//3fxuSBpOTeohV/uEnAiy9KWmDFYiCoQULFihfvxRUUYBFtyPNzc10VxT27T6tmUNyQktq156xsLCQNtHd3a3R+gFAT7/97W9PPvlkPZ+Cmw2/MMrOzlarcfozzzzD+3P27NmGhK0bNmzg+200bJdBO4cfTChs8I4AS2/t7e2RviKUCqO2tnZ4ePizzz47fPhwRUXFDTfcIL/OoFeE3/nOd379618rfIxJcQ9/30f3o3TVUL2h5eDgIF+J0P0VgG3QhULPp+CmcujQIb6DVbEfdtqfxcXF0msHncNWfn5Gpdnf36/bRi0qpgbvCLD0NjU1tWXLFofftm3bAvvBkgpj//79y5cvT0tLW7Jkyc033xxTaBJHiXq9Xr59SfJ/6KduOwD+htn8o24BQKx0ewpuHqOjo9wMPI6P9qOiS73+YSs34aCIgUIHHTZnA8obvCPAspu4S9TpdPILZvL1r39dlTd6dL3Izs6mFQ4NDSW+NgAwIa2fgpvH+Pg4N3iorq7Wbit6hq3czUQS+o+NkcIG7wiw7CDoFWHc66F4qKmpadq0abSS5OTkl156KcGEcYd1dElKcD0AYGahT8GHh4ftN0JwXV0dZ1CHLip0CFt7enr4pWRra6vqK7c3hQ3eEWDZTeIleu211/KFkk7vBF8X8oc26LAOQASBT8HJnDlz7BRj0XWMGypR7KjPFjVtvNHf38/vIgUfbTBuShq8I8CyG1VK9D/+4z+4y2a6edq3b198K3G73XR7RGvAwBoAguCn4MnJyRwWHDhwwOgUqYPCEX7Yo//X0IFhq8PhuPnmmxNfpxQcYHDYRERt8I4Ayw7UekUYaHJyks49XiFdMeNYQ0tLS9QnqABgPxQTzJ8/n5/37N271+jkJIouZZmZmZSdzZs3G5KAwMYb5LLLLkvkc7+XX36ZXz7SxdnGDeb0ITV4f/HFF0P/FwGW3ahboh0dHXzfVl1dHWuzA77rwpcpAAKiy0V9fT0HBDRhxXF1hoaGKKw58cQTORfLli0zNhy59dZb6WosPR0sKCig63NMO5bSv2rVKl5DWVkZoitVrF69mvYnhb9SD5cSBFh2o3qJ9vX18WfJhYWFyrtm4YZcWVlZOIcBhLV3715+FUXRgG5NlxLEcVXQCGPkgQceMDpp/4suwpQ8fgTFz042bdok/6Vh6Fi0c+bMsWLIa06PPfYY79Xi4uKg/0KAZQdavCIMRGcvP46K2uzd4/G0trbSccYpmT9/vuqJAQALobiKoiszvy4cHBz0+XyhcVV2dvaGDRvoDvO5554zWw+cdOPa1dUlDR1IKioquru76QrM/SZGGot27ty5xx9//P79+43OgX1QWaxbty4lJYV2b1Av/Aiw7EajEvV6vXQCJ0Vo9k6nNJ3tVVVVUk/E6X533XWXFokBAAvR7nVh2AfkNNPlclHYRLERRUh0v3f99dc3R3DOOedQqqZPnx4aV1ni6TvFrxRF8WNCflGVlpYW2Cl8UshYtKAF/siUDp6xsTFpJgIsu9GuRMM2e3c6nXQxkk5vOqurq6vpRgoD4wBAoJheF1It9eMf/7ioqKiuri5SbERhU2Zm5vz582tra+nurqysLDc3V7oWxWrevHkWiquC0A0wVfALFiyQshN1LFpQHXdLRIeiNAcBlh0EXSk03ZbU7H2Rn7TRkpISOsPRIwMARBLpdSG/oaM5DQ0NFRUVPPxDIijSKiwsPPfcc+fMmUN/rl69OlKU9v3vf5+uXT/60Y9sEIVQmHXhhReeeeaZ+/fvRxMr/bndbj50pa4fEWDZjQ4levvttwdeyJqamqIOyQQAcOzvXxdSbUQBAYVcge+zmMPh4HbceXl5kWKjm266ia4/+fn5nZ2dPT09TqfT5XIFdW1KYROuTqAbHryE7h/4swMEWHajQ4nSVSwtLS05Ofmee+7RelsAYD+33HJLUERFYVZNTU1LS0tvb6/0tbIIo0eDzfD9Q3FxMQX3CLDsIOhSpcMW6TYxsCkfAIByPp+PIqpZs2Zt2bKFP+IzOkUA6hgfH8/NzU3yt1RGgGU34pQoAFiaDZo9AYTigZX4xbfRadGJMPkUpkQBAABMqKGhQbcXSmZg53zq/4oQAAAAwrrnnnuEqo6FyacwJQoAAGBC/f39aWlp4lTHds4nnmABAACYx9jYmDjVsTD5FKZEAQAATEuc6tgs+Zyamtq6davD4cjKympsbKQ/Iy3p8XgWL14cawmJU6IAAACmJU51bJZ8dnR0FBUVveFHE52dnZGWvP766++44w4lJYRXhAAAAKYiTnVslnyuXLny4MGDPE0TpaWlYRc7fPjwkiVLfD4fnmABAABYjjjVsVnymZmZKY2IfPToUYfDEXaxCy+88Be/+MWx2EtInBIFAAAwLXGqY7PkMzk5eWJigqdpIiUlJXSZ3/3ud2eeeSY3zwpbQkmyNE0/AAAARCVOdWyWfCp5gnX66af39/fzdBxPsAAAAMBwCQYMVmGWfCppg6VKIelTtNiKyFvRbUPYCrZimw1hKyJvxa7Msu/a29sjfUUYtoDjLnU7HZTYijm3otuGsBVsxTYbwlZE3opdmWXfTU1NbdmyxeG3bdu2wH6wEGBhK9baim4bwlawFdtsCFsReSt2Jdy+s9NBia2Ycyu6bQhbwVZssyFsReSt2BX2nSZwUJoTysW0UDSmhaIxJ5SL+aGENIFD35xQLqaFojEtFI05oVzMDyWkCRz65oRyMS0UjWmhaMwJ5WJ+KCFN4NA3J5SLaaFoTAtFY04oF/NDCWkCh745oVxMC0VjWigac0K5mB9KCAAAAEBlCLAAAAAAVIYACwAAAEBlCLAAAAAAVIYACwAAAEBlCLAAAAAAVIYACwAAAEBlCLCie/zxx1etWpWenn7CCSdcc8017733nvRfSf8n0m+npqa2bt3qcDiysrIaGxvpT/n5oFykcpEpLwnKRVORiuDAgQPnnHNOWloazb/qqquOHDkS+lsUjaYS2b0oGu3I7EPUMtaFACu6888//+DBg+Pj4+++++511133rW99K2gBmUO/o6OjqKjoDT+a6OzslJ8PykUql6jldQzlorFIRXDeeec98sgjXq/3448/3rFjBwVhob9F0Wgqkd2LotFO1H2IWsaKEGDFhiqG2bNnB80MPfSlOStXrqSahqdporS0VH4+xCdsuYTOR7noL1LRUPg1a9Ys6U8UjT7i2L0oGh1E3YeoZawIAVZsenp6ysvLg2bKHPqZmZkej4enjx496nA45OdDfMKWS+h8lIv+whbNJ598cueddwY+XETR6COO3Yui0UHUfYhaxooQYMXg+eefP+WUU1555ZWg+TIPb5OTkycmJniaJlJSUuTnQxwilUuk+cdQLnoJWwTcoOT4448fHR0N/QmKRlOJ7F4UjXai7kPUMlaEAEspp9N50kknPfvss6H/JXPo495Ca5HKRaa8jqFcdCFTBB999NFtt9129tlnh/4XikZTiexeFI124niCFfW3KBfDIcBSpKura9GiRc8991zY/5U59PF2XFORykW+vI6hXLQXtQgoxgrbNgtFo6lEdi+KRjtxtMGK+luUi+EQYEV311130Y34yMhIpAVk3o63t7eH/Y4j0nxQLlK5yJQXykUfkYpg3bp1hw8fnpiYePvttzdt2hS2DRaKRlNx7F4UjQ6i7kPUMlaEACu6pBDj4+Nh/yvwJzwxNTW1ZcsWh9+2bdsCeygJOx+Ui1Qu8uXFEygXTUUqgv379y9fvnzGjBmLFy++7rrr3n///cCf8ASKRlNx7F4UjQ7k9z9qGYtCgAUAAACgMgRYAAAAACpDgAUAAACgMgRYAAAAACpDgAUAIIpI43DHOmCwkiHVE/95IqOGAxgOARYAgCgijcMd64DBSoZUT/zniYwaDmA4BFgAACIKHIc7kc4qI43nnfjPlSwWNGo4gHkgwAIAEFHgONyJDLcSaaj1xH8edbHQUcMBzAMBFgCAcILG4Y57wGCZIdUT/7n8YvKjhgMYDgEWAIBYQsfhju8JVuh6gjocT/DnkRaTyIwaDmA4BFgAAAIJOw53HG2woo7nnfjPlSwWadRwAMMhwAIAEEWkcbhjHTBYZkh1JatV+PM4Rg0HMA8EWAAAoog0DnesAwbLDKkeKMGfxzFqOIB5IMACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACVIcACAAAAUBkCLAAAAACV/T/cONK+dPiqMgAAAABJRU5ErkJggg==)
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