Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-05-20020314_115000_20020314_163500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/14 |
Start Time | | 2002/03/14 11:50 |
End Time | | 2002/03/14 16:33 |
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 | | -5.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-05-20020314_115000_20020314_163500-constBx0 |
Minimum Dst Value | | -4 |
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.
Data/Model comparison B plot for GOES-10 for time period of this run.
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nBHw/MVTt+WSdPNnG2GoRD3MOlkzmPgcr+P+7s23xb/6ef3b3vPLGJW/+EydOjHafUD9hwoRdu3bJsGQBGWl+HN2rnhNKFFjpkn8V+deSzwdDhgwxV2OSDuq8KnW9dP2cbpdeemmQ62A9//zzM2fOlA9DskCpYOSf0H0NGI9kH8Lkv7rHq49Id5etcm/thg0bxo8fL5+35L/F/RVhsjcg/9jvv/9+WU52NxlwH7AJXmBFu+tUWbLZIVJhONeLCrij3IuSN4KFCxea5liwYIF5F/DZHv8N8HkpSAr0WWzC6aPdh/HlzUuml+Js1apVvSqwAsYuT5ctWybvsDKZOb/EM9ny5cvlJfeqk3XCxYsXm+VceeWVPZ4eFy9hH5a9JB8MZEb5rCI5wzl+EL/k3v5rJBzf2+U4myeBe67elGw5AfeG/0ISjvfZV73aCT7je9zC0O/5hJ082cZYbBEPWZpM4/kVYcD/dzOQ8M3f559dxldVVZk6Ut4o1q5d6yxT3ppkTK+2P6wosAAAACyjwAIAALCMAgsAMkhOIgO9UV6DYiN7K5RBYQBRYAEAAFhGgQUAAGAZBRYAAIBloSqwEv4Q1+c3uvX19Zp/QQoAAPpIqAosI9l1PjzMNdDau+m8BhoAAOgjegssz1X8zX1jAAAA0qeiwMrPz8/Ozi4pKVm8eLEzPp37UMZfZRgAAARhJddnvhDGmazxWlpaKisrk92SKeHNQekfAABYpCeBhjBOn8Zz38A8zSNY6WwhAAA66UmgIYwzYIHlOQcr/u7rqa0CAAAkoyeBhjBOT+PV1NTs379fBlpbW6urq2tra8148yvCtra2FH5FqKd/AABStnPnzuLi4r47mSnTnHjiiVdeeeXbb7/ts0+y1CTQUMXpaWkzsrGxsbS0VJ4WFBTU1dV1dHQ400cikdSug6WnfwAAUibV1UMPPeTOO+EmpdXNN988btw4n2n0JFAtcdqlp38AAFImyUJPdeXwT5F6EqiWOO3S0z8AACnTmSwosAwtcdqlp38AAFKmM1lQYBla4rRLT/8AAKRMZ7KgwDK0xJm+hGfQAwCQjM5kQYFlaInTLj39AwCQsvSThfuDfW5ubnV19aFDh3o175AhQ2TG0tLSurq6t956K8hc6W0yBdb7tMRpl57+AQBImd1i5dixY/X19VIq9Xberq6u5uZmmXfEiBGHDx8OvsbUUGAZWuK0S0//AACkLFmyePfdd++6667bbrvN/5qcCZeQk5MjjwsWLFi3bp0zUoZlTI/zLl26tKamxgy3trbOmDEjNzc3Ozu7srKyra0t+o8HzHwm6+02B381TLTEaZee/gEASFmyZCHVlSlipMYKvoSjR4/W19ebG7t1dXVVVFRs3Lgx2n097YR3e4tf+5EjR4YOHWqGzzzzzF27dslyjh8/vmjRIqfw8syVbLKA29zbV8NES5x26ekfAICUWSmw3IYPH97c3GxeamtrGz169J133imPCQ8sJVx7dnZ2/Eipn5zCyyfBuSfz3+aUXw0TLXHapad/AABSZvcrws7OzqVLl7oPVi1ZskQmWLFiRcC1t7e35+fnm+Fdu3bJonJzc51z4RPOlWyygNvc21fDREucdunpHwCAlPXFCePmHCzR3NxcVFS0ZcsWeUz408L4eaUgc77jKyws3LRp0/Hjx2VYHp2JPXMlm6xX2xz81TDREqddevoHACBldgssqW+kQpo4caIMd3R0TJgwYdeuXTIsNZaM7OzsTDZvV1fXvn376uvrR44c6fyKcNiwYVu3bo12f9V4zTXXOBPn5eW5r+aQbLKA29zbV8NES5zp40KjAIBesXsdrJycnKqqqoMHD8r4efPmrV271pls1apVMibZvDKjVGCLFi1yn6q1efPm0aNHDxkypKioaOXKlc6mLl++XKZ3niabLOWo9SRQLXHapad/AABSpjNZUGAZWuK0S0//AACkTGeyoMAytMRpl57+AQBImc5kQYFlaInTLj39AwCQMp3JggLL0BKnXXr6BwAgZTqTBQWWoSVOu/T0DwBAynQmCwosQ0ucdunpHwCAlIUjWfQYhWcCCixDS5x26ekfAICUhSNZUGClRkuc6eNCowCAXrF7odHc3Nzq6uqEd8VJNm9paaln5MSJE3u7VRRYqdESp116+gcAIGXuZPFeV/SFw9HO91JfwrFjx+rr6+NrJp95J0+ebG50Y2zevFnGUGD1Dy1x2qWnfwAAUuZOFrv/Ej3nweiFq6O3bou+1Bqrt3q7BMPc7HnBggXr1q1zRsqwjImfd9OmTRUVFc6YsrKyjRs3Osvs6Oiora3N6yYD8tSM7+zsrKmpkRWNGDFi2bJl7m2IRCLDhg2Tl2bNmnX06NGEG0mBZWiJ0y49/QMAkDLPEaznDkZv2hI9vyFWaVWui973YvTAX3uxBClo6uvry8vLo933b5bKSaolGW5sbDQjE85bUlKye/duGdi1a5cMu5dZV1c3ffr0I92qq6vlqRm/aNEieeqMd6a//fbbZfr29vbjx4/Pmzdv4cKF8RsZ/9QnonDTEqddevoHACBlCZPFux3RJ5ujNY2xMkv+rnoyunZvtP1Y0iW4DR8+vLm52bzU1tY2evToO++8Ux7dd3H2rH3VqlUzZ86UgaqqqtWrV7u3auTIkc4ZXTIwYsQIM1xQUHD48GFnvDN9YWGhM/7YsWP5+fkJw6TAMrTEaZee/gEASJl/sjh8JPrAy9GqX7xfaS389+izf/KepOVeQmdn59KlS90Hq5YsWSITrFixwmftXV1dUhht3LhRHmXYvUzP5mVnZycc757ebciQIf7T+2yVBlritEtP/wAApCxgstjzZnTJzmjFI7Eya8d/9rAEcw6WaG5uLioq2rJlizwm/GmhM++yZcvy8vLuvfdez/iRI0e6j1QFOYLlc6jMZ5uDvxomWuK0S0//AACkrFfJ4r2u2Mnvx/6edAnHjx9fsmTJxIkTo93np0+YMGHXrl0yLDWWjOzs7Ay4dme8c67V0aNHp0+f7jkH62g3Ge9Mv3Tp0qqqqtbWVhnev39/TU1NwhVRYBla4rRLT/8AAKTM7nWwcnJypL45ePCgjJ83b97atWudyVatWiVjAq7d/SvChQsX5nRbsGCBU6LJgCwtOzt72LBhnl8RSo1VXFw8ZMiQ0tLSDRs2JFwRBZahJc70eb57HujNAQBkOp3JggLL0BKnXXr6BwAgZTqTBQWWoSVOu/T0DwBAynQmCwosQ0ucdunpHwCAlOlMFhRYhpY47dLTPwAAKdOZLE444QSfV/Xsk1DFmewM9Pr6enOvpUgkEmR8kBWlu60AgLA76aST3nzzzYHein712GOPue9+GE9PAg1hnJ7Ga2hoKC8vb+8mrS5P/censAoAAOLV1NTcfPPNA70V/Ueqq5NPPnn79u0+0+hJoCGM09N4UkU1NTWZYRkoKyvzH5/CKgAAiPf222+PGzcuS4cTTjihoqJi69at/vskS00CDWGcnsbLzc01d1+Kdt+SSZ76j09hFQAAIAg9CTSEcXoaz/M02c0snfHuGX30wYYDABByehJoCOPkCBYAAJlJTwINYZxZvudgyVP/8SmsAgAABKEngYYwzqxEvyJsa2tL+CvC+PEprAIAAAShJ4GGKs5kp0lFIpGE17tKNj7IiuxsMQAAmuhJoFritEtP/wAAwCI9CVRLnHbp6R8AAFikJ4FqidMuPf0DAACL9CRQLXHapad/AABgkZ4EqiXO9HGhUQAA0qQngWqJ0y49/QMAAIv0JFAtcdqlp38AAGCRngSqJU679PQPAAAs0pNAtcRpl57+AQCARXoSqJY47dLTPwAAsEhPAtUSp116+gcAABbpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaokzfVxoFACANOlJoFritEtP/wAAwCI9CVRLnHbp6R8AAFikJ4FqidMuPf0DAACL9CRQLXHapad/AABgkZ4EqiVOu/T0DwAALNKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuJMHxcaBQAgTXoSqJY47dLTPwAAsEhPAtUSp116+gcAABbpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xGmXnv4BAIBFehKoljjTx4VGAQBIk54EqiVOu/T0DwAALNKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6Umg4Y/T5+T0+vr6vG6RSKS3y7S6jQAAqKAngYY/zmRt2dDQUF5e3t6toqJCnqa/TAAA4ENPAg1/nMnaUqqrpqYmMywDZWVl6S8TAAD40JNAwx+ntGV+fn52dnZJScnixYud8bm5uV1dXWZYBuRpr5ZpeSsBAFBATwLVEqdoaWmprKysq6szTz1tLBWYZ/osX/200QAAhIieBKolTuPIkSN5eXlmmCNYAAD0Mz0JVEuchrvA8pyDJU+DL0dP/wAAwCI9CTT8cdbU1Ozfv18GWltbq6ura2trzXjzK8K2tjZ+RQgAQP/Qk0DDH2djY2Npaam0aEFBQV1dXUdHh/NSJBLhOlgAAPQbPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xJk+LjQKAECa9CRQLXHapad/AABgkZ4EqiVOu/T0DwAALNKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JdIDjHDJkyMBuQGr09A8AACzSk0ApsFKhp38AAGCRngRKgRUUFxoFACBNehLoAMcpO3pIItnZ2QO7Yf709A8AACzSk0A5gpUKPf0DAACL9CRQCqxU6OkfAABYpCeBDnCcGf5VYDKDon+8++6727dv/93vfvfII4889thj69atk4GVK1fedttt9957rzzeeuutNTU13/jGNyoqKi666KLRo0cXFxePHz9+1KhRU6dOlZFXXHGFPF544YVm/JQpU8yU5eXlX/va12Te66+/Xh4XLFggjzNnzpSXLr/88jlz5sjTBx98UFb3y1/+Uh5/9atfyeMTTzwhK/3pT3/66KOPyva8+OKLsnlvv/3266+/bh5lg82wOwrz0muvvSYTv/nmmwO1MwEAVgyKBGqFljjtkv4hVUhRUZGUGlJznH/++VKCXHzxxTJcWVkpjzJe6hJ5NDXKl770Jade+cIXvmCqlopuUpTIsClozEtCllZaWiqrKCkpGTNmjAxcffXVUrXccMMN8njttdfKNF/+8pdlXplF1iuzS2Ujq5s4caLMO3LkSNnCvLw8c4pbVpwPfehD8njCCSfEv9QrZjk+PvzhDzvbkHBLcnJy5HHYsGHy+LGPfUwec3Nz5fHEE08000sJ7sx78skny+PHP/5xefzoRz8qI2X2srIy2RtS6kn1ZsrHhx9+WOq5Z599Vmqyl7vJwO7du+XxrbfeknLt6NGjA92DAECpLAqs/nTo0KERI0ZkuU54z/AjW2nWJWlKvzAyPvKRj2TF1T2moDGrMNWPlDLOsIepn+If+0iPgZu1Jyz7zEumevvkJz8pj6eeeqqUtqZClfL0e9/7nhRnc+bMkXLtmmuukUL2+9//voyJRCIy5rLLLrv99tvl6fZura2tzoE3KdpkzJ49ewa6V/ban7u9+eabEsXx48dTWILMKLOb5biPNe7du1cem5ub5fEPf/iDPL7YzewoZwLzaCaQ8e7lpLY9ADJfFgVWfxo5cuTq1au7uroGekOCyvqgLjEp3xwrOvHEE+OLAPchHFO7mMeE6d9UPObRLM1T/ZjSIeFLhikgzKGgwsJCqQyqq6tnz54tdcM3vvENKRruuOMOqRKWLVsmj+ZLw9/+9rfx6c2kSZMgDxw4IGOkpHCnyY0bN5qjRM43gFu2bDEHimT4pz/9qTnYZh6/9a1vyeM///M/39ZNNkY2aerUqWVlZaWlpcXFxZ/73OfMQTt5LCkpyXIdwTr99NNlpDlMde6558qYT33qU/J40kknOfvKs396lE6FalrKFJ3mWJrZ585ng9GjR48aNcocoZTNlo0/++yz5XHChAnmiObixYtvueUW871qbW2tU8mZL1XXr1+/Zs0aGXjyySflcdeuXaakk+G1a9fKZPfcc89dH5AZZ8yY4RxDNccvP/OZzxQVFclmjB07VopIs5Fmp8l4efzEJz7h7EBnH+bn5zuTmQOKTnRjxoyR5Ui7yOzSqWRkQUFB1gcHFJ3+7C7NzTLNnkn4H2EmNrvRNLRTmpuXiruZA7qy00z3kKBkYyRAefrVr35Vdp0UvjIs4ZuDx7KHq6qqHnjgAdldGzZscL6kNvvQ9GS+aAYGVhYFVn+S3T2Iqqto9wabz/2mEDHHM0wJYsaYj+nON1OvvPKK51O7TLBz504pVswXWOZDvHnp9W6m0Hmzmwxs3rxZ8oR5NEt2VrSz2/PPP+98BdbR0THQe6j/mB0oJZ0UHytWrJDH22+/vabbRRddZL57lbxrvkI977zzJB9L0Zb1QRnq4f42M2EJ62brUKIPd/GR/tFBWxucacvxYXaau+yTAs58uSx1sNSLptw855xzpJ/MnDlTus2iRYsefvjhJ554Qj5vyH/TQHdwIGyyKLD6k3x6zvyawPPGPdCbg3RJl3Mq1Kampnvuucf5BtAcMfr5z38uY37yk58899xz27Zt++EPfyipt6qqSgo1c7BNsrI8Tpo0ScZccMEFJoW7D0OaIzQJD7YZ5mhNOpWTqcDMMVSzoqFDhzplhPPUHG0yR57MoSmZRcqL0aNHn3baaaeeeurw4cOzur82lUfzfb2pPGQy9/FXM5nMktV9PEyMHz9e5pLllJSUyN5wn01oHi+55BLZObFDeldUlU27quLKGy645gcVCx6YsnBN+S2bz/vBrvOW/P/n/vjNcx7oPHvFkc/d3fK5W1868zsbT5/9QEHV7SMvuu5j4y/NP/38j3yi+MS8j7lDNsxBMvP9tfVyzazoi1/8ovktiDw+8MAD5iPQQHdeYBDLUpNAMyLO5cuXy5vXIDrrQk//QG+ZQ49//OMfnQOKzi8lZcxvf/tbKdSkbnv00Uelhvv1r38tj6tXr47c8cPv3X3/zIV3f/nG+7+4aO0Vkacuv2v7xUv/MOWeFik+Pr/q7+c8GOWvx7+pD//P9DVHKu75j0vu3DHtjs1f/P4vZt22buZ3ls68ru6iK6ZfeumlUgKOGjVKSjGpd039ZMpNczjTFGo+9a75dl6KTikZp0+ffuutt9bV1V122WVlZWWf/exnZeFSTUpNOXfuXOer8yeffPKJJ56QAfOtujkIbb5bf/rpp6Un/PjHP5bOsGbNGvPbXvP1vXQJmeD55593+s+f//znge7agB16EmhGxMmV3DGA2o9FW9qj21+PNu6LNrwSvef56MJ/j87fFP3qE9HKddHzGwa+buCv3/7KH/xf//RQu5RoF9/eNOHaB8d+5baPn3fN0DMqcj89/oSThic8DBmQ+3RMU6j5VHLmbEIzsfP7ErN2c5zS/FDDHJIcPnx4UVFRSUnJaaedJuXj2LFj5dGckGdOYjOHEi+++OLR3caMGeP8Atq8VF1dLR9xv/nNb85xkfLRU/Bt27bNfb6mOXthoP99MfjoSaBa4rRLT//IBBRA4fiTlqr6RbSmMXrTluhdv40+8HL08deizx2M7v5L9PV3o8f+/n5Dy9MtB6Jr90Yf3B29fXu09plYQ8uMkx4a+BCC/E1Y+udxi14ce8PWUbMfKph+14hLbvjElJqPnfmFE0eO+8iwQlMqDaKT2Ax3dejUhabgc3/7LLWd+VXHRRdddNlll0nRNnv27Ouuu875vct9990nhdq6deukaLv//vvN+aPmdzOZf5YIbMlSk0C1xGmXnv6Rvr91Rg8fie55M5ZKJaFK1lyyM3rD5liilaxJeWT+eiw+0KPO96J/+Vusp5la3PS0722N1eJffix64eqBb+WAfxc8cKRixeGKe/7joh9s+0zNA5+9eunYf7r+jIuuOrn4cyecNNycVPfpT38664OT4cwvQD0/5zTn/5lz1Dw/53T/AtpMZkqlHo+opS/hb6iNwsJC5zvWr3zlK1KN3XTTTVKH3X333b/4xS+c71gPHTrkvjTxQHc6pCJLTQLVEqddevqHhvLokp9FZzweS8MS1+3b3y9uthx4v7h5bzD9vBVpGSwlWuW62H/ftRujt26L3vdi7Gjf6hfe3viHd7a/9l+vHnjDfXcEKUec663s27fPnMtlvtqTp85Lu3btktpl06ZN5kIh5lK9P/7xj80pYp67PlxwwQWjP3DqqaeaLytNwWcu8JHwmnmmREv/O1ZTLJrDZqbWlPpSKjOpNc2XnuaazOaqdf/6r/9qrj/svpvF008/LY9//OMfuebwQNGTQLXEaVdo+segqJ8ogDBYOCXaC4f/7zfa5otOKdGkJw/4f5Opz2Y/HfueXTbs/peiP/+P6LN/ev+/6d30vqY7fvy4c8Gal19+WWoaz9n9K1ascC6Jd8stt1x00UXmbhbnnXeecwuHLBtXSPE55GYKNbMiUx1+/OMfLyoqGjNmjFmsOYnN/B7229/+tmzqkiVLZLNlg9esWbN27dq7775bRj7++OMS0c6dO51LrDnX1jF7w13pUsm5hSaB9khLnHYNlv4hb5ct7bH3+l+1xN5G5c1U3lLljVXqlX6rn/jyCwguE46ixR8hkzeQHf8ZbW6LnSfXR8ytSM3Pb6VqcU7VikQi1113nTmXy9xoobi4+Nxzz5VHKYmyPviWMyvRReN6/GYz/ULNubha1gdH15wrpLgvnuJc30Q2+9RTT5X15uTkmJfM9VAmT57sXInt+uuvv/XWW5ctWybFnOyHZ555Rh5///vfh+Z+rIMlgaZPS5x29U//yITDS5RHQEZ5rytWgZl3hmf/FH1kT/TeXe9/cPrqE9GKR/qpAuujY2CpMb9qNJd3/s1vfmO+EHSuPGzuHvGNbua2FsLcZWHcuHFZrpPY3Jd8M7VXwEKtT7krOVOoFRQUFBUVTZgwYdGiRXfcccfSpUslRvPV56D4XWcWBRY8PJ0+/QXKO5G8Hzm/mTKHl8xvpi5/tD/eJamfAG365whZplVgPYr/as/cKuOXv/yl1C6PdFuzZs28efOuu+46U7TdeOONNTU1X/va1yoqKiZNmuTcpUoGTI4wXzWaX1aac9RMeWQKOOeixOZMMp/LEbv5HHIz1aE5nmfuk/alL33JHPmrr6+XDX7hhRfMpficK7FJMTogtwGlwIKfIP0jE44/ycfZGY/HirZbt8XOBWl4JfaW+sLh2NucvMlSPwHwyIQjZIOxRAvCnKOW8Gs+qW+k1vnd734ndc/jjz8u9dCdd945f/5857tRc9fRs846K+uDQ269vUiH+1obCX+IYCq/0aNHS0U4ZcoUc+00c5PTsrKySy65xNyCLBKJyOb9/Oc/99yI1hRqzmln7ostm9Py9u3bZ4KlwIIf0z/k//zAX6Mvtb7/NiQVjHwQvHZj7IOglfqJw0sAMk0mnCVmKjB5b5SPrPLeKNvwZHNse/7jv2LbFvofvphC7cCBA1LomPu+y8D1118v1c/48eOz4q7ckayWSofPuW5m4eZnBO7bhTm3AaXAgh/pH+mXUPJOZOoneW+Sz4jO4SUp2vruTFIA6FOZU4GF7xhYQO++++727dtfeeUV8+Xm3Xfffcstt1RVVVVUVMybN8+57qsw1/ovKioytxOVAVOcua+jln41Fm+g91A/0RKnXdI/OP4EAH2BE8UGkPk5p7mCmrn8hPmC78UXXzTX3fjRj3502223LVq0SOqz+fPny+PMmTMvuuiisrIyqdJOOeWU008/fdSoUbH7u1dUmN97nnPOOWY464PzzAY6yn6iJc6E6uvr87pFIpFezWgKLPk/l//2azdGv//c+z9mlv/Pl1qpnwCgDzkVmHxkfbI5VoHJh1jnDFdbd1VyzmE1l99reCV2uQrzDv+3zoHeBYMZBVb4NTQ0lJeXt3eT4lqeBp9X+gclFABkJo6BZTIKrPCT6qqpqckMy0BZWVnwefX0DwAIHyqwAaQngWqJM15ubm5X1/u/NpEBeRp8Xj39AwB0ct8Jo+GV/3upQosV2CU/i171ZOw83Xuef/+3kOYyOuH+ClJPAtUSZzxPG2dnZ8dPwI8gAADx+uEYWFgPgOlJoFrijMcRLABAH6ECS0ZPAtUSZzzPOVjyNPi8evoHAKCPtB+LXRz1uYOx2sj8FlKqpRmPW/sK8qtPxH5c2fBKbBX/9b8GOtoP6EmgWuKMZ35F2NbWltqvCPtuwwAAyvXFAbDzG2Kzy3Iefy225IE600tPAtUSZ0KRSCTl62D10SYBANAjKxXYgHzJqCeBaonTLj39AwAwGP2tM1Z+/aol9s1jyjfq7osKTE8C1RKnXXr6BwAgHKQq2nIgdqxLCqYvP2bnkveX/Cx20tj8TbE7mkgRJgt//LXYWprbkt54W08C1RKnXXr6BwAglPrnaqtVv4hdPOzeXbHl/6olVnjpSaBa4rRLT/8AAOjURxWYngSqJc70caFRAADc2o/9QwVmrjRx1ZN+d93Wk0C1xGmXnv4BAEBq3uuKHvhrrPx6ZE/sDK1rN8bO2dKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JVEucdunpHwAAWKQngWqJ0y49/QMAAIv0JFAtcdqlp38AAGCRngSqJc70caFRAADSpCeBaonTLj39AwAAi/QkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xGmXnv4BAIBFehKoljjt0tM/AACwSE8C1RKnXXr6BwAAFulJoFritEtP/wAAwCI9CVRLnHbp6R8AAFikJ4FqiTN9XGgUAIA06UmgWuK0S0//AADAIj0JVEucdunpHwAAWKQngWqJ0y49/QMAAIv0JFAtcdqlp38AAGCRngSqJU679PQPAAAs0pNAtcRpl57+AQCARXoSqJY47dLTPwAAsEhPAtUSp116+gcAABbpSaBa4kwfFxoFACBNehKoljjt0tM/AACwSE8C1RKnXXr6BwAAFulJoFritEtP/wAAwCI9CVRLnHbp6R8AAFikJ4GGP06fk9Pr6+vzukUikd4u0+o2AgCggp4EGv44k7VlQ0NDeXl5e7eKigp5mv4yAQCADz0JNPxxJmtLqa6amprMsAyUlZWlv0wAAOBDTwINf5zSlvn5+dnZ2SUlJYsXL3bG5+bmdnV1mWEZkKe9WqblrQQAQAE9CVRLnKKlpaWysrKurs489bSxVGCe6bN89dNGAwAQInoSaAjj9KmBjhw5kpeXZ4Y5ggUAQD/Tk0C1xGm4CyzPOVjyNPhy9PQPAAAs0pNAwx9nTU3N/v37ZaC1tbW6urq2ttaMN78ibGtr41eEAAD0Dz0JNPxxNjY2lpaWSosWFBTU1dV1dHQ4L0UiEa6DBQBAv9GTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JVEuc6eNCowAApElPAtUSp116+gcAABbpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xGmXnv4BAIBFehKoljjt0tM/AACwSE8C1RJn+rjQKAAAadKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JVEucdunpHwAAWKQngWqJ0y49/QMAAIv0JFAtcdqlp38AAGCRngSqJU679PQPAAAs0pNAtcSZPi40CgBAmvQkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xGmXnv4BAIBFehKoljjt0tM/AACwSE8C1RKnXXr6BwAAFulJoFritEtP/wAAwCI9CVRLnHbp6R8AAFikJ4FqidMuPf0DAACL9CRQLXGmjwuNAgCQJj0JVEucdunpHwAAWKQngWqJ0y49/QMAAIv0JFAtcdqlp38AAGCRngSqJU679PQPAAAs0pNAQxVnsjPQ6+vr87pFIpEg44OsKN1tBQBAHz0JNIRxehqvoaGhvLy8vVtFRYU89R+fwioAAEAQehJoCOP0NJ5UUU1NTWZYBsrKyvzHp7AKAAAQhJ4EGsI4PY2Xm5vb1dVlhmVAnvqPT2EVAAAgCD0JNIRxehrP8zQ7O9t/vHtGH32w4QAAhJyeBDqI40xW6/TPESwAAJCCFLP+YBPCOLN8z8GSp/7jB2QjWcVArSIEIYRjFSEIIRyrCEEI4VhFCELon1VkshAG72lR82vBtra2hL8ijB8/IBvJKgZqFSEIIRyrCEEI4VhFCEIIxypCEEL/rCKThSr4ZAchI5FIwutdJRvfP5vKKjJhFSEIIRyrCEEI4VhFCEIIxypCEEL/rCKTqQ5+AIWjZ4dgFSEIIRyrCEEI4VhFCEIIxypCEEL/rCKTqQ5+ACnvdpmDhsgQNESGoCEyBA0RAjThwOCfJ0PQEBmChsgQNESGoCFCgCYcGPzzZAgaIkPQEBmChsgQNEQI0IQDg3+eDEFDZAgaIkPQEBmChggBmnBg8M+TIWiIDEFDZAgaIkPQECFAEwIAAFhGgQUAAGAZBRYAAIBlFFgAAACWUWABAABYRoEFAABgGQUWAACAZRRYdmR9wD1y27ZtU6dOzcnJGTp06Ny5c9va2hLOW19fn9ctEokEGQ8fyRqioqLCNMScOXPeeOONhPPSEBYlbAjjnXfeKS4u9rnMDw1hUcKGyPpHyealISxKtrdfffXVSy+9NDc3t7CwcM2aNQnnpSEGKQosmzz/PNOmTdu6dWtXV1dHR8eNN94oxVb8LA0NDeXl5e3dpAiQp/7jEYSnIa644ootW7YcP35c2mL58uWTJk2Kn4WG6AsJk/dNN920dOnSZHmdhugL8QVWj7PQEH3Bs+f37ds3evTozZs3y1uTfAJfuHBh/Cw0xOBFgWWTz9uW/P9kZ2fHTyn/IU1NTWZYBsrKyvzHIwj//JGTkxM/JQ3RF+IboqWlRTKKFLvJUj4N0ReCF1g0RJ/y7PmamppkR61oiBCgwLLJ521LPqO4j2A5U+bm5krtZYZlQJ76j0cQyRpC9uSKFSumTZsWPyUN0RfiG6KqqmrDhg3xL9EQfSp+b+fn58tHvpKSksWLFyeckoboC56GkFZYtWrVyJEj5VPfzJkz33nnnfgpaYjBiwLLpmR5/dVXXz3zzDMPHTrU4yzOUa5k4xFEwoYwJ0CMGDFi//79Pc5CQ1jh2Xs7duyYMmVKwpeSzUJDWJFsb7e0tFRWVtbV1fU4Cw1hRXylO2/evM7Ozo6Ojvnz58+aNavHWWiIQYQCy6aE72KSVMaOHbt3796Es/DppC/4HMFatmyZk+PdaIi+4GmI0tLS3bt3J3zJQUP0BZ+D60eOHMnLy4sfT0P0BU9DyN6T0soMS5nlPnvBPQ0NMUhRYNkU/y7W2NhYVFS0Z8+eZLN4vkeXp/7jEYT/OVgJP+rREH3B/8drCZuJhugLKRRYNERf8DRERUWFu8BKWCTREIMXBZZNnn+elStXFhYW7tu3z2dK80uQtra2hL8QiR+PIDwNUVtbe/DgwWh3LolEIu53IhqiTwU5mdrzlIboC/HnVpsvyltbW6urq+UfJH5KGqIveBpizZo18+fP7+g2b968OXPmxE9JQwxeFFh2JPxc7vN53T0sKT/htUySjYePhDu8sbGxtLRUng4bNsxzQTIaoo/0eKQqWYEVpSGs8v+PKCgoqKurcw6iRGmIPpPsP2Lx4sXyvpSTk3PllVcmPMk9SkMMWhRYAAAAllFgAQAAWEaBBQAAYBkFFgAAgGUUWBb43NS5VzfpDHhzaJ/Zg9zSOJrejXgBAECPyKMWJLupc29v0hnk5tA+swe5pbFbwirK/0a8AAAgCPKoZe6bOqdzk07PzaHdAt7jM+FFgd3iq6hkN+IFAAC9Qh61zH1T53RuceC5ObRbj7PH39I4ofgqKtmNeAEAQK+QR23y3NTZU6YEv0mnz82he5zdnFyV7JbGPssJciNeAAAQBHnUmvibOqd2BCt+OZ5z0oMcwXLf0jjZKe2eMUFuxAsAAIIgj9qR8KbOKdyks8ebQ/vP7pbsFC5H/L1Kery9CQAACIIkakGymzr39iadPjeHDrJYn1saJ+RTQlFdAQCQDvKoBT7Hfnp1k87gx5ASzu5zS2P/DU44QcDYAQBAPPIoAACAZRRYAAAAllFgAQAAWEaBBQAAYBkFFgAAgGUUWAAAAJZRYAEAAFhGgQUAAGAZBRYAAIBloSqwEl6a3Oeq5fX19Qkvsw4AAJCOUBVYRnyBlXAyc0e/9m7uO/oBAACkSW+BJdVVU1OTGZaBsrKyPt8yAACgg4oCKz8/Pzs7u6SkZPHixc743Nzcrq4uMywD8rRXqwAAACmwkuszXwjjTNZ4LS0tlZWVdXV1CSeTCix+OfQPAAAs0pNAQxinT+MdOXIkLy/PDKd5BCudLQQAQCc9CTSEcQYssDznYMlTK6sAAADJ6EmgIYzT03g1NTX79++XgdbW1urq6traWjPe/Iqwra0thV8R6ukfAICU7dy5s7i4uO9OZso0J5544pVXXvn222/77JMsNQk0VHF6WtqMbGxsLC0tlacFBQV1dXUdHR3O9JFIJLXrYOnpHwCAlEl19dBDD7nzTrhJaXXzzTePGzfOZxo9CVRLnHbp6R8AgJRJstBTXTn8U6SeBKolTrv09A8AQMp0JgsKLENLnHbp6R8AgJTpTBYUWIaWOO3S0z8AACnTmSwosAwtcaYv4Rn0AAAkozNZUGAZWuK0S0//AACkLP1k4f5gn5ubW11dfejQoV7NO2TIEJmxtLS0rq7urbfeCjJXeptMgfU+LXHapad/AABSZrdYOXbsWH19vZRKvZ23q6urublZ5h0xYsThw4eDrzE1FFiGljjt0tM/AAApS5Ys3n333bvuuuu2227zvyZnwiXk5OTIY0VFxYYNG5yRb7zxRkFBwdGjR/3nXbp0aU1NjRlubW2dMWNGbm5udnZ2ZWVlW1tb9B8PmPlM1tttDv5qmGiJ0y49/QMAkLJkyUKqK1PESI0VfAlSP9XX15sbu+3YsWPChAnOSwsWLFi2bFmPaz9y5MjQoUPN8Jlnnrlr166urq7jx48vWrTIKbw8cyWbLOA29/bVMNESp116+gcAIGVWCiy34cOHNzc3m5cmT568fv16GTh48GBRUVFnZ2eQtWdnZ8ePlPrJKbx8Epx7Mv9tTvnVMNESp116+gcAIGV2vyKUEmrp0qXmCJbYsmXL+PHjo9233L3//vuDrL29vT0/P98M79q1SxaVm5vrnAufcK5kkwXc5t6+GiZa4rRLT/8AAKSsL04YN+dgGRMnTrzzzjuLi4u7urqCzLtkyRLnO77CwsJNmzYdP35chuXRmdgzV7LJerXNwV8NEy1x2qWnfwAAUma3wJL6RiokKaqcMU899ZRMsGbNGv95pfzat29ffX39yJEjnV8RDhs2bOvWrTLQ1tZ2zTXXOBPn5eW5r+aQbLKA29zbV8NES5zp40KjAIBesXsdrJycnKqqqoMHDzqvNjY2mm8J/eeVGaUsW7Rokfs3gJs3bx49evSQIUOKiopWrlzpbOry5ctleudpssn8tznlV8NES5x26ekfAICU9XWymDFjxlNPPdWnq0gBBZahJU679PQPAEDK+jRZrF+/3n2lhsxBgWVoidMuPf0DAJCyvksWOTk5RUVFu3fv7qPlp4MCy9ASp116+gcAIGU6kwUFlqElTrv09A8AQMp0JgsKLENLnHbp6R8AgJTpTBYUWIaWOO3S0z8AACkLR7LoMQrPBBRYhpY47dLTPwAAKQtHsqDASo2WONPHhUYBAL1i90Kjubm51dXVhw4dCj5vaWmpZ+TEiRN7u1UUWKnREqddevoHACBl7mTxXlf0hcPRzvdSX8KxY8fq6+vjayafeSdPnmxudGNs3rxZxlBg9Q8tcdqlp38AAFLmTha7/xI958Hohaujt26LvtQaq7d6uwTD3Oy5oqJiw4YNzsg33nijoKDg6NGjnnk3bdokUzpjysrKNm7c6Cyzo6OjtrY2r5sMyFMzvrOzs6amRlY0YsSIZcuWubchEokMGzZMXpo1a5azOgqshLTEaZee/gEASJnnCNZzB6M3bYme3xCrtCrXRe97MXrgr71YghQ09fX15eXlMrxjxw73ZdwXLFgglVDCeUtKSsz1SHft2iXD7mXW1dVNnz79SLfq6mp5asYvWrRInjrjnelvv/12mb69vf348ePz5s1buHBh/EbGP/WJKNy0xGmXnv4BAEhZwmTxbkf0yeZoTWOszJK/q56Mrt0bbT+WdAluw4cPb25uNi9Nnjx5/fr1MnDw4MGioqLOzs6Ea1+1atXMmTNloKqqavXq1e6tGjlypHNGlwyMGDHCDBcUFBw+fNgZ70xfWFjojD927Fh+fn7CMCmwDC1x2qWnfwAAUuafLA4fiT7wcrTqF+9XWgv/Pfrsn7wnabmXICXU0qVLzREssWXLlvHjx8tATU3N/fffn2ztXV1dUhht3LhRHmXYvUzP5mVnZycc757ebciQIf7TJ6QngWqJ0y49/QMAkLKAyWLPm9ElO6MVj8TKrB3/2cMSzDlYxsSJE++8887i4mJTOSVb+7Jly/Ly8u69917P+JEjR7qPVAU5gtXW1tZjmBRYhpY47dLTPwAAKetVsnivK3by+7G/J13C8ePHlyxZIkWVM+app56SCdasWdOrtTvjnXOtjh49On36dM85WEe7yXhn+qVLl1ZVVbW2tsrw/v37a2pqEq6IAsvQEqddevoHACBldq+DlZOTI/XNwYMHnVcbGxvNt4S9Wrv7V4QLFy7M6bZgwQLnLC4ZmDdvXnZ29rBhwzy/IpQaq7i4eMiQIaWlpc7PGCmwEtISZ/o83z0P9OYAADJdXyeLGTNmPPXUU326ihRQYBla4rRLT/8AAKSsT5PF+vXr3VdqyBwUWIaWOO3S0z8AACnru2SRk5NTVFRkLnCVaSiwDC1x2qWnfwAAUqYzWVBgGVritEtP/wAApExnsjjhhBN8XtWzT0IVZ7Iz0Ovr6829liKRSJDxQVaU7rYCAMLupJNOevPNNwd6K/rVY4895r77YTw9CTSEcXoar6Ghoby8vL2btLo89R+fwioAAIhXU1Nz8803D/RW9B+prk4++eTt27f7TKMngYYwTk/jSRXV1NRkhmWgrKzMf3wKqwAAIN7bb789bty4LB1OOOGEioqKrVu3+u+TLDUJNIRxehovNzfXuYeADMhT//EprAIAAAShJ4GGME5P43meJruZpTPePaOPPthwAABCTk8CDWGcHMECACAz6UmgIYwzy/ccLHnqPz6FVQAAgCD0JNAQxpmV6FeEbW1tCX9FGD8+hVUAAIAg9CTQUMWZ7DSpSCSS8HpXycYHWZGdLQYAQBM9CVRLnHbp6R8AAFikJ4FqidMuPf0DAACL9CRQLXHapad/AABgkZ4EqiVOu/T0DwAALNKTQLXEmT4uNAoAQJr0JFAtcdqlp38AAGCRngSqJU679PQPAAAs0pNAtcRpl57+AQCARXoSqJY47dLTPwAAsEhPAtUSp116+gcAABbpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1xpo8LjQIAkCY9CVRLnHbp6R8AAFikJ4FqidMuPf0DAACL9CRQLXHapad/AABgkZ4EqiVOu/T0DwAALNKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JVEuc6eNCowAApElPAtUSp116+gcAABbpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xGmXnv4BAIBFehKoljjt0tM/AACwSE8C1RJn+rjQKAAAadKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JNPxx+pycXl9fn9ctEon0dplWtxEAABX0JNDwx5msLRsaGsrLy9u7VVRUyNP0lwkAAHzoSaDhjzNZW0p11dTUZIZloKysLP1lAgAAH3oSaPjjlLbMz8/Pzs4uKSlZvHixMz43N7erq8sMy4A87dUyLW8lAAAK6EmgWuIULS0tlZWVdXV15qmnjaUC80yf5aufNhoAgBDRk0C1xGkcOXIkLy/PDHMECwCAfqYngWqJ03AXWJ5zsORp8OXo6R8AAFikJ4GGP86ampr9+/fLQGtra3V1dW1trRlvfkXY1tbGrwgBAOgfehJo+ONsbGwsLS2VFi0oKKirq+vo6HBeikQiXAcLAIB+oyeBaonTLj39AwAAi/QkUC1x2qWnfwDAYPS3zujhI9E9b0afOxh9/LXog7ujS3ZGb9gcrWmMVv0ien5D9JwH+bPwd8nPojMej87fFP3+c9Hbt8f2s+ztLQeizW3Rv/wtcdPoSaBa4rRLT/8AgL7QfiyWg3f8Z7RxX7Thleg9z0dv2hKrfr78GNVPyP/0JFAtcdqlp38A0ObY398/9rPlQHTt3tgxibt+Gzv289UnohWPDHx65m+w/+lJoFriTB8XGgUwKLzbET3w1+hLrdFn/xR9ZE/s4ND3tkav3ajr4JBEWvWL2CGxm7bECsQHXo59dfXcwejuv0RffzdWRMKK9mOxWnz767EjkaYWX/jv0auejO38SQ9RYKH39PQPAJkmHEeYKtdFZz8dS8a3b6f60UVPAtUSp116+gcAuzL/5Gvn2M/3n4ve92JsC59sjp0s1dwWO1wBpElPAtUSp116+gegSuZXP0H+Llwd+zbw2o3vV0hr98a+K3yplYNDyAh6EqiWOO3S0z+AEJNyavdfYmcpSSEy4/Gkp4xk2h9HmDCo6UmgWuK0S0//AEJDyqmW9th5Sw+8HDv1p3LdAJdHnHwNnfQkUC1x2qWnfwCDiP8XfFQ/QCbQk0AHOM4hQ4YM7AakRk//ADKH9ROkLlwdm1cKqSebo//xX7HlA+hrehIoBVYq9PQPwJZMOH/8kp/FvhxseCX6wuGk9/Gw7sUXX9y+ffumTZseeeSRZ555Rh537NghY/74xz/K4549e3bu3CnTyIA8Xbt27W233fbzn//cmbixsVEeZfzdd98tLy1cuLCmpuauu+6S4X/7t3+Tx+XLl8vjj370Ixl56623LliwQCa47rrrnMlWrVolj/fdd99dH5Cnjz/+uCxWVi0r3bt3rzzu27fv9ddff/PNN//85z/LgNmet956S4aPHj1qZVd0dHTI0t59910ZPn78+KOPPvrYY4+tW7dOtuTAgQPykjzKSs3w22+/LY+yMbJJzlOZy8qWYADpSaAUWEFxoVHA34Bf3/K8n3ZdsaZzxtq/ff3nb9/wdPuiJw/dt/WNFb96bcPOg49veeml378qyfull14yef3555+XpyZtm7wuiTw+qFdfjc31hz/8QR6bm5vlUaY3L0l1snnz5m9961tXX311ZWVlRUXF5z//+eLi4vHjx5tHeaP46Ec/6n7f+PCHPyyPubm58viRj3zEGeMMmMcPfehD8ihvj1lJmAnMEnyYycyjh1mRWUJ2dnay7TGbmp+fL48jRoyQx5NOOmnUqFGjR48eM2bMqaee+slPflJGmpDPPPNMeRw7dqyZ0cT+sY99TB4//elPy+Mpp5ziLM0s2ZGTkyOPeXl5zvCJJ55oXjL7wSzNrE7WK4+f+tSnnO0Rsl55NFsyceJEefzMZz7jrE6WedpppxUVFU2ePFla6qqrrpIC1BSjUrPe2m3u3LmzZ882tenq1aul7Hv22WflUQpZGfPNb37zkm4yLC3+xS9+UZZTVVUlj//0T/8kj1OnTpUNOP300+VRtrCkpEQGzjrrLGfPXHDBBab2lQJXytxvf/vb8vShhx5yVrRr1y53pSu9VEaa+lKqUqejSmluJujXf297stQk0AGO0/zzxJN/+IHdMH96+gfgHIBZuXr9o7/8zZLV/37jv26eFlk/+76dsx9qmfXIny9+oK181X9//sGuvq6fJv5rx4Qlr49b9OKY2sbiOQ0F0+865fIbh539/3zirMtPHDnuo/nD4wsIk6RNAWEePdx5fejQoU4ZIWNMRjdzmRzvTv+e+qBXTjjhhJTndUsYkeEu1DKHrcD7YTnuetcpOvuCWbhpSrM9poM5jWt6mtSRWR90UdMbpSCeMmXKhd0uuuiiyy67TIo8qf/k8eKLL5bHL33pS1IvfuMb36jpds8990hh9/TTT0vR9qtf/Uoef/Ob37iPofbbW0qWmgTKEaxU6OkfGLzMB9/Nmzc7n4yfeeYZeYdtaGh4pJv7C6Prr79+9rz/97p/vnPmwrvLv37HuBk/OOvrPym6etUZC5+VgkbKGiluLJZHo2Y/JOXRyEu+I+XR0DMqpDz6cM5JfZfDbOkxH5ujNaYOM3lRqrTzzz+/vLx8zpw5kuRuuOEGeZS0J/nv8ssvl/EmF8rA1KlTZeC73/2uNMdNN90kk9XW1sqjJMirr776uuuuq6+vl5dM2z3wwAPOl4MmcS5ZsuSOO+6Q1jTfuP3yl7+Ux5/97Gfy0o9//GPzKBPcfffdP/zhD+VpXV2dsyXmAIwk6VGjRo0ZM+aUU0459dRTJW3LVn32s58tLi4uKirK+uD4k+fAkkn8JnBTkppHGW8KBfOSOfIkC5elnXbaaWb81772NZP+Z82ade6558pLpj6QukGGJ0yYYA5NyfTOASGzJebxE5/4hLO3sz6oSMzazciTTz5ZHj/+8Y9ndZcjZoNNS5lhs4U+fCrUZIcAneOOZkc53SAr7nBmCtKvLN2b7WEa2nzAkH0uT83htzPOOEP2/9ixY6XHSutIz3E61U9/+lPpZk8++aT5Ltt8uWy+1Dbf85oDb+ZL4Wj3QV+p5LLUJFAKrFTo6R8YKOarq9dee217N3nDkrczeXe74oorzJcRJimarzO+853vyGNlZaXzBY28uXvSyZCPnvyxU8886fQyqWlGXPztgqrbpX46fcEmW/VTrIT6ydGz7tpfUrdzzPzHC2csK5z2/Y+fd83Hxl/qrp9MSjMfxEeOHJn1QYZ20pLJVcXdzBc9F1xwgSkCrrzySikIJHZJ/DNnzpSQZ8yY4eTjs88+u7ybVAYyRgoX52O92WlmYtlLptaRkWVlZeecc46T1yWjZ32QjyUvmiQka5flVHQz+1xmkfHDhg2bPHnyF77wBal1pHV+97vfSTO1trY6ZwvJ40B3or7iPjXKnBR19OhRJ5v2f+B/7ubs9vi8bpgNNt/2btu2zfliTkpSUzGsWbNGnm7YsEEeTQFqKl0pXmWMfFaRGaU+MN/cmRY3p68lPInNvT3msaWlRWZcv3691MFS5q5du/bhhx+WzzZOMX3VVVc5le64ceOkw0sNagrNz33uc9JRTTkuJbv5FtJdHpl/HPP/5S77Ekq/UOvx4KipL02la76lNf/pRj/3kIEywHFm+FeByejpH0iHOaXXeYc1n97Mu7w55dkcqH/ooYfk/V0+ypv3IPkQKZWHeYs074NBvqeQ+ilnxOnu+mnU7Ifs1k+TVh4rW/nOhf9yoPqBP13b0Dxv1e++tOhnX4s8/J27H1q0eMWdP/wXieInP/mJPL7wwgsSY3Nzs0S3ceNGk5bcpyqbR3PqtOwl8z2FO01yLjPQI/OfZb7ENx/GzGmCpuCTEtCUj+agpjnmVF9f7xxJlfccKeYuvfRSc/qgKc6GD4991W4O/pmSKOHhrjS/gx7oPddPtMRpl57+kSbnE608Hjp0SP7nd+/ebU4xNh/ytm7dKv/58sHR+UnUsmXL5PHGG280ByrMsQfzvcl3vvMdGf7KV74yZ86cuXPnyrvD7NmzL7vssrKyMvNFhvmQZz7YmeMQH/3oR81x77POOks+85199tnOEZHLL79c3lzMJ0JzHoM5a8E5Vfmcc86RYVm4zD5mzBiZeMqUKebdp6SkxExgDpzIkmXMaaedZs60lenNZObLEc+blPvM5YBvUjKBUz8NP/drfXT8adKD71368P+e9tO2uevf+d4zf/uX3x7jElCAHu7PNp4Ph+aYpankTKG2cuVKebz11lvN6f/ynnzNNdeY73C/+tWvytPzzz9f3h7NN7/m2LB8bpS3UHlH1ZNAMyJOSb3me19Ock+Z+/CA/G9YWab7N9XRD74XePnll83vreTphg0bnFNATGEkNdDpp59+yimnuI8Ju8+KcA7DuL/AClhnDKIzZHvLqZ9GnHeVqZ/O/Na6z9b9ZtLdzef++M3Pr/p7+vUTl9AEkAmyMi+B9pGMiFMK29WrV3d1dQ30hgTVR/1DShZzyNe5+M2jjz4q5cstt9yyYMEC+UwgnwycE0GmTZtmjqlImjdVadYHpYzzu2hzfEUmmzx58hlnnCGfLczZJOYnypFIREqim2++WcZ88Ytf/PrXvy6rkIVfeOGF5vfP5hxSqX1lOYWFhe+XAt0rcn91lb4ezyQ1zBHshCs1ZxsMGzbMCd8cwXJOyDUTuH9z7vlRumHiMpOZ5XiqKFMmulfh/q2ZGfjIsMJTy2aN/MLNn73xmc/d3XL2yv9Jvzzq8e/C1bH66dqNsSsjLNn5/v3ptr8eu+7U4SPUTwAyRRYFVn+S3T2Iqqtokv5x/Phxc50SUxjdcccdUr5897vflVLGnMb4rW99yzmZUUqlqVOnlpWVmVRtKgOT130ufuMuAtLncwpkQD6FkSk7xo0b51wDZtKkSVLJVVdXz549++qrrx4/fvyoUaNkP8je+MEPfuCcvnPfffeZn0c1NTWZrxSdU7zN2Tw7d+50TkR1rmZkLofonN/qbhf3sT3zlaX5stK5zKP7PAZzAqxMIJO1trY6J646h8fdp/SaZb7x9n8/t/eNNf/ff9/666Nff/J/Ln6kT65WwPEnAOGQRYHVn/Lz8219q9V3PAWEOZpiCqOxY8dKAVFQUJAV4He/6TCllaldnDrMHL4yv2c2v7qSAWfbPNvT40+UzQTm2MwZZ5whSxs9enRW95GbwsLC008/vby8XOpC85K5Yp75itA8SmH0ereBbi6b0r/DHfUTABhZFFj9SbJyTU3NIPrdUG8LI/d1mT3Hn8wXVaagMZcYvvrqq80P7+fMmfPtb3/bXKbIXGjk97//vfMLEfObkT179iTbSHNEzRyGcX7DZS5LbX6ivH79elnyhg0bnMtbCxmQp+561ywnxL85bz8WbWmPfZvWuC92E5V7no/dTWX+puhXn4hWrkvxDnezn47VSVIkSYX0bqZ/dgCA/kOB1a8G45Xczdd57l+0SpFUXFx8/vnnz549u7a29rZu5p5iTz31lPOb/F//+tfyuGnTpn6+eK4Sx/4eu2uvVDa3b49VSP1zhxapw27YHL3/peiWA7F7xXS+N9B7AQAyFQUW/Hj6hzkjx9b9UNEr/VBR8f0dANhCgQU/evpHJvD/Ci/9+umSn0VnPB5b4A2bY1WaqZ+2HHi/fnpvMP36AgAynZ4EqiVOu/T0j/T5nyHeFwecZLHf2xorxV44zPlPAJBZ9CRQLXHapad/9H95REUFACGmJ4FqidOu0PSPQVE/8RUeAIRGaBJoj7TEaVeG9I9BUR5xhjgAwJEhCbQfaIkzfZ5LW6W/wHc7YhWG1BlbDkTX7o39yP/27dHaZ2Lnbl/+6MAXRpRHAADrKLDgJ0j/4PASAAAeFFjwI/1jwGsjyiMAwKBDgQU/VgqsC1e/Xx59b2v03l2xH8E17ov9Du7AX2NXfgIAIHwosOAnSIHF4SUAADwosFSor6/P6xaJRHo1o57+AQCARXoSqJY44zU0NJSXl7d3q6iokKfB59XTPwAAsEhPAtUSZzyprpqamsywDJSVlQWfV0//AADAIj0JVEuc8XJzc7u63r8KuAzI0+Dz6ukfAABYpCeBaokznqeNs7Oz4yfw0Y9bCgBASOhJoFrijMcRLAAA+pmeBKolzniec7DkafB59fQPAAAs0pNAtcQZz/yKsK2tjV8RAgDQP/QkUC1xJhSJRLgOFgAA/UZPAtUSp116+gcAABbpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1xpo8LjQIAkCY9CVRLnHbp6R8AAFikJ4FqidMuPf0DAACL9CRQLXHapad/AABgkZ4EqiVOu/T0DwAALNKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JVEuc6eNCowAApElPAtUSp116+gcAABbpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xGmXnv4BAIBFehKoljjt0tM/AACwSE8C1RJn+rjQKAAAadKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JVEucdunpHwAAWKQngWqJ0y49/QMAAIv0JFAtcdqlp38AAGCRngSqJU679PQPAAAs0pNAtcSZPi40CgBAmvQkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xGmXnv4BAIBFehKoljjt0tM/AACwSE8CDX+cPien19fX53WLRCK9XabVbQQAQAU9CTT8cSZry4aGhvLy8vZuFRUV8jT9ZQIAAB96Emj440zWllJdNTU1mWEZKCsrS3+ZAADAh54EGv44pS3z8/Ozs7NLSkoWL17sjM/Nze3q6jLDMiBPe7VMy1sJAIACehKoljhFS0tLZWVlXV2deeppY6nAPNNn+eqnjQYAIET0JNAQxulTAx05ciQvL88McwQLAIB+pieBaonTcBdYnnOw5Gnw5ejpHwAAWKQngYY/zpqamv3798tAa2trdXV1bW2tGW9+RdjW1savCAEA6B96Emj442xsbCwtLZUWLSgoqKur6+jocF6KRCJcBwsAgH6jJ4FqidMuPf0DAACL9CRQLXHapad/AABgkZ4EqiVOu/T0DwAALNKTQLXEaZee/gEAgEV6EqiWONPHhUYBAEiTngSqJU679PQPAAAs0pNAtcRpl57+AQCARXoSqJY47dLTPwAAsEhPAtUSp116+gcAABbpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1x2qWnfwAAYJGeBKolzvRxoVEAANKkJ4FqidMuPf0DAACL9CRQLXHapad/AABgkZ4EqiVOu/T0DwAALNKTQLXEaZee/gEAgEV6EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JVEucdunpHwAAWKQngWqJM31caBQAgDTpSaBa4rRLT/8AAMAiPQlUS5x26ekfAABYpCeBaonTLj39AwAAi/QkUC1x2qWnfwAAYJGeBKolTrv09A8AACzSk0C1xGmXnv4BAIBFehKoljjt0tM/AACwSE8C1RKnXXr6BwAAFulJoFriTB8XGgUAIE16EqiWOO3S0z8AALBITwLVEqddevoHAAAW6UmgWuK0S0//AADAIj0JVEucdunpHwAAWKQngYYqzmRnoNfX1+d1i0QiQcYHWVG62woAgD56EmgI4/Q0XkNDQ3l5eXu3iooKeeo/PoVVAACAIPQk0BDG6Wk8qaKamprMsAyUlZX5j09hFQAAIAg9CTSEcXoaLzc3t6urywzLgDz1H5/CKgAAQBB6EmgI4/Q0nudpdna2/3j3jD76YMMBAAg5PQl0EMeZrNbpnyNYAAAgBSlm/cEmhHFm+Z6DJU/9xw/IRrKKgVpFCEIIxypCEEI4VhGCEMKxihCE0D+ryGQhDN7ToubXgm1tbQl/RRg/fkA2klUM1CpCEEI4VhGCEMKxihCEEI5VhCCE/llFJgtV8MkOQkYikYTXu0o2vn82lVVkwipCEEI4VhGCEMKxihCEEI5VhCCE/llFJlMd/AAKR88OwSpCEEI4VhGCEMKxihCEEI5VhCCE/llFJlMd/ABS3u0yBw2RIWiIDEFDZAgaIgRowoHBP0+GoCEyBA2RIWiIDEFDhABNODD458kQNESGoCEyBA2RIWiIEKAJBwb/PBmChsgQNESGoCEyBA0RAjThwOCfJ0PQEBmChsgQNESGoCFCgCYEAACwjAILAADAMgosAAAAyyiwAAAALKPAAgAAsIwCCwAAwDIKLAAAAMsosOzI+oB75LZt26ZOnZqTkzN06NC5c+e2tbUlnLe+vj6vWyQSCTIePpI1REVFhWmIOXPmvPHGGwnnpSEsStgQxjvvvFNcXOxzmR8awqKEDZH1j5LNS0NYlGxvv/rqq5deemlubm5hYeGaNWsSzktDDFIUWDZ5/nmmTZu2devWrq6ujo6OG2+8UYqt+FkaGhrKy8vbu0kRIE/9xyMIT0NcccUVW7ZsOX78uLTF8uXLJ02aFD8LDdEXEibvm266aenSpcnyOg3RF+ILrB5noSH6gmfP79u3b/To0Zs3b5a3JvkEvnDhwvhZaIjBiwLLJp+3Lfn/yc7Ojp9S/kOamprMsAyUlZX5j0cQ/vkjJycnfkoaoi/EN0RLS4tkFCl2k6V8GqIvBC+waIg+5dnzNTU1yY5a0RAhQIFlk8/blnxGcR/BcqbMzc2V2ssMy4A89R+PIJI1hOzJFStWTJs2LX5KGqIvxDdEVVXVhg0b4l+iIfpU/N7Oz8+Xj3wlJSWLFy9OOCUN0Rc8DSGtsGrVqpEjR8qnvpkzZ77zzjvxU9IQgxcFlk3J8vqrr7565plnHjp0qMdZnKNcycYjiIQNYU6AGDFixP79+3uchYawwrP3duzYMWXKlIQvJZuFhrAi2d5uaWmprKysq6vrcRYawor4SnfevHmdnZ0dHR3z58+fNWtWj7PQEIMIBZZNCd/FJKmMHTt27969CWfh00lf8DmCtWzZMifHu9EQfcHTEKWlpbt37074koOG6As+B9ePHDmSl5cXP56G6AuehpC9J6WVGZYyy332gnsaGmKQosCyKf5drLGxsaioaM+ePclm8XyPLk/9xyMI/3OwEn7UoyH6gv+P1xI2Ew3RF1IosGiIvuBpiIqKCneBlbBIoiEGLwosmzz/PCtXriwsLNy3b5/PlOaXIG1tbQl/IRI/HkF4GqK2tvbgwYPR7lwSiUTc70Q0RJ8KcjK15ykN0Rfiz602X5S3trZWV1fLP0j8lDREX/A0xJo1a+bPn9/Rbd68eXPmzImfkoYYvCiw7Ej4udzn87p7WFJ+wmuZJBsPHwl3eGNjY2lpqTwdNmyY54JkNEQf6fFIVbICK0pDWOX/H1FQUFBXV+ccRInSEH0m2X/E4sWL5X0pJyfnyiuvTHiSe5SGGLQosAAAACyjwAIAALCMAgsAAMAyCiwAAADLKLAs8Lmpc69u0hnw5tA+swe5pXE0vRvxAgCAHpFHLUh2U+fe3qQzyM2hfWYPcktjt4RVlP+NeAEAQBDkUcvcN3VO5yadnptDuwW8x2fCiwK7xVdRyW7ECwAAeoU8apn7ps7p3OLAc3Notx5nj7+lcULxVVSyG/ECAIBeIY/a5Lmps6dMCX6TTp+bQ/c4uzm5KtktjX2WE+RGvAAAIAjyqDXxN3VO7QhW/HI856QHOYLlvqVxslPaPWOC3IgXAAAEQR61I+FNnVO4SWePN4f2n90t2Slcjvh7lfR4exMAABAESdSCZDd17u1NOn1uDh1ksT63NE7Ip4SiusL/ae9ugKOqz8WPp4UY00gD1VIaI2+KwUJN6YtWWGOKVBstw43WqlSZoGDNOGnraKqui1qhFIdStJaqV0SsKF6lTalVholiKr34RodyKZebAiN/mlYbqAyXy2RozOz/IT89c7ovJ5vdJ8nmPN/PZM6cPXvOnvPs75c8T84rACAX5FEFAft+evWQzsz3IaVcPOCRxsEbnHKGDGMHAADJyKMAAADKKLAAAACUUWABAAAoo8ACAABQRoEFAACgjAILAABAGQUWAACAMgosAAAAZRRYAAAAysJTYG3atGn69OlFRUXDhg1LuI95LBZLeTv1dNMBAAByEZ4C69JLL21ubu7q6uro6Lj55pul2HLT3ZP7DnZLfiBg8nQAAIAchafA8pMyq7Cw0I1LFdXS0uLGZSQSiQRPBwAAyFE4C6wNGzZ4e7CKi4ul3nLjMiIvg6dnIvmpzAAAIBN62T6vhTDOHTt2TJo0ad++fe5lQlt6e7bSTffQPwAA0GUngYYtzldffXXChAnbt2/3pvTRHiyl7QUAwBA7CTRUcTY1NY0ePXrbtm3+iQnnWsnL4OmZsNM/AABQZCeBhifOFStWlJeX79q1K2G6u1qwvb095VWEydMzYad/AACytnnz5rFjx/bp+Ux55cQTT7zqqqsOHDgQ8J0UmEmg4YkzuaW9t6LRaMr7XaWbnsm6dDYaABBeUl09+uijHR0dA70h/URKq9tvv33ixIkB89hJoFbi1GWnfwAAsibJwk515QlOkXYSqJU4ddnpHwCArNlMFhRYjpU4ddnpHwCArNlMFhRYjpU4ddnpHwCArNlMFhRYjpU4c5fuDHoAAFKymSwosBwrceqy0z8AAFnLPVn4/7EvLi6ura31nlOS4bJDhgyRBSsrKxsbG999991MlsptkymwPmAlTl12+gcAIGu6xcrRo0djsZiUSr1dtqura+fOnbLsyJEj9+/fn/kas0OB5ViJU5ed/gEAyFq6ZHHo0KGFCxfefffdwffkTPkJRUVF3lvBJ64kT1yyZEldXZ0bb2tru/zyy4uLiwsLC2tqatrb2xM+M2C23m5z5u+GiZU4ddnpHwCArKVLFlJduSJGaqzMP+HIkSOxWCz5wW6rVq2aNWtWJms/fPjwsGHD3PikSZO2bNnS1dXV2dl52223eYVXwlLpZstwm3v7bphYiVOXnf4BAMiaSoHld8opp+zcudM/Q3Nz85QpU44ePZrh2gsLC5MnSv3kFV4BCc4/W/A2Z/1umFiJU5ed/gEAyJruIcJjx44tWbLEvwertbW1oqKira0tw7UfPHiwtLTUjW/ZskU+qri42DsXPuVS6WbLcJt7+26YWIlTl53+AQDIWl+cMO6dg9Xe3n7WWWe9/vrrmS+7ePFi7xhfeXn5888/39nZKeMy9GZOWCrdbL3a5szfDRMrceqy0z8AAFnTLbCkvpEKacqUKe5lJBJ55plnMlm2q6tr165dsVhs1KhR3lWEI0aMaG5ujncXatdcc403c0lJif9uDulmy3Cbe/tumFiJM3c9Xq8BAICfSoHlKSoqmjlz5t69e5PfSncVobeglGW33Xab/xrADRs2jB8/fsiQIaNHj16xYoX3CcuXL5f5vZfpZss6ajsJ1Eqcuuz0DwBA1mwmCwosx0qcuuz0DwBA1mwmCwosx0qcuuz0DwBA1mwmCwosx0qcuuz0DwBA1mwmCwosx0qcuuz0DwBA1mwmCwosx0qcuuz0DwBA1mwmCwosx0qcuuz0DwBA1sKRLHqMImEGCizHSpy67PQPAEDWwpEsKLCyYyXO3HGjUQBAr+jeaLS4uLi2tnbfvn2ZL1tZWZkwccqUKb3dKgqs7FiJU5ed/gEAyJo/WbzfFf/P/fFj72f/CUePHo3FYsk1U8CyX/7yl92DbpwNGzbIFAqs/mElTl12+gcAIGv+ZLH1r/EvPBI/f1V8wab4G23H663efoLjPew5k0flPP/889XV1d6USCSyfv16b+aOjo76+vqSbjIiL930Y8eO1dXVyYpGjhy5dOlS/4dHo9ERI0bIW7Nnzz5y5EjKjaTAcqzEqctO/wAAZC1hD9ZLe+O3bIyft/J4pVWzJn7/a/E9/+jFJ0hBE4vFqqqqEuZZtWrVrFmz0i1bUVGxdetWGdmyZYuM+z+zsbFRFjzcrba2Vl666bfddpu89KZ7899zzz0y/8GDBzs7O+fNm9fQ0JC8kckvAyIKNytx6rLTPwAAWUuZLA51xNftjNc1HS+z5OfqdfFfbI8fPJr2E/xOOeWUnTt3+mdobm6eMmXK0aMplndrf+ihh6644goZmTlzppRi/q0aNWqUd0aXjIwcOdKNl5WV7d+/35vuzV9eXu5NlzWWlpamDJMCy7ESpy47/QMAkLXgZLH/cPznb8VnPv1BpdXwYvyFPyeepOX/hGPHji1ZssS/B6u1tbWioqKtrS1g7V1dXVIYrV+/XoYy7v/MhM0rLCxMOd0/v9+QIUOC5w/YKgusxKnLTv8AAGQtw2Sx7Z344s3x6sePl1mv/r8ePsE7B6u9vf2ss856/fXXe1z70qVLS0pKli1bljB91KhR/j1VmezBkpX2GCYFlmMlTl12+gcAIGu9Shbvdx0/+f3oP9N+Qmdn5+LFi6dMmeJeRiKRZ555Jou1e9O9c62OHDkya9ashHOwjnST6d78S5YsmTlzptthtnv37rq6upQrosByrMSpy07/AABkTfc+WEVFRVLf7N27N/mtdFcRBm9VR0dHQ0NDUbebbrrp2LFjbrqMzJs3r7CwcMSIEQlXEUqNNXbs2CFDhlRWVj777LMpV0SB5ViJM3c9dmUAAPxsJgsKLMdKnLrs9A8AQNZsJgsKLMdKnLrs9A8AQNZsJgsKLMdKnLrs9A8AQNZsJgsKLMdKnLrs9A8AQNZsJouhQ4cGvGvnOwlVnCnPQA84OT0Wi7lnMEWj0d6uSGFzAQChdtJJJ73zzjsDvRX9au3atf6nHyazk0BDGGeG14uuXLmyqqrqYDfpDfIy61UAAJCsrq7u9ttvH+it6D9SXQ0fPvyVV14JmMdOAg1hnBkWWFJdtbS0uHEZiUQiWa8CAIBkBw4cmDhxYoENQ4cOra6ubm5uDv5OCswk0BDGWZBUYJWWlhYWFlZUVCxatMibXlxc7J7KFO9+VJO8zHoVAAAgE3YSaAjjTNd4ra2tNTU13qMAEmbzHnLp/5wAfbHlAACEm50EGsI4Axrv8OHDJSUlbpw9WAAA9DM7CTSEcWZYYCWcgyUvVVYBAADSsZNAQxhnQuPV1dXt3r1bRtra2mpra+vr6910dxVhe3s7VxECANA/7CTQUMWZ8jSppqamyspKeVlWVtbY2NjR0eHNH41GuQ8WAAD9xk4CtRKnLjv9AwAARXYSqJU4ddnpHwAAKLKTQK3EqctO/wAAQJGdBGolTl12+gcAAIrsJFArceaOG40CAJAjOwnUSpy67PQPAAAU2UmgVuLUZad/AACgyE4CtRKnLjv9AwAARXYSqJU4ddnpHwAAKLKTQK3EqctO/wAAQJGdBGolTl12+gcAAIrsJFArceqy0z8AAFBkJ4FaiVOXnf4BAIAiOwnUSpy540ajAADkyE4CtRKnLjv9AwAARXYSqJU4ddnpHwAAKLKTQK3EqctO/wAAQJGdBGolTl12+gcAAIrsJFArceqy0z8AAFBkJ4FaiVOXnf4BAIAiOwnUSpy67PQPAAAU2UmgVuLUZad/AACgyE4CtRJn7rjRKAAAObKTQK3EqctO/wAAQJGdBGolTl12+gcAAIrsJFArceqy0z8AAFBkJ4FaiVOXnf4BAIAiOwnUSpy67PQPAAAU2UmgVuLUZad/AACgyE4CtRKnLjv9AwAARXYSqJU4ddnpHwAAKLKTQK3EmTtuNAoAQI7sJFArceqy0z8AAFBkJ4FaiVOXnf4BAMhP/3ssvv9wfNs78Zf2xv/jT/FHtsYXb45/b0O8rik+8+n4eSvjFz4Rv3pd/Ibn4ws2xe/7ffwX2+O/aY3/5/74nn/EDx7N6BO+8Ij+j50EaiVOXXb6BwAgOwNSvuT/j50EaiVOXXb6BwAMRhQ3eftjJ4GGKs50Z6DHYrGSbtFoNJPpmawo120F8K8OHo3/9X+PZ8SNe44fy5CMuPB38e83x7/53PGMeM6j8Zo18Wt/FW94MX7PK/EH34g/9V/xF/4c3/rX+NuH4oc6Bnrr4UNx0z8/8k3K9ynf6i0bj/+y/Pyt49+2fOdv7H//939q2//OwW3/s/+lHX9/clPrj9f/95IX9t/y7P4b175z2aNtX/339778UId8whcf+ufUBw9WLdtbvXjrtDs2fLnhiSnX/OjMi+vHT7vixFETP/Gpckl2Q4cOLUjy0Y9+VIYf+chHkt/KxED30H4SwjgTGm/lypVVVVUHu1VXV8vL4OlZrAKAkCpnzz/ib7Qdr3se33b8nA8pj65fH/+3tf2UU6nAnOCGyP1bon7KsQBy3/bRf/aiTY8cOfL222//4Q9/ePzxx1etWnX33XffeeedF154oSSvC7p99atflfHPfe5zY8eOLSsrkyR10kknJZdEQ4YMkeEJJ5yQXWHkSS6t3OeLwsJCGQ4fPlyGJ598sjf81Kc+NW7cuDPOOMNOAg1hnAmNJ1VUS0uLG5eRSCQSPD2LVQxeg+IP5YVPxC//j+Pnad7x0vGUIBspm7pxT3xn+/EdHtAyKDpDjj9SW7i+JOWFlB0S47qd8VfejrcejP/9/+Lvd/E9h+dHsbjpI++8847UTC+99JLUTPIfvtRMq1evlvGHH364rq5uzpw5Uj9NnTp18uTJo0eP/sQnPiF5p6SkJMfCyF8DpayQ3CqkGJLhmWeeKUWbbMa0adMuuuiiaDQqG7lw4UIZ3nXXXbKR9913n2zwCy+88Morr2zbtu2Vbi6uzs5OibGjo0PGDx065A88NAm0RyGMM6HxiouLu7o++MMpI/IyeHqGqxjwPx/8aP3kQwFH0pWf6sc/yIjfb44v2/JB9SMN8V9/P94Qhzo+OIAo9VDTrg++IplTGu7f1sbPXzXw28+P95P/xU2f+stf/iJVhSs4XnzxRSlB7rnnHilH6uvrZThjxoyhQ4ee0K2gl8faUhZGjvs0Vx6dfPLJY8eO/cxnPiOV2emnnx6JRKqqqqRCkmpp3rx5sg13d3viiSdk29atWyfDtWvXbt26VTb43XfflY2Xwqjvvh8KrEEsofESXkoHDZ7uXzDAgP8J44effPuRKkdqnevXHy9V73/t+HlUL/z5+IGq/smpx96nAuu5IVTq1LDWT/7CaOPGjVJ2bNmyRcZfe+01GV+/fv2TTz75i1/84oc//OGdd9555ZVXSr0ihYuUMmeffbYMJ0yYIKnhxBNPdIfh3DDDyilgNncKlJRKsopLLrlEyqM77rhDyqMHH3ywpaVl8+bNr7/+umzkn/70Jxm2tbUl7zHKNxRYg1gBe7Ay/hkUfygPHv2XfCDb2fDi8Zu7uBOfB/w7DM3PoOgMOfr7/32wm3Ddzg/6kgQrtcU3n4tf9CTf8yAg1YOUETt37pSh1BZSZ/zkJz+Rumf16tXLli2Tl9FoVEqQ22+/XYbf/e53ZXjZZZeNGTNm/Pjxp59+enl5+bBhw+QPuIxLvVJZWSlDeVemfOxjH3MFjdul5IZuj1FRUVEmRVIA//lPjnzmmG4zZ86Ujbzrrrtk4xcvXizjCxYseOyxx5qamqSwSzjiFg4UWINYQeA5WPIyeHoWq8Cglg8FHEkX/WzXrl3eDo8DBw7IUBK5O5PG7chxE91wz5498tb27dtl+MYbb0hBs2bNmuXLl0tN4A4wLVmyxCtrvvOd78hw/vz59fX1s2fPrqmpkb+u55xzjpQyMlJdXS0Vz5w5c6677rq5c+fO6XbllVd++tOflr+rbnjKKafIcNSoUVJ/jB492tU3H//4xwu69w8VfHggLOB4WYb7jVJeH5chVzO5skz+P/cPTzvtNNnsCy64QIL91re+Jd+GFH/yLf32t7+V4fPPPz/QjT/A7CTQEMZZkOoqwvb29pRXESZPz2IVAAYdt2OgV4u4M3alKPEKEeHeOnToUEIh4g7ZyGxvvfWWjDzwwANSjtx///3euS8vv/yym2Hz5s2vvfZaU1OTTHzwwQdlhvvuu0+GP/vZz2S4YsUKme4dmXLn8Vx++eXyV6uumytTJJFPnz596tSpEydOlLrkrLPOkoJm/Pjx8sdq3Lhx7gCWO/XH1SuuOnGViqsMXO1S8OGOFjeDKyDcW94MyXVGPxQ0GX6Of/+Tf4+R99KF7Mq1T37ykzJ0+7SGDx9eXl4uhVF1t29/+9vy3V599dUy/s1vftPtD5OiUApHdwKTO6HbX6HKUL2XhlKBmQQaqjgTftO86dFoNOX9rtJNz2RFOlsMID23T8XVKzt27JBqRiqYH/3oR5LeGhoa3EVMMu52pSxdulSGN998s9QZkUhkxowZkhpdIXLxxRfL8Pzzz5c647TTTvOfYuwuzpKJMpRyxDs1WMoRWUTqFXeF+YgRIwo+3LPiypEh3Qo+LETcRP+elZRFgCtE/LtevIvbk2frkVa9kruAMsu95b4fV8ok1D2Oq+TcxWvu23bDgg9P33Yl0Ze+9CVpl0suuUSGUv1IxXnvvfdKfXnjjTe6jvHss8+669q8PUbNzc1S/Ujn8ZfU7q4HFEYDosBMArUSpy47/QNwacl/qGjfvn3uRFp3XMntyHGnBr/88suS0jZv3izjb775poz/5je/cTtgXP778Y9/LMNbb73VXYjuihgpa84888xx48ZJiVNRUSH1jStl3I183I6TlIVIjnc77C2tgibg2JbjIurxxGdXtSTM5j7cfXWuOnRFpNtx5VWWX/jCF+TL/+IXvyhf/qRJk2T4+c9/vqqq6rzzzpPx8vJyaYgxY8ZMnjxZXrqy5mtf+5q7aH/27Nnz58+PxWKuopWmfPjhh72yxu2Ke+6559asWSMj7to0f//ZsmWLTP/lL3/5ZLenn35aXqY8L9sVRv3f59GnCswkUCtx6rLTP9D//Jcy/fGPf/R24bhLmSQbLVy4UIoVKVm88mXnzp1exeMymdRArqCRPOcugPLqHllEpi9YsMCdBHP99ddfe+21X//6171Lolw2dafOnHvuuS6X+881cfsSvL01/mum3Mxu2GMZkXu9ElCCuNrLvyXeoTHZVBl3ZYS7HaJ/x0lCPecqFTebVIGylJQm8s1EIhEpB6UWdN+JlCPylrvxo7seXr7ACy64YPr06e6Qk7uHkDtEKC3oju7J9K985SsylNnclEWLFnn75NxRRSGVqHdkSioSaUp3+rOrVH7961+7smZzN39B7C627+zsZD8N8keBmQRqJU5ddvoHAnj30HP/Z7szf92lTO5w1U9/+lN3lZMMJXHOmzdPShl3w2X5v18murvj3HTTTe6smjFjxpx66qnJ9YHb5ZDyUiY3mysC/GcBJ+zv8R+mSbkrqFdyL4z825NQjbkRd3KM28vidpxIITJu3DipY2699Vb56h7v9sgjj3jliDtjScZbWlqk+HA7TvwV6p49e9wut3QN6hUibjZXxITp6i0gHxSYSaBW4tRlp39Y4P7vd+OuWlq/fr23/0DKI0nkUjk988wzK1asqK2tdbt5pA+4YsidVhJwwk2Afju25fR4arDbTeUqOW/m8vLy0047zR0wcleBTZs2zTtX6YwzzhjX7fzzz/eumbriiiu88blz58rI9ddf744ouf1q8mV6e9R27drlP9To6hvKGiCsCswkUCtx5i4hIQ305iCthP0QbqL/FBDJ65LdFy5cKEXA2Wef7RrU7U1xu4IyPLOnxx05PZ5Jk7yiE044wRU0kUjEe76YO8x02WWXSb3S0NDgbjM4f/58eemudZI5vZv6yFAqIYnr+9//vszmdo+5md05T1LuLFiwYOnSpY899tjatWtdrfPmm296l0Tt27fP2/fz1ltvDWxrAggZOwnUSpy67PSPvuB2VLjjL+45XO7cWDdcs2aNu1vg3LlzpSb4wQ9+IC/dcTd3Fz53mbq7KF0Ki8mTJ0s5MnLkyIIPb6LjP1I2ZMgQd3zNP0x5tXlyYRRQEpWWlhZ8eK/Cz372s6NHj5ahbNJ1113nTpRxBwcfffRRb0+YTHEFze9//3sJ3B03fOqpp7yTgt21TgEHsAAgBOwkUCtx6sqr/uHqFf+ZrW7YR09LcCtyp2CvW7fO3afHOw/mrrvumjFjxjnnnOPOF546dWp1dfWUKVOkEHEPUXcH1BLqlR73GCVf3J4L/+dIBXbuuefKBrvjYhMnTpRNnT17tndOj6vq5naTEakIJfA8fxIFAOStvEqgfcpKnLoy6R/Jd0N2w4S7FK5du9Z74tWmTZtk/KmnnvLOkr733nvnz5//jW98w11o7a51mjx5slQtkUhkzJgxUg24A1XuGi6388YN3fM+pbg5v9tFF11UVVU1Z84cqRLuvPNOrzD6+c9/7la3evXqJ5980u1uicViCY+bmDVrlnuwgytE/Pfxy/1EolwedOq2wR3aKysrK+g+Z0gCd4+gHz9+vNtgKe+8U4iuvfZaiUhCdg3R9/0FAPABCiwEkf4xc+ZMqVpqamokYV9zzTWSsGU8+XmfriZwx6TcGcT+s3wSqoQM6xWti9szvBlPdjO4U5pcceOu53c14vDhw0899VQpd9w5RldddZVXw33ve9+T4S233OLOEJKCT8pNdyht8eLF3v2vf/WrX7nDau7OBeF7UBcAhFgBBRYC9K6cyVhAveJqlPLychm684282waO7uZ2L7nnY7jjXG53V8BjSgMKrIDHTbing5177rlSWTY0NHiP9fDuqe0ukncVz+7du/33pRzodgMADLACCiwE8KoN/+E5/6193PM+vYvbJ0yY4A5ayXDatGnuQvfx48fL9Kuvvtq7zeONN97o3WnQnQC0bNkydzdkd8NA58CBA1K1vN2tx5v6uCOSr3WTEXdPQndY0J015YbucRM33HCDW7s7cJnycRP98gUDAMKJAmtgSKUy0JuQEekfv/vd77xL2d25U1u3buV2yQAABKDAGhiDqMAa6E0AAGDwsZNA8yvOfC6wEs5SGujNAQBg8LGTQPMrTnc+U7LCwsKB3rR/Yad/AACgyE4Cza8483kPlp+d/gEAgCI7CTS/4qTAAgAgxOwk0PyKM98OBaZjp38AAKDITgK1EqcuO/0DAABFdhJoPsa5b98+d7NyTnIHACBM7CTQfIxz1KhRq1at6urqGugNSctO/wAAQJGdBJqPccq3n8/VVdxS/wAAQJGdBJqPcZaWlvofvZcnuNEoAAA5spNA8zHO5cuX19XVdXZ2DvSGpGWnfwAAoMhOAs3HOLmTOwAAoWQngVqJU5ed/gEAgCI7CdRKnLrs9A8AABTZSaBW4tRlp38AAKDITgK1EqcuO/0DAABFdhKolTh12ekfAAAospNArcSpy07/AABAkZ0EaiXO3HGjUQAAcmQngVqJU5ed/gEAgCI7CdRKnLrs9A8AABTZSaBW4tRlp38AAKDITgK1EqcuO/0DAABFdhJo+OMMODk9FouVdItGo739TNVtBADABDsJNPxxpmvLlStXVlVVHexWXV0tL3P/TAAAEMBOAg1/nOnaUqqrlpYWNy4jkUgk988EAAAB7CTQ8McpbVlaWlpYWFhRUbFo0SJvenFxcVdXlxuXEXnZq89U3koAAAywk0CtxClaW1tramoaGxvdy4Q2lgosYf6CQP200QAAhIidBGolTufw4cMlJSVunD1YAAD0MzsJ1Eqcjr/ASjgHS15m/jl2+gcAAIrsJNDwx1lXV7d7924ZaWtrq62tra+vd9PdVYTt7e1cRQgAQP+wk0DDH2dTU1NlZaW0aFlZWWNjY0dHh/dWNBrlPlgAAPQbOwnUSpy67PQPAAAU2UmgVuLUZad/AACgyE4CtRKnLjv9AwAARXYSqJU4ddnpHwAAKLKTQK3EmTtuNAoAQI7sJFArceqy0z8AAFBkJ4FaiVOXnf4BAIAiOwnUSpy67PQPAAAU2UmgVuLUZad/AACgyE4CtRKnLjv9AwAARXYSqJU4ddnpHwAAKLKTQK3EqctO/wAAQJGdBGolTl12+gcAAIrsJFArceaOG40CAJAjOwnUSpy67PQPAAAU2UmgVuLUZad/AACgyE4CtRKnLjv9AwAARXYSqJU4ddnpHwAAKLKTQK3EqctO/wAAQJGdBGolTl12+gcAAIrsJFArceqy0z8AAFBkJ4FaiVOXnf4BAIAiOwnUSpy540ajAADkyE4CtRKnLjv9AwAARXYSqJU4ddnpHwAAKLKTQK3EqctO/wAAQJGdBGolTl12+gcAAIrsJFArceqy0z8AAFBkJ4FaiVOXnf4BAIAiOwnUSpy67PQPAAAU2UmgVuLUZad/AACgyE4CtRJn7rjRKAAAObKTQK3EqctO/wAAQJGdBGolTl12+gcAAIrsJFArceqy0z8AAFBkJ4FaiVOXnf4BAIAiOwnUSpwpxWKxkm7RaLRXC9rpHwAAKLKTQK3EmWzlypVVVVUHu1VXV8vLzJe10z8AAFBkJ4FaiTOZVFctLS1uXEYikUjmy9rpHwAAKLKTQK3Emay4uLirq8uNy4i8zHxZO/0DAABFdhKolTiTJbRxYWFh8gwB+nFLAQAICTsJ1EqcydiDBQBAP7OTQK3EmSzhHCx5mfmydvoHAACK7CRQK3Emc1cRtre3cxUhAAD9w04CtRJnStFolPtgAQDQb+wkUCtx6rLTPwAAUGQngVqJU5ed/gEAgCI7CdRKnLrs9A8AABTZSaBW4tRlp38AAKDITgK1EmfuuNEoAAA5spNArcSpy07/AABAkZ0EaiVOXXb6BwAAiuwkUCtx6rLTPwAAUGQngVqJU5ed/gEAgCI7CdRKnLrs9A8AABTZSaBW4tRlp38AAKDITgK1EqcuO/0DAABFdhKolTh12ekfAAAospNArcSZO240CgBAjuwkUCtx6rLTPwAAUGQngVqJU5ed/gEAgCI7CdRKnLrs9A8AABTZSaBW4tRlp38AAKDITgK1EqcuO/0DAABFdhKolTh12ekfAAAospNArcSpy07/AABAkZ0EaiVOXXb6BwAAiuwkUCtx5o4bjQIAkCM7CdRKnLrs9A8AABTZSaBW4tRlp38AAKDITgK1EqcuO/0DAABFdhKolTh12ekfAAAospNArcSpy07/AABAkZ0EaiVOXXb6BwAAiuwkUCtx6rLTPwAAUGQngVqJU5ed/gEAgCI7CdRKnLnjRqMAAOTITgK1EqcuO/0DAABFdhKolTh12ekfAAAospNArcSpy07/AABAkZ0EaiVOXXb6BwAAiuwk0PDHGXByeiwWK+kWjUZ7+5mq2wgAgAl2Emj440zXlitXrqyqqjrYrbq6Wl7m/pkAACCAnQQa/jjTtaVUVy0tLW5cRiKRSO6fCQAAAthJoOGPU9qytLS0sLCwoqJi0aJF3vTi4uKuri43LiPyslefqbyVAAAYYCeBWolTtLa21tTUNDY2upcJbSwVWML8BYH6aaMBAAgROwk0hHEG1ECHDx8uKSlx4znuwQIAAFnIPdEPClbidPwFVsI5WPKyP7ekH3oYq8iHz2cVefL5rCJPPp9V5Mnnh2YV+Sz8wdfV1e3evVtG2traamtr6+vr3XR3FWF7e3sWVxHmLhw9OwSrCEEI4VhFCEIIxypCEEI4VhGCEPpnFfks/ME3NTVVVlZKM5eVlTU2NnZ0dHhvRaPR7O6Dlbtw9OwQrCIEIYRjFSEIIRyrCEEI4VhFCELon1XkM9PBD6Bw9OwQrCIEIYRjFSEIIRyrCEEI4VhFCELon1XkM9PBDyDj3S5/0BB5gobIEzREnqAhQoAmHBj88uQJGiJP0BB5gobIEzRECNCEA4NfnjxBQ+QJGiJP0BB5goYIAZpwYPDLkydoiDxBQ+QJGiJP0BAhQBMODH558gQNkSdoiDxBQ+QJGiIEaEIAAABlFFgAAADKKLAAAACUUWABAAAoo8ACAABQRoEFAACgjAILAABAGQWWjoIP+Sdu2rRp+vTpRUVFw4YNu+6669rb21MuG4vFSrpFo9FMpiNAuoaorq52DTFnzpy//e1vKZelIRSlbAjnvffeGzt2bMBtfmgIRSkbouBfpVuWhlCU7tvesWPHjBkziouLy8vLV69enXJZGmKQosDSlPDLc+mllzY3N3d1dXV0dNx8881SbCUvsnLlyqqqqoPdpAiQl8HTkYmEhrj44os3btzY2dkpbbF8+fJzzjkneREaoi+kTN633HLLkiVL0uV1GqIvJBdYPS5CQ/SFhG9+165d48eP37Bhg/xpkv/AGxoakhehIQYvCixNAX+25PensLAweU75DWlpaXHjMhKJRIKnIxPB+aOoqCh5ThqiLyQ3RGtrq2QUKXbTpXwaoi9kXmDREH0q4Zuvq6tLt9eKhggBCixNAX+25H8U/x4sb87i4mKpvdy4jMjL4OnIRLqGkG/ygQceuPTSS5PnpCH6QnJDzJw589lnn01+i4boU8nfdmlpqfzLV1FRsWjRopRz0hB9IaEhpBUeeuihUaNGyX99V1xxxXvvvZc8Jw0xeFFgaUqX13fs2DFp0qR9+/b1uIi3lyvddGQiZUO4EyBGjhy5e/fuHhehIVQkfHuvvvrq1KlTU76VbhEaQkW6b7u1tbWmpqaxsbHHRWgIFcmV7rx5844dO9bR0XHDDTfMnj27x0VoiEGEAktTyr9iklQmTJiwffv2lIvw30lfCNiDtXTpUi/H+9EQfSGhISorK7du3ZryLQ8N0RcCdq4fPny4pKQkeToN0RcSGkK+PSmt3LiUWf6zF/zz0BCDFAWWpuS/Yk1NTaNHj962bVu6RRKOo8vL4OnIRPA5WCn/1aMh+kLwxWspm4mG6AtZFFg0RF9IaIjq6mp/gZWySKIhBi8KLE0JvzwrVqwoLy/ftWtXwJzuSpD29vaUV4gkT0cmEhqivr5+79698e5cEo1G/X+JaIg+lcnJ1AkvaYi+kHxutTtQ3tbWVltbK78gyXPSEH0hoSFWr159ww03dHSbN2/enDlzkuekIQYvCiwdKf8vD/h/3T8uKT/lvUzSTUeAlF94U1NTZWWlvBwxYkTCDcloiD7S456qdAVWnIZQFfwbUVZW1tjY6O1EidMQfSbdb8SiRYvk71JRUdFVV12V8iT3OA0xaFFgAQAAKKPAAgAAUEaBBQAAoIwCCwAAQBkFloKAhzr36iGdGT4cOmDxTB5pHM/tQbwAAKBH5FEF6R7q3NuHdGbycOiAxTN5pLFfyioq+EG8AAAgE+RRZf6HOufykM6Eh0P7ZfiMz5Q3BfZLrqLSPYgXAAD0CnlUmf+hzrk84iDh4dB+PS6e/EjjlJKrqHQP4gUAAL1CHtWU8FDnhDIl84d0BjwcusfF3clV6R5pHPA5mTyIFwAAZII8qib5oc7Z7cFK/pyEc9Iz2YPlf6RxulPaE6Zk8iBeAACQCfKojpQPdc7iIZ09Phw6eHG/dKdweZKfVdLj400AAEAmSKIK0j3UubcP6Qx4OHQmHxvwSOOUAkooqisAAHJBHlUQsO+nVw/pzHwfUsrFAx5pHLzBKWfIMHYAAJCMPAoAAKCMAgsAAEAZBRYAAIAyCiwAAABlFFgAAADKKLAAAACUUWABAAAoo8ACAABQRoEFAACgjAILAABAGQUWAACAMgosAAAAZRRYAAAAyiiwAAAAlFFgAQAAKKPAAgAAUEaBBQAAoIwCCwAAQBkFFgAAgDIKLAAAAGUUWAAAAMoosAAAAJRRYAEAACijwAIAAFBGgQUAAKCMAgsAAEAZBRYAAICy/w+Od+iMHwJYIAAAAABJRU5ErkJggg==)
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