| Product Number | P311-A-55 |
| Synonyms | 1H-Pyrrolo[3,2-b]pyridine |
| CAS | 272-49-1 |
| MDL Number | MFCD00971977 |
| Molecular Formula | C7H6N2 |
| Molecular Weight | 118.139 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![7-Chloro-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
PN: 3H32-5-1J
CAS: 357263-48-0
Molecule Weight: 152.58
Formula: C7H5ClN2
![1H-Pyrrolo[3,2-b]pyridin-7-amine](data:image/png;base64,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)
PN: 3H30-1-GJ
CAS: 142078-41-9
Molecule Weight: 133.154
Formula: C7H7N3
![7-Bromo-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-50
CAS: 1190318-63-8
Molecule Weight: 197.035
Formula: C7H5BrN2
Melting Point: 125-127 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
![Pyrido[3,4-b]pyrazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACT9AAAk/QHmzXAgAAAB2XpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPiyS/xHZDnBJaBoN2H9YW9m1cZCU1WFKRnbd/v1OStjZZPRDW6XTPSfciz28PpoGd9m3tbMkiLhloq1xV203JXp6/Twp2u5grMiJD25bsteveZkLs93uuXrXBg7NcOcPO+7NDWw9s9gl3fiNiKSPx+/Hh6cRMatt2aJUmqq1n7Un54BR2p1t8cYQw6He1FWdzYfzu7O1PLMOQ/NBW7DOWO9pbEgrrutGwdt5gB7tYchryG2y01R47XcHqSOqEpxT7Yv5479TWaNuRGDzUCpunzm8VKYxrtNqSMxJ+3JfMRARg58zSezxCkIIaI8AYMAFMAaeAGWAOWADeAEYhv40OBzwf3zTdEu7gJ3x+aaakxKEUSZLkcJlinmV5CnRHGUmYkjLNISNlkb5PF+XF5AwwOJKrScyTSEqYSJ7nNFP88uvlh3XCZXG9ppDFR8yL+crZqidCXZVsFbFTMn7pdRtf8sHA+Ur7ki2Dg2DaB+IhELI3DiRDIOR6HEiHQKjMODAdAqGO40A2BELVx4F8CIQeGQeKIRA6ahy4uQr6P0Bozz5x6dhR5LrY/0ZEr1XE+1Mi8eqZid4bFPTnWfwFWWdjZ2Y7kMsAAELhSURBVHhe7d0H2BTF4cfxJH8SWywJSVSIgAohxoImitjAbgQLzYIGLECwxB4JMVhQMKJRkagoioiKUkRFrKFZUEFBRCwooIIioCJSpNjm//7OLNmbvXvfe+f2ttx9P88zz6O8O3d7M3f7u9udnfmBAQDAwQ/sfwAAoBAECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAp8Ic/3B4ot98+3d4sL7suAISBAEkBOwBUDjjgLrN8+Vp705zsugAQBgIkBewA8Mr1179ob5qTXQ8AwkCApIAdAF7ZZ587zeLFq+zNA+x6ABAGAiQF7ADwlz59nrE3D7DrAEAYCJAUsAPAX/baa7B5773ldpUsdh0ACAMBkgJ2AHTsODLr/y+++D92lSx2fQAIAwGSAnYATJgwP/Bvb7yx1K62gb0tAISBAEkBOwC++86Yk04ak/VvZ5wxzq62gV0fAMJAgKRArgB4/vkFgX+fNu0jq+b37O0AIAwESArkC4DTTnsk6987d37IV+t/8tUHgGIQICmQLwBefnlR4G+6PmKztwGAMBAgKVBdAPToMS7rb+3bjzTffvtd1jbV1QfC8NVXX5mzzz7btGnTxrz++uv2n1GmCJAUqC4AZs1aEvj7I4+8nbWN/XcgTOPHjzdbb721+cEPfpApP/rRj8yVV15p1q4tbK42pBcBkgI1BcC55z6Z9ffWrYeb9eu/2fD3muoDLubOnWuOOeaYDcFhl0aNGplRo0bZ1VBGCJAUqCkA5sz51Oy5Z/Y29903a8Pfa6oP1MaKFStMz549zU9+8pNAaOQqrVq1MjNnzrQfBmWAAEmBQgJAd6P7tzn44GFm9er1mb8VUh+oybfffmvuuuuurNNV/vLTn/7UNGjQIPDvKv/3f/9nunfvbj755BP7YZFiBEgKFBIA8+d/npkXy7/doEGvZP5WSH2gOlOmTKl67/whEAxeOPTo0cN8+umn5rvvvjNDhw4122yzTWA7la222spcf/31mYvuSD8CJAUKDYBLL52UtZ0WnVq2bE3B9QHbwoULzUknnRQIAq8ceOCBZtas/50u9axcudL06tXLbLTRRoE6Kk2bNjWPP/64XQ0pQ4CkQKEB8OGHK0zz5ndkbXvddS8UXB/wrFmzxlxxxRVm0003DRz8VbbffnszevRou1rAvHnzTNu2bQP1vfLHP/7RzJkzx66GlCBAUqA2AdC377NZ27ZokR0oNdUHHnjggbzXMnSdo2/fvmbdunV2tWpNmDDB7LLLLoHHU/nxj39szj//fLN8efXLEiB5CJAUqE0ALFmyKrNSoV2n0PqoXDNmzDAHHHBA4ACv8sMf/tB07tzZLFq0yK5WsG+++cbccsstpm7duoHHV/nFL35hbrvttsx2SAcCJAVqGwC5TlsVWl93sc+du8ysXfu1/SeUqaVLl5quXbtmbgC0D+oqe++9t3nppZfsas4+//xzc84555g6deoEnkulWbNmZvLkyXY1JBABEqOPPlph+vV7zvTsOT5z0M6nNgEgunC+//5DAvVqqv/119+a008fm9mmVauhmXtJ9G8oT+vXr6/6snGd2XLLLQMHcZV69eqZYcOGZUZWlcKbb75pDjvssMDzeqVjx47m/ffft6shQQiQGHz55VdVP+VfzjrVdPTR92fW+cil0ADwGzhwWqBeTfVzTYvSrt0IM2XKAntTpNy4ceNMkyZNAgdtFY2c+sc//mFWrVplVyuJsWPHmsaNGwf2Q2XjjTc2vXv3NqtXr7arIQEIkAgpIMaNe8ccccS9gQO1wiTMAFmxYl3mV4Rdt7r6n332pdl339y/XM4554mqb4Nc5Ey7t956yxx++OGBA7VXOnToYN577z27Wsnp11D//v3NFltsEdgnlfr165t77rnHroaYESARef31paZLl4cDB2YV3QA4fHj+GUzt7Qs1ePCMQN2a6ms/jz9+dKCOyt5732Guv/5Fs3LlersaEk7XHc4999zMiCf74Kyy2267mUmTJtnVIrdkyRJz+umn570e06JFCzN16lS7GmJCgJTY0qWrMzf42XNVeaVbt7GZuaySRBfSR416MzMdir2/KoccMsyMGfNWYNp4JI9GNN16663VjnwaNGhQ4kY+TZ8+3ey///6B/VXRiLAuXboUNSIM4SBASkSz4d5554y8F7OPOmq4efrpeXa1RNFpsGuvfSFwc6JXTjxxdNUHnQ9xUk2cONHsuuuugQOwin6JnHfeeYm/9+L++++v9p6Ufv361fqeFISHACkBrQqoi+L2AVdlv/2GZE4trVuXnmGy77233Jx11uOB1+IVTeS4aNFKuxpiMn/+fNOuXbvAAdcrRxxxhHn77ew1Y5JMd8Vffvnl1d4VP2bMGLsaIkCAhOiddz4z3bs/GjjAeqV374mZU1pp9eyzH2RGZdmvS0WDADSyTCPMEA+Nmvr73/+ed/6p3/zmN+axxx6zq6XGggULTKdOnQKvyysHHXQQqyFGjAAJwfLlazP3c9iz4Xqlc+eHMkNky8FXX31rhg17zbRsmXuE15FH3mcef/xduxpKSPdp3H333WbbbbcNHFRVdJ/Hv/71r7KZAff55583+WYG3nTTrc2FF15tPv+cX8RRIECKoJvsNHrqwANzH0wPP/xeM3bsnLzDc9NMNyv26fNM3tA89dSHzezZS+1qCNmLL75omjdvHjiQqmia9W7dupXlGhxam2TIkCHWUrobmc03/03Vvx1qdt/9HHPvvdPMN99wI2wpESCOXnhhoWnffmTgwKmiCQx1I18lnM55661PTdeu39+9bheNPLvssslVB7Av7Woo0kcffWT+9Kc/ZUYk2cGh0rJlS/Pqq6/a1cqOVke8+OKLM6sjbrzxtubnP9/bbLfd8aZp07+aPfb4t+nQYWRVyH5oV0NICJBa+uCD5Zmb6uyDpVcuvPDpzLTqleapp+aaNm2GB9pDReuSDBnyatY67XCzdu1ac9VVV5nNNtssEBoqDRs2NCNGjLCrlb158+abE044y2yzzZFmxx3PMLvuenXWe/C88540CxZ8YVdDkQiQAunmOd1Ep5vp7AOkynHHjTLTpn1kV6soGll2++3TMyPN7PZR0ci0iROjv8u5XIwaNco0atQoEBoqCpQ+ffpkRixVsueem131RebGqvfbbYH3n84M3HjjS2bVKm6EDQsBUgPdLKeb5g49NPdNdQcddLcZOfINzrX6LF68ylxyycRAW3mlR49x5t13808eiWyvvfaaadWqVSA0vHLyySdX/erlNI1Hn8URI2ZnPpv2e0/lsMPuMQ8//DY3woaAAKnGjBkfm06dHgy8AVV0c13//lMyN9sht5kzF5s//WlMoO1UdPH96qufN198sdauhv/SGuN//vOfMxfD7dBQ2XPPPc0LL7xgV8N/6b11zTXP570R9qSTxphXX11sV0MtECA56Ka4v/1tfOAN55Uzz3zMzJ//uV0NOehbnkai6Vuf3Y4q+pZ4//2z+QXno+G2N9xwg9lqq60CoaGyzTbbmKFDh5ZsmvVyM2/eMnPGGeMC7z2v/P3vE8zHH0cz83C5IUB81qxZb265ZWreFf3atn3APPPM+3Y1FGD16vXmppum5lxiV4XRMt974oknTNOmTQOhoaIbBP/2t7+ZlSu5x8HFpEnvm2OOeSDw3lPRLNS33fYKC6nVEgHyX6NHj68KjovMzjv3Cby5dNPc3XfPzNxEh+IsXLjCXHDBU4E29kqljpaZM2eOOfLIIwOh4ZVjjz226pt0sudOSwN9hu+6a2ZmZKD93lNp3Xp4VYjPtashj4oPkGnTplUFxOFmq632MPXrtzVNmpxnmjW7IfNm0nl63Synm+YQrqlTP8yMXLM/wCotWgw21177RNU37fK/f0STGV5wwQV5p1nfeeedzYQJE+xqKNKnn35prrhict5Zsk877RHz5pvldwNm2Co2QD7++GNzyimnbLgRa9NNG5pf/rKladiws9lpp96ZpV15A5VWvtEyGsOvsfw773xi1S+/BzN3HZcbTZ9+++23Z6ZTt0ND5ec//7m5+eabzddfc0qllPQZV1jYAaLifYHUQmvIreICRFM/X3311WbzzTfP+sDWqbO52XLLXareOKeYsWNftqslhg48Widaq8ZNnjw5U0aPHp2ZC8kr+n/vb9pO2ydtvQc//2iZPfa42TRtenHmbmLdVay7i/fYYw/z7LPP2tVS65lnnqn6ldssEBrfvw/rmL/85S9Vv3qTO8xZqwfqPfXOO+9seJ+NHDky6z2o//f+pu20veolleZv0zxudoio6HQXp7Bzq6gAeeihh8wOO+wQ+NCqbLLJJqZv33+ZNWuSMaxUa0C//PLLmQ9jz549Tdu2bc3vfve7vEM6ayqqp/p6HD2eHlePn6S1pjVa5vTT7zHbb981M5+R5jXS/Ebeazj++OPNBx98YFdLDR1EO3bsGOgbrxx66KFV34jftKvFRqsYapVCLUil02xt2rTJu456oUX19Th6PD2uHl/PkwRr1nxtBg16Je8gmmOPZRCNrSICRFM8H3zwwYE3s1dOPPHEzFTRcdKpiilTppgrrrii6hvPAXnPiYdd9Dx6Pj2vnj8Jp0yefHKa+f3vjzUbbRQ8vaOgv+yyy8yXX6bntIJCunfv3lW/pjYOvB6Vxo0bV/3qHWtXi5zmlXr00UczB/d8v5BKVfR8el49v/YjTgzjL1xZB8hnn31W1dlnZk4L2G9Yld///vfmueees6tFRhdQb7vttsw3Mq2uZu9fHEX7of3RfsW5Wt369V+Zf/7zmsCpRq/8+te/Nvfdd59dLXHuueceU79+/cD+q2yxxRamf//+sZ7a0cguLdakGX1df92GXbQf2h/tV5wjz7iRuGZlGSD6Fn3TTTeZn/3sZ4E3p8qvfvUrc+edd8ZycVbP+eSTT5oTTjgh7zfS6kq9evXMgQceaNq3b29OPfVU071798yvB5UBAwZs+G/9u/6u7bS96tmPVVPR/mk/tb9xtJUsXrw48zryzTq77777mldeecWuFjuN7mvRokVgf1V+9KMfmdNOO80sWRLPGjE6ZaR10NV29r4VUrQCoN5Tem+ob84444wN7zt97rz/1r/r79pO26ue/ViFFO2n9jeOU126Efahh94uaioju46K5owrlF03ScouQJ5++mmz0047Bd6EKpry+a9//WssP5F1iqxXr155v43aRYsAaey/VpgbPny4mT59etE3kKm+HkePp8fV4+t57OfOVbTf2v+4TvXpes0+++wT2C8VHZB1oFLYxM0e3WeX/fbbL9MHcdD1Bn2hyLdioV3U5zr4a9DJgw8+mDkVrNmAi6H6ehw9nh5Xj1/oZ0L7rf3X64iaJmC84YaXqp1MVb9YcrG3VdGFeS1EVwi7bpKUTYC8++675qijjgq86byiv2mbqOnCqeYzUnjZ+2R/OLQkZ9++fc3UqVMj+8av59Hz6Xn1/DUdXPQ69Hr0uuKg01Y6fWXvl4pOd/3zn/+M5ZSQRvf169cv7ym37bbbLhPccRg3blze8PUXDSnWQAV929eNjVHS8+l59fz5hjb7i16PXlfUdJPruec+GTioq+i0ltbHsdnbeUWzexfCrpckqQ8Q/ZrQr4p8B2j9GtGvkqjNnz/fdO3atdqL4bo2c/TRR5sxY8YkZhpu7Yf2R/uV79qRil6XXp9eZ9R0UfrSSy/Newpwxx13NA8//LBdrWTUXtWN7tO5/Kgv+uuLgYZz77777oF98hfdb6LrhEmblFH7o/3S/tn77C96fXqdUX3h8mhBOU2/Yx/cR40KjqKzt/GKRntp5uqa2PWSJLUBojeMrmPoeob9plLR9Q+dj416VJEu3NcUHLvssktmjeq4zoEXSvun/dT+2q/BK16Q6HVHTUN69Y3V3ievHHLIIeaNN96wq4VGp2L0q81+Xq/ENbpP95noDnZ7f7yiL1vt2rXLDGuP49dabWj/tJ/a33xfElX0evW6o2Qvaa3rIbkmZbQDwF90o2JN7DpJksoA0cgpjaCy30Qq+tasby5xHNDuuusuU7du3cA+eUXf6l966SW7Wipov7X/9mvyil63Xn8cdJNhvm/aej+cffbZod6Yl9TRfboGpGVu7f3xikZ96TpWWtdI135r//U67NfmFb3+qK+F6frI9OmL8l7TsAPAX3S3+3vvVT/a0a6TJKkKEH2b07c6+03jFX0b1LfCqL399tvVLviji9UzZsywq6WSXodej/0avaJ2UHtETb9IBw8ebH75y18G9klFp0L+/e9/F/WLNKmj+zTLwMCBA/MOiNA1hSuvvDLWYdlh0uvQ68l3rUTtoPZIyuwLdgB07Jh96uvii/9jV8li10+SVASIzh/rPLLOJ9tvFhWdf9Z56KjpgKL9yvfTWgdarSZXjvS68gWJ2kPtUszB2tUXX3xhLrzwwrynEHU3/vjx4+1qNUrq6D5dfM73a1wH0muvvTZRsw2ESa9Lry9fcKpdoh4MkIsdABMmzA/82xtvLLWrbWBvmySJDxCNXNEIFvvNoaIRLxr5ohEwUdNwzZYtWwb2SUWBpnsnKoFeZ74LyGoftVMcNP9S69atA/vklWOOOcbMnVvztN1JHd0nGpGWb9SXTuUk/RpbWPQ68526U/vEfcOpHQDffWcyqyH6/00LXuVj10+SxAaIxsprzLz9hlDRGHuNtY/r4KRx6FoVzt4vfevVOdqkjKiKil6vXneub/1qpzjG7XsUcL/97W8D+6WiXw6aFyzXL4ekju4TtXe3bt0C+6SiX1hRX0xOCr1uvX67TVTUXnF9LnMFwPPPLwj8+7RpH1k1v2dvlySJCxB9m9Bduro5zH4TqOjuXt3lGwctIaqbn3JN+aBx6bNnz7arVBS9/lz3G6i91G5xLcGqJWJvvPHGvEvEbr311pkBALp2kdTRfR5dX9p1110D+6XwVhvrtVYyvX61Q64vM2q3OK7P5QsAexr5zp0f8tX6n3z1kyAxAaLzmTp3ne8nue5Wvffee+1qkdG3F81ka++Xfg3pW2xcB5SkUTuoPXLdia32i+tboHz66aemR48eOb8AqOhUXL7TcXGO7vNotFmu8/0NGzbM3AyK/1F7qF3stlL7Rb00QL4AePnlRYG/6fqIzd4mSRIRIJpiY7PNNgt0topuFtNMpnFeCNTpjFzXO/SNNgmzqCaR2iXXN361Y65TRlGaNWtWZm4me9/yFc3kHMfoPj/dC5Hrxkldy4ljjqg0ULuofew2UzuqPaNSXQD06DEu62/t24/MzL/lV139uCUiQK655ppAJ6to7YS4pszwaOx5rlEu+rc47sJOE7VPvrZLwr0Imo+pugn+9GskygNNPlq50P7VpFM0Oi2Hmqmd7FNaak+1axSqC4BZs5YE/v7II9mn2ey/J0kiAkTj9/2dq/PPSbgQuHDhQtO0adPAgUUTwBU7qVylUDupvew2VLuqfeOmEXyaB8zeP51HT8Jd2ldddVVg3zTlflwX8NNK7ZVryQS1b6nVFAD23FqtWw+veu/97x6WmurHKREBom95/k7ViJ64aSnYBg0aBN5wOoce9Y1iaaf2UrvZban2VTsngf/agm46TALdLGe3mW6U1MzEqD21W64bTdXOpVRTAMyZ86nZc8/sbe67b9aGv9dUP06JDBBNNR4nXSjN9csjCcGWZmo/u03VznFemPb4J+3TQSZu9q9ylUaNGmXub4E7tZ/a0W5btXepFBIAuhvdv83BBw8zq1d//wu4kPpxIUAsGiVkD0XViCLd8YriqR3tEVpq7zhHZ0mSAkSfB/uahyYLXLRokb0pHKgd7ckm1d6lut5VSABoiVzNi+XfTuuzSyH140KA+GjunFzTc9xwww32piiC2tNuY7V7nHMXJSVAdO3PHm2lb8yER7jUnvYvEbV7Ka69FhoAl146KWs7LTq1bNmaguvHgQDx0RKc9oHtoosusjdDCNSudlur/eOShADRTW720GftC6etSkPtal8TUfuHfbNhoQHw4YcrMotS+be97roXCq4fBwLkv2699dbAAa1Tp06x3T1d7tSual+7zdUPcYg7QHQKz153RaOGuGBeWmpfe3SW+iHMU6q1CYC+fZ/N2rZFi+ASuklCgJjvFwayTxtoavgkDOMsZ2pfe0Em9UMcN+3FHSD23Faag4uhutFQO9tznqk/wlKbAFiyZFVmpUK7TqH1o1bxAaKp4u1pujX5nqYFR+mpne3JDtUfUS8BG2eAaLZY/+tX4SbBaKm97T4Iaxbf2gZArtNWtakfpYoPEC3H6n9ufQPWVBeIjtrb/gWofolSXAGi9Srs+d80oADRswfQqF/CWE+ktgGgC+f77z8kUK/Q+lGq6AB54IEHsp5X5eabb7Y3QwTU7nZfqH+iEkeAaNSZPdWLJgBkbqt4qN3tCRjVP8WODnQJgIEDpwXq1aZ+VCo2QDQzq/+godKuXTt7M0RI7e/vD/WP+ikKcQSIll31v17N16S15xEftb89b5b6qRguAbBixTrTqtXQQN1C60elYgOke/fuWc+paTX45hcvtb89fYz6KQpRB8jixYsDU7Nr/i3ET/3g7xf1k/rLlWsADB48I1C3NvWjUJEBoqF79oJV//lP9QvbIxrqB3+/qJ+iGMoadYDYS7DqzuhKXwwqKdQP9p3q6i8EVVyAaGK/vfbaK+v5OnToYG+GGKk//P2j/ir1BJZRBsjkyZOzpnPRf+vfkBz0UWEqLkDuuOOOrOfSQlYLFiywN0OM1B/2AmPqt1KKKkAUhPYNg3y7TSb7V6L6rdRfZNKmogJE9xbYUxdoLQgkj71Gh/qtlPeGRBUgo0aNynpdOr++ZMkSezMkgPrFvk6l/sP/VFSADBgwIOt5GjdunFlQCMmjflH/+PtL/VcqUQXI7rvvnvWarrvuOnsTJIj6x99f6j/8T8UEiC6MbbfddlnPM2LECHszJIj6x99f6r9SXWiOIkAee+yxrNdTt25ds3r1anszJIj6R/3k7zf1I75XMQEyZMiQrOdo0qRJ0TcIobTUP+onf7+pH0shigCx15kp9Up4CIe9MqT6Ed+riADRhS97hcFSX5RFOOxBD+rHUlzILHWATJo0Ket16Nz68uXL7c2QQOon+1qI+hMVEiCjR4/Oevz69esz025KqJ/UX/7+U3+GrdQB0r59+5K+x1Fa6i9//6k/USEBcuihh2Y9PisMpou9gqH6M2ylDJBly5aZjTbaaMPja+rwpUuX2pshwdRf/inf1Z/q17Bo2aFhw17LrI0+ceJ79p8Tq+wDREtX+teX1gybq1atsjdDgqm//DPWqj/DXuK1lAEyaNCgrPc3c66lkz1Xm/o1LE8+OXfDVCValVCrE6ZB2QeIPQyvS5cu9iZIAfWbvx/DHv5aygDZd999s/Zd73ekj32cUr+GxZ5999lnP7A3SaSyDxB73D1zXqWTPUdW2OPxSxUgc+fOzZoSQ0NCuf6WTuo3/5Be9av6Nww33TSVAHFVqgDR0qj+x61Xrx5Dd1NK/ab+8/dnmEvflipALr/88qx9PvPMM+1NkCLqP39/qn/DQIAUoVQB0qtXr6zHveiii+xNkCLqP39/qn/DUqoAad68edY+v/jii/YmSBH1n78/1b9hIECKUKoAsU9fzZw5094EKaL+8/dnmKexShEgWu+9Tp06WY/7nYbbILXUf/759NS/6udiESBFKEWAaIidf80Pnf5A+vlPY6l/wxpKWYoAefTRR7Pe18cdd5y9CVJI/ejvV/VzsQiQIpQiQOzHPPnkk+1NkELqR3+/hjWiqRQBcsEFF2Tta5jDPhEfe1i2+rlYBEgR7IN9GAFyzjnnZD0mU5eUB3tqE/VzGEoRIM2aNcva1zlz5tibIIXUj/5+VT8XiwApQikCxF60Z968efYmSCH1o79f1c9hCDtAPvvss6xTqJqOBeXDP72O+ln9XQwCpAhhB8gnn3ySNfa+QYMG9iZIMfWn17fqZ/V3scIOEHvyxE6dOtmbIMXUn/7+LXZyRQKkCGEHyMSJE7MejyVDy4u91Kj6u1hhB4h9nrxfv372Jkgx9ae/f4u9vkWAFCHsALn11luzHu/qq6+2N0GKqT/9/av+LlbYAWJfQC/FDMKIjz3Dd7EX0gmQIoQdIOeff37W440ZM8beBCmm/vT3r/q7WGEHSOvWrbP2Mcy75hE/e5YL9XcxCJAihB0gRx55ZNbjzZ49294EKab+9Pev+rtYYQfIjjvuuOHxdJF17dq19iZIMfWnf5CE+rsYBEgRwg6QHXbYYcNjaepvPrzlRf3pn6Jf/V2sMANk3bp1Wfu3/fbb25ugDKhf/ccZ9bsrAqQIYQYIH97KEOaHV8IMkA8++CDr/XzIIYfYm6AMqF/9/ax+d0WAFCHMALE/vKVYvQ7xs1eZLObDK2EGiH2KrUOHDvYmKAPqV38/F3OqnAApQpgBwoe3MoT54ZUwA8SesfXUU0+1N0EZUL/6+7mYmZYJkCKEGSB8eCtDmB9eCTNA7MWvwppuBcliT5dUzGJ1BEgRwgwQPryVIcwPr4QZIPYw42Lez0gu9au/n4u5XYAAKUKYAWJ/eC+55BJ7E5QB9WtYH14JM0DuvvvurH3jRtbyZN/Qqn53RYAUIcwA4cNbGcL88EqYAWLPhDBgwAB7E5QB9au/n4uZEYEAKUKYAcKHtzKE+eGVMAOELzGVIcwvMQRIEcIMED68lSHMD6+EGSCcRq0MYZ5GJUCKEGaA2B/eYh4LyRXmBUwJM0AYyFEZwhzIQYAUIcwA4cNbGcL88EqYAcJQ8soQ5lByAqQIYQYIH97KEOaHV8IMEG5mrQxh3sxKgBQhzADhw1sZwvzwSpgBwnQ6lSHM6XQIkCKEGSD2h5eJ7MpTmBPZSZgBwoSelSHMCT0JkCKEGSB8eCtDmB9eCTNAhCUFylvYSwoQIEUIM0CExXzKW9iL+UjYAcKiZuXNPlVe7KJmBEgRwg4QlhMtb2EvJyphBwjLKpc3+3aBYpdVJkCKEHaAaIF7/+ONHj3a3gQppv7096/6u1hhB4g9IwI3tJYX+0bWYmdCIECKEHaADBo0KOvx+vXrZ2+CFFN/+vtX/V2ssANk4sSJWfv4pz/9yd4EKab+9Pev+rsYBEgRwg6QSZMmZT1ep06d7E2QYupPf/+qv4sVdoB88skn5oc//OGGx2zQoIG9CVJM/en1rfpZ/V2MG298xuy2W/8NZfLkufYmiVSWAfLZZ59lXWStX7++vQlSTP3p9a36Wf1drLADRHbZZZes9/W8efPsTZBC6kd/v6qfi3XNNQ+a7bfvtqGMH/+avUkilWWASLNmzbIec86cOfYmSCH1o79f1c9hKEWA2NOt3HHHHfYmSCH1o79fw5guqU+fQVXvu5YbypNPTrE3SaSyDRD7QnoY58kRP/v6VhgX0KUUAWK/r08++WR7E6SQ+tHfr+rnYl1yyVVm44233VDGjXva3iSRyjZAHn300azHPO644+xNkELqR3+/qp/DUIoAWbZsWdap1Hr16tmbIIXUj16fqn/Vz8Xq2bNn1vt67Nix9iaJVLYB8sUXX5g6depkHRS+++47ezOkiPpP/ej1qfpX/RyGUgSI7L777lnv7ZkzZ9qbIEXUf/7+VP+GgQApQikCRJo3b571uMXO2Ip42TMtq3/DUqoA6dWrV9Y+X3TRRfYmSBH1n78/1b9hIECKUKoAufzyy7Me98wzz7Q3QYqo//z9qf4NS6kCxL5rXqc/vvnmG3szpID6zX/6SiWsWS4IkCKUKkDmzp2bNRa/bt26Zv369fZmSAH1m/rP60v1q/o3LKUKELFPYxW7+BXiYS9WF9bpKyFAilCqAJF9990367HDGDGB6NnvEfVrmEoZINddd13Wvnfp0sXeBCmgfvP3o/o1LARIEeyDQ5gBYg/7bNeunb0JUkD95u/HsIdllzJAFi1alDX19+abb25WrVplb4YEU3+p37w+VH+qX8NCgBShlAGiIXYbbbTRhsf+yU9+YpYuXWpvhgRTf6nfvD5Uf4YxdNKvlAEi9up1N9xwg70JEkz95e+/sFeZJECKUMoAkfbt25f08VFa6i9//6k/w1bqALFnENZ0LFyPSwf1k3/6HJWwZ/gmQIpQ6gCxJ1fccsstzfLly+3NkEDqJ/WXv//CmDzRVuoA+fbbb03Tpk2zXgdTm6SDPXWJ+lH9GSYCpAilDhDZZ599sp7jyiuvtDdBAqmf/P2mfiyFUgeIDBkyJOu1NGnShCG9Caf+UT/5+039GDYCpAhRBMhjjz2W9RwaErp69Wp7MySI+sc/dFdF/VgKUQTIV199Zbbbbrus1zNixAh7MySI+sffX+o/9WPYCJAiRBEgYo/HD3MYHsJnD38Nc9y9LYoAkQEDBmS9psaNG5t169bZmyEB1C/qH39/qf9KgQApQlQBMmrUqKzn0bn1JUuW2JshAdQv9rUP9V+pRBUgX375ZdZ8Xip9+/a1N0MCqF/8/aR+U/+VAgFShKgCRBe+7EV+WGo0mewlQ9VvYV+49IsqQMS+KLvZZpuZBQsW2JshRuoP9Yu/n0o56IEAKUJUASKTJ0/Omt5E/61/Q3LE0UdRBoiCcK+99sp6z3fo0MHeDDFSf/j7R/1Vyi8wBEgRogwQsb/d7rzzziW5MIbaUz+oP/z9E8WvxCgDRF5++eWstUJUmCMrGew5r9RP6q9SIkCKEHWALF68OHB+/eqrr7Y3QwzUD/5+UT+pv0ot6gCR7t27Z73WBg0amM8//9zeDBFS+6sf/P2ifio1AqQIUQeIDBw4MOs5f/zjH5uXXnrJ3gwRUvurH/z9on6KQhwB8umnn2Y9rwpztcXLnnNN/aN+KjUCpAhxBIhuEPr973+f9bwNGzbkG2BM1O5qf39/qH+iutEujgCRBx54IOs1q9x88832ZoiA2t3uC/VPFAiQIsQRIDJnzpysGTZVjj32WHszREDt7u8H9Yv6JypxBYh07do167VvvPHGZtasWfZmKCG1t9rd3w/ql6gQIEWIK0Dkvvvuy3pulRtvvNHeDCWk9rb7QP0SpTgDRPcW7LTTTlmv/7e//W1o672jempntbe//dUfpbrnIxcCpAhxBoh069Yt6/k1dfjTTz9tb4YSUDv7p2pXUX9ELc4AES2Nan8DPuigg5ixt8TUvmpnf7urH8JaqrZQBEgR4g6QNWvWBG4w/OlPf1ryoXuVTu2rdva3u/pB/RG1uANEbr311qy2UOnUqZP57rvv7E0RArWr2tduc/VD1AiQIsQdIPL222+brbbaKms/dCB555137E0RArWrPaWH2l/9EIckBIicccYZWW2ictFFF9mbIQRqV7ut1f5xIECKkIQAkWeeeSZwGqFRo0ahLl2J75d4Vbv621ntrvaPS1ICRKPO7AEFKqxgGC57hUEVtXtUo/5sBEgRkhIgon3xr1+tojujCZFwqB3tO83V3mr3OCUlQESn8Oz1azSdy7XXXmtvCgdqR/9UOSpq7zhOnXoIkCIkKUBk8ODBWfujom/MnM4qjtrP/uWhovaOW5ICRD777LPACoYqvXr1sjdFLaj97DZVO6u940SAFMEOkCR8SOyV8FR0YOHCuhu1m33NQyUpK0P6p7ZRmCTBe++9F5hWQ6VHjx4lndivHKm91G52W6p91c5xu/jii7P2iwCpBfsb/69+9atYz4d7rrrqqsAbTqOGGOJbO2ove7SVito3blo0yF73QUVzciVhCO3ChQtz/hI54YQTzNq1a+3NkYPaSe1lt6HaVe0bt0mTJgW+XN111132ZomUiAC55pprAp2r0rFjR/P+++/bm0fq9ttvD1wT0XxN3GxYGLWTPb+V2lPtGrcHH3zQbL/99oH3nVd22GGH2K/NyCeffBKYdkdF/zZ//nx7c/ioffK1ndo1Tvrl0759+8C+qVx//fX25omUiABZuXJlYPEWr2h0Tu/evWNdv1wHEXt0lsoxxxzD3Fl5qF3UPnabqR3jPihr2ooDDzwwsG/5ysEHHxz5jWW2FStWmJYtWwb2TUOf03K6I2pqF3tovoraUe0Zl1WrVplLLrnEbLTRRoF9U9Gv9TiPd7WRiAARNdiFF14YmJvKK/Xr1zf33nuvXS0yzz77bGAKeBVNADh16lR784qm9rAnRlRR+6kd46JZVXUe3P5F6RX94lCx/12lTp065swzz4z1YqtGCbVt2zawbxpRpIuwX3/9tV2lIqkd1B72SCsVtV9co6104+KwYcNMvXr1AvulssUWW5i//vWvse2fi8QEiEdrYZ922mmBxXa80qJFCzNt2jS7WiR0k9uuu+4a2CedotE580pflEqvX+1gn7JSUbvFdZOg9kun0nJ9G1XZeuutM+ecdaFV5c4778xch7O3U/nZz35mbrrpptgO1joIqY1zhaCGos6ePduuUlH0+u0h0CpqL7VbXHf1a6mCvffeO7BfKjrWaeLGpUuX2tUSL3EB4pk+fbrZb7/9Ao2tom8Wp5xyivn444/taiWnbwf23Fle+d3vfpeIi/9x0OvW67fbREXtFde3qieffDIwUZ5XNAeXvqnmOp2hf9O3QXueLq9osr04B1Powus222wT2C+Ft0YxxtXecdHr1evO9eVF7aT2ioPue+rcuXPOX0MqBxxwgJkxY4ZdLTUSGyCe4cOHm+222y7Q8Co63dWvX7/MSJqoabbYfKfbtASrfklVAr1Oe4lgf/9EPauuR/ectG7dOrBPXtH1mblz59rVAt59911z1FFHBep7RX/TNnHQF6hc10VUdCpO4VkJ9DrznXpU+8TxRdMb3Zdr9KGKhg9HtdZIKSU+QETTKl9++eVmk002CXSE92EZM2aMXa3ktF5FrhEeKjrfrzte03IxrLb0uvT6cl0XUlG7RLmeh0dTc+taWq5voir6lTR+/Hi7Wo30a8Oect0r+pWiXyu5fsmUmk6l6bOR75eSpud47bXX7GplQa8r17QvXp+oXeI41Th69Oi8o/s23XRTc8UVV5TNL8RUBIhnwYIF5sQTTwx0ilc0LXPUo2U0d46WXc13IP3FL36RuVlu+fLldtVU0uvQ69Hrsl+ritpB7RH1nEK6dqH7iezx9F7RzYH//ve/izqgqK6uf+g6iP34Krpuousncdzkp+tLrVq1CuyTV3SgTfOpEj+9jnzBoaJ2iON6mwKtutF9J510UiLuOwlTqgLE89xzz+X95h/XaJnFixfnPZWjohEWOkcb99hzV9pv7b9eh/3avKLXr3aImkZ27b777oH9UdH74eyzzzbLli2zqznTe0vvMT22/Xwqem/qPRoHDQaoW7duYJ+8cvTRR2cu6KaR9lv7b78mr+h1x3EDXk2j+/bcc08zZcoUu1pZSGWASFJHy+hisj1ZoL/op3W7du0y90Ik4U7n6mj/tJ/a33ynSFT0euMYPPDBBx+Y448/PrA/XjnkkEPMG2+8YVcLjX7t2osR+Yt+LetXc9QUcBrVk+80norWXfnXv/6V+Gt12j/tp71ej7/oder1Rv2lsabRfbp4r0CLa+RXFFIbIJ4kjpZRuOk8aL5vxV7RaRV9k33hhRfsh4iV9kf75Z9gMFfR69PrjPqUja6/XHrppTlv7lTZcccdzcMPP2xXKxldf8t3EVfX7XQuPsrlUT26C7umINGvKH2r12tIynl57Yf2R/uV71eeihcccdyNX9Povr/97W+xXBOLWuoDxJPU0TLjxo3LOS7dLrqmoG/TgwYNivzis55Pz6vnz3dtw1/0evS64qBRXb/+9a8D+6SiUV///Oc/Y/llp1E3GhGYb2SeRhJqRGEcNB3Qn//857xfsryiO6P1i0qjh3QzaFRfDPQ8ej49r54/3x3aXtHr0OuJY5qjsEb3lYuyCRBPUkfLaBy65r2p6cPhFd15rwngdPOT5mzS6ZJiJ89TfT2OHk+Pq8fX89jPnatov7X/cY2n12y++YJYN2KdeuqpsVx/sWnIqO5RyjfuX/c26R6nOOh0mq5jFdrnGhChi9VaXkHhp/3WtEPFUH09jh5Pj6vHzzcAxS7ab+1/HKcFSzW6L+3KLkAkyaNlNEeUvu3vu+++gf0qpGh4oEZ66OCvg6aW4NSwQBW9Zu+/9e/6u7bT9vmGFdZUtJ/a37jm/FIo6HXkOyBr/1555RW7Wuw0W4JmTbD3V0WBp9kW4rr+oPe9TsHovZHvNGB1RVNx6D2lLxTqm+7du2943w0YMGDDf+vf9Xdtp+3zTeFRXdH+aT+1v3F8XqMY3ZdmZRkgniSPlpF58+Zlzo83b9487wiOqIv2Q/uj/dL+xUWnoXQ6Kt8pIZ3Giusmxdq455578n7j14i2/v37x3LKzaNh2bfddptp06ZN3pveoi7aD+2P9ivO4e8aGJLvOmYpRvelUVkHiEenbTSjqv0m8Epco2X8dFrt0UcfNRdccIFp1qxZYB9LWfR8el49fxyn92y6AK4L4fZ+quii9GWXXRbLRWlXuuivGaXzfdtv3LhxImbU1bdoDTfVrwdNsZHvdE3YRc+j59Pz6vnj/javayvHHXdcYD+9UurRfWlSEQHi0ZDU6kbL9OlzlVmzprjrDGHRKSNdb7j11lszB3d9I2vSpElgv2tTVF+Po8fT4+rx4zo1lctbb803Rx6Z/4Ori/wauptWOjBpjRv7dXnl0EMPNW+++aZdLTYKPl17uvvuuzNzhmkmW53rd/21rHqqr8fR4+lx9fhJma2hkNF9jzzyiF2tolVUgIhGy+gCcq5TI5tsUs/stlvbqm/Ayb3pR6c7dCDSaJDJkydnysiRIzMfRq/o/72/aTttH+dpkposX77GXH75SLPddrqguoupUye7b/bYY49Yp4EPm06N5PuVqVMjf/nLXxJ9akSzDOg9pQWRvPeZhnP734P6f+9v2k7bRz07QW1oqYjqRvdp0bskf4biUnEB4rFHy+igpYPXttu2qfqmcZbp0uW+qm+D6bxrPC2++eZbM2LEbHPQQXdXfTO91DRs2MX88pctzaabNsz0iS5c3nHHHbFcPC01HUy1KmO+YdO6OHvzzTfHfjqn3NU0uk+DHZIwui+pKjZAPBotozeQDlo6eDVs2NnstFNv84c/3G722muw6dPnmapvg8m4waqcTJ36oTnuuFGZdlbZffcbTZMm55v69duaX/2quenZ89LM0Mlyp4vEOqWY73qD7vKfMGGCXQ1F0hfINI7uS5qKDxDPyJGPVx3IulYdxM4zzZrdsOHAptKy5dCqn+UzzVdfld834agtXLii6oD5VFb7emXnna80p58+wMyb96FdrezpZs4jjzwycCDziu6XiHNUXLnQaah8p7BVdMNnGkb3JQUB4vPll+vMwIGTqn6R3Bk4uKm0bfuAeeaZ9+1qKMDq1evNTTdNNS1a3BFoV5UOHUaaF1+MdyRcEjzxxBOmadOmgQObim7m1BQZxd7MV6lqGkSTttF9SUCA5LBo0cqqD+r4wEHOK2ee+ZiZPz85o5eS7NtvvzNjx84xhx12T6AdVXT94/77Z2euh+B7mqTvhhtuqHaSvqFDh5b1JH1h0jK31Q3j142KaR7dFycCpBozZnxsOnV6MHDQU2ne/A7Tv/8Us2JF9KshpsXMmZrifkyg7VR0fenqq583X3yRjGHTSaRpwjXnU75hs5omPGkTcSaJbiQ+66yz8t5IrNF9cd5IXA4IkBroG/SYMW+ZQw8dFjgIet+gR458g2/QPosXrzKXXDIx0FZe6dFjnHn33eQOU00aLVRU3WJRJ598svnww8q7bpSPRq5pUbN8s0lrKqNyHd0XNQKkQCtXrjfXX/+i2Xvv3OfwNaJo2rSP7GoVZd26r83tt083++03JNA+Kkcffb+ZOPE9uxoKNGrUKNOoUaPAAVFls802M3369EnMlOxx+c9//lPtZKoXXXRRRYzuiwoBUksffLDcnHPOE4GDo1cuvPDpqm+D8U8HErWnnppr2rQZHmgPlQMOuMsMGfKqWb8+uTeSpYVmVL7qqqsygWEfIFUaNmxoRowYYVcre5pCvbrVCjUDg26qRbgIEEcvvLDQtG8/MnCwVNFIo4EDp5kvv/zKrlZ23nrrU9O169hAG6jsueft5rLLJptPPmFkS9g++uijzBLC+e5jaNmypXn11VftamVHc7ddfPHFedc60aJPTz31lF0NISFAivD119+a4cNfNwceODRw8FQ5/PB7MyOQynGwjG6u1E2Wuhhuv26VU0992MyevdSuhpC9+OKLmdmT7QOnii6+d+vWLbOefbnR9YshQ4aYrbfeOvC6VbSUg6aW507+0iJAQrB8+VrTr99zeQ+mnTs/ZGbNimfth7DpZsphw17L3Fxpv06VI4+8zzz+ePQrP1YyDefV/FPbbrtt4ECqogWbtK64hgeXg+eff77qvfaHwOv0QlNr4US9PnqlIkBC9M47n5nu3R8NHFS90rv3RLN0aTJmHnXx7LMfmHbtRgRel4puvrzllpcr4rRdUq1atSqzyl++VS9/85vfmMcee8yulhpacqFTp06B1+UVLYerpRsQHQKkBCZMmJ8ZcWQfZFU0Qmnw4BmZEUtp8d57y81ZZ2mql+DrUbn44v9kbr5EMsyfP78q6NsFDrBeOeKII8zbb79tV0ssjSzTAmebbrpp4LWoaLXNMWPG2NUQAQKkRDTi6M47Z5j99889pPWoo4abp59O9txGukny2mtfyNw0ae+/yoknjjbTpy+yqyEhJk6caHbdddfAAVdFkzeed955sa74V4j777/fNGjQILD/Klq5sF+/fpklGhAPAqTEdMrq0ksnZUYk2QdglW7dxpo5cz61q2Wx66jofotC2XVropsnR4160xx8cO6bJw85ZFjm5kpth2TTtPFaPKxu3bqBA7CKppPXmvdJW6tj+vTpVV++9g/sr4pGnnXp0qXqVy9fXuJGgETk9deXVr3pHw4cjFV08V2jufKxt1fRvRW6eF8Iu251dA3jlFNy76duotTNlLqpEumilSfPPffcvNPG77bbbpkVKuO2ZMkSc/rpp2fW4rD3UaVFixZm6tSpdjXEhACJkIbzjhv3jjniiHsDB2ddhM433Nfe1is6mBfCrledRx99J7C9im6efP/9ZJ/uQM3eeustc/jhhwcOzF7p0KFDZgXBqGma9f79+5stttgisE8q9evXN/fcc49dDTEjQGKgb/kaseSfNl4X3WsbIKqveadqYterzksvfZi1rUZdTZnCNOvlZty4caZJkyaBA7WKRnH94x//yIzqisLYsWNN48aNA/uhovXJe/funZh105GNAInRRx+tyNw/0rPneDN3bv7JBe0A8BfdzFcTu05NRo9+M/OLQ8vN6mZJlCd967/uuusy94nYB26VevXqmWHDhpVs2vg333zTHHbYYYHn9UrHjh0za6kjuQiQFLADwF90/UTDbKtj1wH8li5darp27Zr3usPee+9d9cv0JbuaM12POeecc/JOs96sWTMzefJkuxoSiABJATsAOnbMnoNL92FUx64P5DJjxgxzwAEHBA7oKhr51Llz56JGPmmk1y233FLtiLDbbrstcSPCkB8BkgJ2AOhGRfvf3ngj/7xT9rZAdR544IFq773o27dvre+9mDBhgtlll10Cj6eikWHnn39+4u9JQRABkgJ2AOiU9EknZa/0d8YZ4+xqG9j1gZro7u8rrrii2ru/R48ebVcLmDdvnmnbtm2gvlf++Mc/mjlz5tjVkBIESArkCoDnn18Q+Pd8C1rZ2wGFWrhwYdWXlZMCB36vHHjggWbWrFl2NbNy5UrTq1evvPNyNW3a1Dz++ON2NaQMAZIC+QLgtNMeyfp3zfqbS776QKGmTJliqpsBt0ePHpk13DVia+jQoWabbbYJbKey1VZbmeuvv75sZgaudARICuQLgJdfXhT4m66P2OxtABdag+Ouu+7KuwaHro/ku3aikOnevXtZrk1SyQiQFKguAHr0GJf1N62SaM9RVV19oLa0CmDPnj3zrgJol1atWpmZM2faD4MyQICkQHUBoIWq7L8/8kj2VN3234EwaB3yY445JhAYXmnUqJEZNWqUXQ1lhABJgZoC4Nxzn8z6e+vWwzPTyXtqqg8UY/z48VmntXRD4pVXXmnWri1ssk+kFwGSAjUFgKaDt6eLv+++/42Mqak+UCxdFD/77LNNmzZtWBWwghAgKVBIAOhudP82Wstj9er1mb8VUh8AaosASYFCAmD+/M8z82L5txs06JXM3wqpDwC1RYCkQKEBoJUP/dtp0ally9YUXB8AaoMASYFCA+DDD1cE1i+/7roXCq4PALVBgKRAbQKgb99ns7Zt0SI7UGqqDwCFIkBSoDYBsGTJqqyVDnMVAAgDAZICtQ2AXKetalMfAApBgKRAbQNAF873339IoF6h9QGgEARICrgEwMCB0wL1alMfAGpCgKSASwCsWLHOtGo1NFC30PoAUBMCJAVcA2Dw4BmBurWpDwDVIUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAk/8HfEhdwbRLP3QAAAAASUVORK5CYII=)