| Product Number | 4H58-1-J2 |
| Synonyms | Ethyl 1H-pyrrolo[2,3-c]pyridine-2-carboxylate |
| CAS | 24334-19-8 |
| MDL Number | MFCD11506124 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-J2
CAS: 24334-19-8
Molecule Weight: 190.202
Formula: C10H10N2O2
![Methyl 1H-pyrrolo[2,3-c]pyridine-5-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABY1AAAWNQEARjQ6AAACSnpUWHRtb2xTb3VyY2UAAHichZXbauMwEIZfRfh6o6OPIU4pLQsLbRe2Xdi7xbGVxBBLRXZOb78jp+3ajmKDLoQ03/wz0i+0uDtVO3SQpi61Sj2GqYekynVRqk3q/X77Pou9u+UihyAIVHXqbZvmfU7I8XjE+VZW2UkrnOvKu+zPT3XZizkKrM2GcEoZ+fP89Noys1LVTaZyCVRdzut28UnnWdNWcUOCVJk5lIpcwkllDpdsfzm1g+JTXXj/e3mAvXtA0brcSbTWpsoadOAUw6Df0EYqabJGFmh1hmWBfeh9uXh+1Pm+kqqBqc1Q5tnutTH7HBYqvZP5HpLB5Mdj6lUMgKzR1b0x2fkyRWWRehmDU9xJm+bt/C6hFmiUp16E4zCAvTO3Ry0ojyEBsVgX5gP45wUOcSBYcIE5ppEbFm7lALMkiqeUfbdyF57B+YmIu+jALS2gaZ9N1R26YQ5NU3+q7sgNM6g7jKaUYzdsGw2j5FM6SMLERSc3aNCOxFfXse/WZnSAv3hoey6MBnc+6L1qQNpRDlg1jiNnwhvO6x6FwCG7Uc7Qeo5b8LGIb9BD771cG2CoTTrPZ6VV0Zm2SVfA2ZBfcl1zq4Hs89CmkMYeDSSwoV2A9wGO7JMYA0QfEMg+gw+AuwD/CgjGFYI+ECDr9g/g3gWEfSBE1uFjQNQHImRdPQbEfSBG1shjQNIHEtR6d4yw+72ro6i15yjDrhqZRAYXzsAijE8wgztn4BImJhj/6hbdCOn4mHx+GTC9+k5I568h8MMu/wEMeET7r5Kl2wAAMUlJREFUeF7t3Qe4FNX9xnGTGOyKihpFscUSa1SwErEramwYfYIFbBhiNJpYsWJLYsNYEGIE7AG7IrGgIiqKqKiJERE7KmIHY4t6/vvO/s+499ytv51tc7+f55kHuDO7d+9edt6ZU35nHgcAgME84RcAACgHAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBgrr47LPP3KxZs8IvA2hhBAhq6ptvvnGXX365+9GPfuTmmWced8wxx7i5c+eGhwFoQQQIamb8+PFunXXWiYIjd1tuueXc1Vdf7b777rvwIQBaCAGCxM2YMcPtsccebUJj9913d/3793c//vGP469tsskm7oknnggfDqBFNF2AbLTR8Ggrpdhxft9mm/3dvfNO4eaSYs+Bys2ZM8edeOKJbr755otDYv3113cTJkyIj/nPf/7jdthhh3j/D37wA3fggQe6t99+O+eZALSCVAeItlNPfTDcHSv2HCifmqJGjhzpfvKTn8TBsNRSS7nhw4dHfSD53HXXXW611VaLj1944YXd2Wef7b788svwUABNKtUBojuQHj3+5qZP/zA8JFLsOVCexx57LPMe94iDQE1U6ij/+OOPw0Pb+frrr93555/vFltssfjxK6+8srv55pvDQwE0oVQHyIUXTor+PPLIceEhkWLPgeLeeustt99++8Unfm29e/d206ZNCw8t6b333nOHHHKI++EPfxg/11ZbbeWee+658FAATSTVAfLJJ1+4LbccGf396affCQ8r+hzI74svvnBnnnmmW2ihheKT/RprrOHGjcsf0pV4+umn3S9+8Yv4eTX09/DDD3fvv/9+eCiAJpDqAJGrrnom+nu/frcFRxV/DrQ3evRot+KKK8Yn+M6dO7uLLrooaopK0o033ui6desWf5/FF1/cDRkyJPHvA6A6qQ+QL774n9txx2ujfz/wwKsFj0NhU6dOzdzJbdnmzmDAgAE1vTP4/PPP3RlnnOEWXHDB+Puuueaa7p///Gd4KIAGadoAKXfLJ9x3yy3/if69116j3TfffFvwOLQ1e/Zsd+ihh8azyLX16tXLPfvss+GhNfPmm2+6vn37xt9f2y677OJeeuml8FAAddYhAkShseee/4i+pjApdByy1FR0wQUXtBkdtdJKK7kxY8aEh9bNo48+6rp37x6/ngUW6OxOO+0yN2fOF+GhAOqkaQOklGLH5ds3fvwr0dd22unaqFmr0HEd3dixY93qq68en6jVWX7WWWdFneeNpvkmI0aMiOabLLLIGq5bt75uq62Guttue9F9+y1lUYB66zABIupI19fVsS6FjuuIXnzxxUy47hQHh2aI77///m7mzJnhoQ03Z87cTKhd6dZdd1D8O+zb95a8I+0A1E6HCpCnnno7+nqvXiOjIb6FjutINOHv6KOPblOjauONN3aPP/54eGjTefPNT9wxx9wT/x61nXji/UXL1wBITocKENGkQu276KLH8x735Zf/c2PGvOCefPLtNh3uaaMSI8OGDXNdunSJg2PZZZd1o0aNarkquZMnz3S/+tWY+Pe5+eZXuSuumBI3VQKojQ4XICprovImKnOS77jRo/8df32bba52gwdPcI899qb7+uv0hMlDDz3k1ltvvTg4VPxw0KBBLb1Oh8Jev7uttx4V//56977OjRv3cngogIR0uAARFVj0x4THvfrqx26ffW5qs1+bZrTrcQ899Fp0l9KKXn31VdenT584OLTtueee7pVXXgkPbVmffvql+8tfHnUbb3xl/Ls76KDb3QsvzA4PBVClDhkgb789x2266fcnmHwUJFde+bT79a9vbhcmPXteFbW133vvDPf5580fJrqzOPnkk9uUWV933XXdgw8WrlRcjddeey0qbXLxxRdHkwGPP/74aC0Qv+nf+rr267jXX389fIqqvfLKR27gwLHx70x3nWec8ZD74IP/hocCMGq6AGlGM2d+6kaNmhqP4srd1BT2hz/c68aOfSlzov4qfGhDqS9DK/9pBUAfHEsuuaQbOnRowTLrldLw3gceeCAKqM0228wtsMACbe5wyt0047xnz57u9NNPdxMnTkysbMmECa+53Xe/Mf59/eIXI9zIkVNT1SQJNAoBUqFZs+a6669/3h166B2ue/e2YaK7GnXS33HHNPfxx42dN6GV/rTinz9Ba5TVUUcd5T766KPw0IopfO6++2637777Fg0MzdfYcMMNo8q62223XXT3oT/1b309d/2QcNP6IAcddJB7+OGHw29fMYWFLgAUHv53pVBRc2Q+uRcHxUZ0+eOAjooAqYKaQ26++QX3m9/c1abNXZv+ra/fdNMLbvbsOeFDa0Yr+2mFP83j8CdjrQColQCrpdpX6mzPd+JfZZVV3GGHHRaN4poyZYr79NNPw4fn9cknn7gnn3wymiCowMgtopj73CraqPpY1dDvS4Mi1Jzlf09q5tIdZq7c3yMLkgGFESAJ0R2H7jx0B5Lbv6JtlVUOczvu2Dc6Cb7xxhvhQxOhlfy0op+u3P2JVyv+aeW/ar377rvRIlG5hQ21bbTRRu6vf/1r1OeRpOnTp7s//elPUZn43O+39NJLRyVW/vvf6vox1KGujvVCIeG/zoJkQHEESA2oL+Tuu6e7P/7x3sydyCWua9c9XKdOi8cnQk3U0wlyxowZ4UNNtIKfVvLzz68aVlrpr9p+BD1erzM3OPR3TTz897//HR5eE5MmTYpmxM8777zxa1h++eXdbbe1L89fKQ3x/f3v/+kmTmwb6j4YWJAMKK6lAkRDNFvN559/lTnZjY/6C3IXYfLb+uuv7wYPHmxqYtKKfepP8M+lFf20sp9W+KvWhAkT3M9+9rP4uRdddFF30kkn1bSEezG6K+nXr1+bINEQZK2MmDQfDCxIBhTXMgGivgR9WC+7bHK4q2VoxNLtt98e9VHkVrr1m5psTjnlFPfMM9laXYXoJK6V+nLLrGslP63oV63//e9/7oQTToj7UPSn+iYaFRyh559/Phrt5X9ujSpLeo2Q3GBgQTKgsJYIkGnT3o9njp9zzsRwd0v66quvohPfwQcf3KaciN/Ucaz5Erk1qdSkpJX5tEKfP06dzlrBLwm6mt9iiy3i51577bXdI488Eh7WcN9++627/PLLo7sivU7deWleib6ehNxgYEEyoLCmDxBN1NNCUPqgqjRFUs1YfvTP9ddfH518jj322DaT3f74xz9GX9f+yZMnR0UHa0XDYjWXYuDAgVE9qjBMVlhhhWghp65du8ZfU1+EXl+1I5M8jZxSJ7V/ft3hNEMJ92K0qNQ666wTv2bNslcwVysMBhYkA/Jr+gDRsEt9SDUaJl87dLl0dTp+/PgoGDR6KHeYa7mb+is0l0JzIJI4UeWjyX+aSKeO6nxDWrVphT6t1JeU++67Lx69tcgii7gbbrghPKRpffbZZ21WLNSQ5WpHaYXBwIJkQH5NHSAqFeI/pKquaqGRTgqN3NnYudv8888fFRZUZ/T2228f3X3oT/1bXy80UW6JJZaI1gVPot+hGE0I1Cgk/31vvfXW8JCq3HTTTa5Tp07Rcy+zzDI1/3lqRc19/j3SjHYFi1W+YGBBMqC9pg0Q1avSuh36gB588B0VrzinYaa6Ms0dtaNtzTXXdL/73e+ioa/l1mBS34A6vzUXQnchYZhsu+22mbC7N3xYYtTU5r+XJgomRXcePjzU5/Lyy61dufacc86J3yetm24t11IoGFiQDGirKQNETQb9+2c/rFttNbJoOYmQ+jbUzJQbHEsttZQ77rjjomGvSdBdjYbe6qSbGyQ77rhjtLJf0moRIOrz8M1W+jneecfePNhMzj333Pi9Up+SRaFgYEEyoK2mDJDLL38y/nCq6aBcGtWUW2ZDE840UzqpjuaQrnDHjBkT1XXy31M1pzQUV8Nhk5J0gOiOSqGq51OzVVITGpuFBgD49+uSSy4Jd5dULBhKLUgGdCRNFyBaCdDXKjr77PIK6fm5CxrOqZOGmmVUs6naztRKXHPNNW36WTTbPKkTc5IBovfKD9VVh3mr9nkUo2Dv3bt39DOqj6vSO89iwVBqQTKgI2mqAFE9KXVS6kO5996jy1qSVCGx8847xydYdXxbZnUnQetu5F79ar6GVv+rVpIBoqD1z5XU/JFm9OGHH8bDntdaa62K7kJLBUOxBcmAjqSpAuToo/8ZfSB1dVeogF0unSQ23XTT+IR46KGHVnSiqBXVafKT/XQ3dO2114aHVCSpAFGY+bs0BV3aacEs//P+4Q9/CHcXVCoYylmQDOgImiZAbrzxX/EHUmtbl6I7j9zw0AicZqLOdF/gUCexakIkiQDRLHZf20qT75p9kmBSNEFUP7P6php1ZwqkVVMEyEsvfRC3KR9zzD3h7nbUju+brTQhcNiwYeEhTUFFDf2wX40Ks87hSCJAVFXXv1/NWJ6kVtSs6JuyNMkQQHIaHiDq5+jT5/tSJRoeWUpuO36z3XmEFCKae6LXqkmJU6dODQ8pqdoA0RBdXwlYhRE7muuuuy5+/7QGO4BkNDxATj99bBQeGtkyZUrpk6OG6vp2bfV5tIKZM2fGNa7UrFXpsrLVBoja//VYFR9slqq69aTyMBoVp/dAVYsBJKOhAXLLLePccsv90q2xxnHR3I9SNEnQz/PQaKtWasd/9NFHo3Z4vfZ99tkn3F1UNQEye/bs+O5D63l0VGo+9O+hFqkCUL2GBYiWQe3cubObf/5lXO/eA9tUOS1EM8x1AphvvvlaskNUy7H6k9idd94Z7i6omgDRfBg9TiGiMOmoVEzTL5G71157hbsBGDQkQNQJvvnmm0cfZoXIa6+Vrkml2la+PIlOiq1IJzHflKIS7eUOObYGiCbU+Ts2Vfft6IYPHx69F7oTrLQpb8yYF9xxx90XzVUCkNWQAFGpD39CHD16dLg7L1+yW+VJ6jnDPGmaFe1XErzwwgvD3XlZA0Rl5/3j6rWGeTNTE6hmpuv9GDp0aLi7qO23vybqqxs79qVwF9Bh1T1ANJnNn0C1fnc5VBLE332otlWrO+CAA6KfRXWoyik7bg0QrcOux2j9E2Sp+UrvSaWd6dtsc3UUIHfcMS3cBXRYdQ2QDz74IB6Tr6Gt5Zw8Ret56DEqANjKdx/e9OnT40AsZw6LJUA0wMCvZZKG0E2K1j/Re6L5MBpiXS4CBGivrgGy2267RR9edYKXOx9C7fi+SKFKsqfFHnvsEf1M6hMpxRIgWiLXP0YDFpD16aefxuGtSsrlIkCA9uoWIJdeeml8Qqvkivj++++PH/fss8+Gu1uWRmH5n6tU/4QlQE4++eTo+FVXXTXc1eF17949em+OOOKIcFdBBAjQXl0CRB3HvvNy1113DXcX5ZuvVMcpTTQSza/JoTIjxVgCZLPNNouOP+yww8JdHZ7/P7XuuuuGuwoiQID2ah4g6rNQOW19YNUUVenwSXUA67FahjZtfv3rX0c/2zbbbBPuaqPSANFw4QUXXDA6/uqrrw53d3hazljvjZqyvvrqq3B3XgQI0F7NA2TAgAHRh1XlR9QuXwm1V/sRW/rQp82IESOin019Ql9++WW4O1ZpgKjPwx+vx6Kt559/Pn5/pk0rLxAIEKC9mgaIH/GizVJGY/LkyfHjX3+99GTDVqPZ9P7n00mtkEoDRPXCdKxGGimE0ZYmcPp6auVWBCBAgPZqFiBvvPFGvKiS1u2wrBGuNTT0eA1HVbNM2miNDl8fq9iEykoDROuA61g1GSK/bt26Re/RkCFDwl15ESBAezUJEA299etuL7bYYu7VV18NDynL4MGDo+fQAkhp5Uu9n3322eGuWKUBcsYZZ0THbrDBBuEu/D/ft3bqqaeGu/IiQID2ahIgp512WnzCq2bd7WOOOSZ6jl69eoW7UkMzovUzamRQIZUGiC/fvuWWW4a78P+22mqr6D3S/7FyECBAe4kHyKhRo+L25WoXL9IQVD1PpUN/W8kuu+wS/YwabFBIpQHi3zc9N/LT/ym9R+WuKUOAAO0lHiC++qv6LebMmRPursh+++0XPdevfvWrcFdq6GfTz7j//vuHu2KVBkhHeN+q5d93vVflIECA9hIPkBNPPDE+2akPoxrcgWRVGiDcgZTGHQhQvcQDRA488MDow6k5HI888ki4u2z0gWRVGiD0gZRGHwhQvZoEiJquVltttegDquGSla4B7jEKK6vSAGEUVmmMwgKqV5MAkSlTprhOnTpFH9I+ffqEu8vCPJCsSgOEeSClMQ8EqF7NAkTOP//8+MSn5UQrxUz0rEoDhJnoxTETHUhGTQPku+++czvuuGP0QVVxvxdeeCE8pChqYWVVGiDUwirOUgurV68r3M9/PsTddlvx0vtAR1LTAJFZs2ZFS7fqw6ry2VoprxJU4608QKjGW5ylGu866xzgunbdw9144/hwF9Bh1TxA5J577ombDCpZxEdYD6TyABHWAynMsh7Issv+1HXqtIQbOfK6cBfQYdUlQMR/aNUuf/vtt4e7C2JFQluAsCJhYZYVCZdccsnoMVdddVW4C+iw6hYgairwH1x9GGfOnBkekhdrotsChDXR87OuiU6AAO3VLUBk+vTpbpFFFok+iJrIVe7QXH/3oiYfrXDY6vQ++JPYsGHDwt3tWAJEfU0a/qzHVLIGfdr5NWp0J/zee++FuwsiQID26hogok5dfzI866yzwt15zZgxIz7hpuFkeMABB0Q/iwYXfPbZZ+HudiwBIvvuu2/0GA1EQNZee+0VvSeqAFAJAgRor+4BIr7Yn0LhscceC3fn1bdv3+gxyy+/fEvfhTz33HPx0OQLL7ww3J2XNUDuvvvu+HGl+lk6gk8++cTNP//80fsxdOjQcHdRBAjQXkMCRKVO1LmrD+RKK63kPv744/CQdnQC9HchgwYNCne3BDXZqc9DP8MKK6wQTWgrhzVA1H/kqyMfffTR4e4OR5NZ9V5o9v/7778f7i6KAAHaa0iAiE6KvtRJuWXHjzrqqOh4TbzTLO5Wc8EFF8RBUO4MaLEGiChs9biFFlrIzZ49O9zdYSi811hjjei9UDNWpQgQoL2GBYj85S9/iU+MV155Zbi7HTVB+Cvq9dZbr+JJiY306KOPxnWv9tlnn3B3UdUEiEJD4aHHnnTSSeHuDuPWW2+N38NJkyaFu0siQID2GhogKnWy/fbbx1fIL774YnhIO6rz5CcllruWQ6NpyPKyyy4bveaVV1654urE1QSI+PLuiy66aMVNN2mg/2e+6bDSznOPAAHaa2iAyLvvvuuWXnrp6MO5/vrrF60J5Z1wwgnxCfWcc84JdzcVDRX1Jds1rHbq1KnhISVVGyDvvPNOfBdS7TLDrei6666L379x48aFu8tCgADtNTxARB9qjcvXB/TII48Md7ejMiA777xzdLweV85cikZQeCgU9To1AEDNKBbVBoioXIp/v6pZ5KvVzJ0713Xt2jX62XfYYYdwd9kIEKC9pggQ8asP6gRXTgezhvJuuumm8Ym12e5E1Byn5iq9NjW5aW0TqyQCRGuPqJ6YnkMLdLVS/1E1jj322OhnVv9TNQMvCJAGyIS/u+AClUJ2bumlXeaX6NxSSzmnlTbPPz+7Hw3VNAGiUicbbrhh9CHt0qVLWSfKDz/8sE2IqE+k3KGxtXTbbbe5xRdfPHpNGmlWTXhIEgEiDz30UNx/dPjhh4e7U+fBBx+Mf171A1WDAKmziROdW2aZzBlqnsKbQuXhh8NHoo6aJkDkpZdecgsvvHD0QVWJ83JKnehOxDdnadPorGquNKuh5hKdmP1rUYjopF2tpAJEcvuPbrzxxnB3aujiwjddrbXWWlVfWBAgdaRRcpkLrygkVEVBq3W++65uo7U+hOrRONejR3a/jnv88fAZUCdNFSAycuTI+ARXbrOU+kR0YvRXm7rq1/yHes5Yv+aaa+Kij9o06kclWJKQZIDovdpiiy2i51Jdsqeffjo8pOVpAmXv3r2jn1EzzzX7v1oESJ1ofZYVV8yGQ79++mWGR2Tp69qv41ZaKfs41F3TBYj4hZbUbv14BVcXGuLr54loU9kT1c6q9uqzEJ2oVNHVN73513zKKadEJ+qkJBkg8tZbb8VrkageV1JB1yxy7wK1PnwSCJA6GTEiGwqZu8aSoaD9WidIx2cuPFF/TRkgKrm9yiqrRB9YdURrAmG5dKxmrPuyJ9p0slQp+CSuREUn3MGDB8ev0W9avrecuSyVSjpAZMqUKXFzoX4ODfVNg3PPPTd+rwYOHBjuNiNA6mT33bOBMHx4uCc/jcDU8XvuGe5BHTRlgMgTTzwRz9xWVdlKqXaWCjDmBok2zcnQ8rha1vT1118PH5aXrti1CJZGivlhubnbtttu6+69997wYYmpRYDIfffdF5eTUYi8/PLL4SEtRU2e/n3aZZddojvEpBAgdbL88tlAKPf/4vTp2eO7dQv3oA6aNkDEz12o5oOruwWtJ5LbP5G7qY1cHe9an0Sz4vv37x/9qX/r635NjXBbYokl3IABA2reh6A7qtNOOy3+vs8880x4SFW0PoYPETVn1frnqZXjjz8+fo969uxZVpn8cqn4p3+PKEpZY5nPY+aN1oI24Z781Dyt4zOfU9RfUweIRmHp6l4fXM2knjZtWnhI2fRc48ePj8JE62P4iYuVbLr7UPOYyqRr2HGtqNyIAnOnnXaKT1x+W3DBBd3ZZ59d1oz9culOxDdnqWP9hhtuCA9pWgoKX+pfmyYLJjV4QiVQNKjDl6HRpv83+++/f9kraqJCBEhLaeoAEbXN+w7fDTbYILETp67s1TR0/fXXuzPOOCOacKa7D78paPR17Z88eXJZJeeroZ/ziiuuiIYvh81u+rfuDlSF2H9NfUNqhkuK+kR8SRlt6ohu9smGGvatSZH+Nffp0yexYFfBxR49esTPrTVccu9GdUFz5plnNv171HJ8E1a5Aztowmqopg8QGTt2bHzH8Pvf/z7c3bLeeOMNN2TIkKjAX3hHpDsP3YHoTsQXQFRplEMOOSQerqxt6623TmxwgPp6/BBfbWuvvXZTlj3R3eTll18eFYfU69T7obAvZ95QKXoPdIeR+7vQkGDd/Wo2vxYB69y5c7xP69lUsrY6SqATvaW0RICIgkMfWJ1oFSit6pVXXnF//vOf3SabbNLmJKVNV7i7Zz5AWva32Mgz9VOond8/TlfHv/nNb9wHH3wQHloxP6fGB5r+VAHGZqni+/zzz7vNNtss/tnVua3h29XSnYTuKHzRSW1aP0TNlSGVyD/ssMPilSW19erVy1QoEwGG8baUlgkQNV2pCUsfVjVptdKwU82M18np5z//ebvQ0AlL64NoVnilHb96TLfMrbt/Ls18v/jiixOZgzJhwoS4dpY2Xe1rPZFGBcn06dNdv3792jTv7Zm56tQdQ7VGjx4d3Un459Udhu40dMdRjAJjyy23jB+nQFGwNOo9SoVKJhL27589TseXChvURMsEiKgZwV8hqnM9iSaLWtHJ5dRTT41LueduOhkfcMABUc2saic56vFqvlHnun9+fc977rknPLRiOoFqJFzuc+vvGolUrzXW1RehJqXc4NAEUb131dLvSHcO1QaANYBQQG4pk+7dnVMToUqY6P187z3n1Pe38cbZ/TrOsEAYktFSASLqE/AfVJ3cmolmzWs4aTjBUJuaWg4++OCodH1SHb253nzzzXgGv980F0IdzdXSmi2aA5MbJNo0mk0z/V977bXwIVXR3YZ+t34JWr+pk1/LAlc7yqoWTVCVNIF1eAqCIUOyda5GjQr3ZqlIooolZt7Hgpv2Z+6U87r++uzzq2ovQV4zLRcgoomF+oBqoqEmHDaKhnk+nPmPrv6ZFVZYoc3JTpvKqqhv4oEHHkikWakcWjpXJ3b/GtQZrxFlxfpUyqUrc9UYyy0X4zeFpk7KozInBI3oUjWBcvjRcCNGjIj6WnKb5HKf+6KLLqr6bq0eneDFOuHhVG/IZW6Rvw+Bvn3DI77ny7mrfHuXLi5zG5r9s2dP5847TxN0wkd8Twun+e+x2mrO3XVXeAQS0JIBopOOX2tDJ5dyT1ZJUBAoEBQM+U6kChIFysSJE6OAaQQ17elOTUN//etSv5HWnU+i2U8zvHVlrSAvNNFSm94f1QnTpMztttsuGh6tP/VvfT3f++c3zUtRoCigk6DXu/rqq8fPX+thuOEwYF3s6C6u1sPBm5buhDN3xJk3o214qMpuLWTuMt2BBzr3gx98//20oFiDKnWnVUsGiKi5yJc6UdNNLanJSU1PaoLyJS1yN4WYRi5VUvixHhSsalLLnYyogQhJnZRFJ2AF6sknnxyNjioWKMU2NY9pZNnpp58ehW9S/Qe68tdwaP996jkRMN9ERK11M3z48ETLrDQ13flm7oDjPg1t6tfI3CnXhVooNtnk+++tRamOOsq5jz4Kj4RBywaI5NY+0gc1SWouUUetOrv9fIPcTR3V6iSvpt28XlTjarfddmvz+nX3UG4tsEqpT0SBqxFh6uBXiOVO0tS/9XXt13G1eB260ldnv7/I0KYS+7ozqDeVQtEIttyJoKpqkMRaMU1Ld7qZO95oBUF/8s7ccUbDdOt9Z67vd/XVzi233PevJXMh6IYOLTzKC2Vp6QBRc4xmbusDqSaPajuMNYxWQ2M1rDa3M9RvGoarZo9GLVhVrfvvvz9aXMn/PLpbUJ2tajulm4mu7IcNGxZd6fufU3cA6ptpVJOipzlAe+yxR5v/U3vvvXfigxAaTne4mTvd+GStu4/MHbqrY1NzXupTydwpZ5L8+9e27rpaujI8EmVq6QARVaf1Jwu1q1c6wkn9KZq4pwl8KqwYhoYm/Gninz78aaA+nEsvvTQqBul/Rg2Lve6668JDW46u6HOrJeuKX1f+ugNoJmryyy3Bov93WkOm0nlATUd3kpmLr/jkrC1z51t2Zd16efVV5/r0afs699pLCR8eiRJaPkDkzjvvjGdOq6OyFI0m+vvf/x6t3xEWK9TzqLSISoxoaGxaacnXI444os38is033zwaQdVqdAWvK/nc36MmGTZz6OtOSeVYcvvUtASvVrZsObqDPfXUbEFDf0LWTPLMHW9TUxPieut9/5ozFxxPDRrkPtOdCsqSigCRI488Mg4AtauHNHN96NChUZNX7vh/bTqJ6usqZqg5Dx2JJgT6isfaVFdK/RSt8D7oil2d97l3jrqy1xV+q/joo4+i/7u5Qb7ppptGBTxbgu5cfQFEbZk728wtrm51wyObk/pAVE+rSxf3fOb17z1P8zR5toLUBIhKnfjmC0040wlQxQo1f6BQsUKNz9dw1yRqSLU6DRhYddVV4/dHZd01ma/SJsF60ZW6rtj969WVvC4QWnV0k/rVtA6N/3n0/1WlW5q2ZM+TT7rMLev3waE5Gpk72sytbXhka/j4Y/fA0Ue7zsGgi2YbWdlsUhMgouVkfef3Yost1iYwtKnTWJ2YOvnUc+5Iq1BYKDQUHv49U6hoNcZmoYmjukL3r0+jrLRGi67k00DNsauttlr882lwiEYbJrWMQbW+0J2palBl7lTj8Mjcwbo6lbapNZ1D1LSdG+QaiVmPYd+tKFUBIroKzQ0NBYqGrP7jH/9o/U7KOtHdm5qxcsvGq5mrXvWv8tFgiQMPPLDNnaSu2Ft1RFwxCvLzzjuvzfBxzTW65ZZbwkPrRq9paObi4rTMxcVUHxyZiwvXRBcXSVLF73Di6VlnnVWziaetKnUBIprtrOGq+sDxC7dTiRF1rPsPkdrp1fGuDvh60ZW3rsD9ionadIWuK/W0mzVrVjR5NVz/RSXt6ym3eXO7zHZ1JkS+/vOfU18BV5NZVXsttzUj6dI3rS6VAYJkaYivhvr6D5GGAGsocK3re+kCwJes0aYrcl2ZN2u/TK089dRTNVv/pZh//etf7QZY/O6gg9ynLTDAIkkqvnnooYe2K7757LPPhod2OAQIyqLJhpp0mFuqRHd5mpyYNK2wqCvt3BOXVmLUiowdmdaqr9X6L7l0h/nb3/42FUO8k/TMM8+0W/9lwIABBfvfdPf8t7/9zf3yl7+MLsA0WlAXQZqvpioWCqaQf+5Syj2u1hr/CtBSVHZEM/X9f2BtKpOicinV0hW1rqxzr/R05a0VGJGVb/0XLfyVxPovCqJLLrmkzSRTFQdNwyTTJGn9lxVXXDF+j/LV4tNgj3yVpXM39auEJZj8vlLKPa7WGv8K0JJUkNGvEKlNw6JV48oyuk0nLl1J64raP58+fCorg/zyrf+y6667RmupWHSEMjdJ8uu//PSnP41CN5fCw9c909IKGvWpCy/dkajyhZokdRGgCtlhCJQbDOUeV2uNfwVoWapFphLx/oOgTSXktbZHuWXjdeWcu2qjrqz14ap27Y+O4pFHHmm3/suxxx5b9vov9S60mXbqn/OrUx5++OFF5yXNnTs3muuTq9xgKPe4Wmv8K0DL08lKi1blloXRSU2LWxWiwpdaMTH3xKUr6jSXj6mVfOu/qP9C7eyFglx3ippImzssWneUKqUPO1086b1U4dVi4VFIucFQ7nG11vhXgNTIFwp9+/ZtEwqWsEF5FArHHXdc0VDIFzZqi09qsbGOzldbDvs2ylVuMJR7XK01/hUgdfI1S2mhKE3yVJkZ/3WdxHQy48SVrNyKxH5Ts9TNN9/cprmrkgKkKI9f2tpayLPcYCj3uFpr/CtAKuXrGPdbNR3uKE1LEOh9VpNgbsd47qY7RTWz6O8nnnhi+BQw8oU9rROYw99Tqa3RGv8KkGoqna/ORP8ffocddkhkyC8K8wEyaNCgeGiuHxWkSrN+yK+vKUaAJIcAAWpAiz2pCQW1lxsgnkZVqQkxtygjAZI8mrAAtLR8AZIPAZK8Rnaia8LtwIEDo4mlmseju02VoqnlhVvpVwqgpRAgjdPIYbw9evRwl112WVSjS5XHVZLm3nvvjQZVaFJoLZR+pQBaCgHSOJpI6MucqCxPsRDRREItm5ArXzDkU+5xMmPGDNe5c+fwy4ko7xUAaBkESGPlljLp3r27u/baa6PVURUuGnmopqbBgwfXrZSJvrdW7KyF8l4BgJZBgDSelsL1HeqFNq1xo7XXc5UbDOUcp0m7qlmn3/Mpp5wS7k5E8VcAoOUQIM1BI96GDx8ezbnp2rVrdFei5aJVzl19ErUq5x4GlRbYK9aUVo38rwBAyyJAIFo/R2vILLfcclGTWS0QIEDKECDI9eCDD0bNabVAgAApQ4Ag15w5c6Lms1ogQICUIUCQS6VrNBekFggQIGUIkI5J69aPGTMmKqOiDvyZM2dGExvVgT9u3Ljw8EQQIEDKECAd06RJk6Ky/erv0IJiKmXSp0+faF5KrRAgQMoQIKgXAgRIGQIE9UKAAClDgKBeCBAgZQgQ1AsBAqQMAYJ6IUCAlCFAUC8ECJAyBAjqhQABUua0TID0zQTD6BIBclomQHTcPwgQGBEgQMpMzQTIxEwwvFYiQKZmAiQ6jgCBEQECpE0mQFwmGFyJAHGZAImOI0BgRIAAaUOAoE4IECBtCBDUCQECpA0BgjohQIC0IUBQJwQIkDYECOqEAAHShgBBnRAgQNoQIKgTAgRIGwIEdUKAAGlDgKBOCBAgbQgQ1AkBAqQNAYI6IUCAtCFAUCcECJA2BAjqhAAB0oYAQZ0QIEDaECCoEwIESBsCBHVCgABpQ4CgTggQIG1OOMG5H//YubvvDve0ddJJzs07r3Njx4Z7gLIQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAgLSaO9e5Cy5wrlcv55ZeOjsya6mlnNtyS+fOPz+7H6gCAQKk0cSJzi2zTHaeR6FNofLww+EjgbIRIEDaTJrkXKdO2ZDYaCPnRo927t13nfv6a+dmzXLuppuc69Eju1/HPf54+AxAWQgQIE2++sq5FVfMhkO/fs598014RJa+rv06bqWVso8DKkSAAGkyYkQ2FNZaq3QoaP/PfpY9fuTIcC9QEgECpMnuu2cDYfjwcE9+w4Zlj99zz3APUBIBAqTJ8stnA+Hll8M9+U2fnj2+W7dwD1ASAQKkyfzzZwPhiy/CPfl9/nn2+AUWCPcAJREgQJoQIKgjAgRIE9+ENWNGuCc/mrBQBQIESBM60VFHBAiQJgzjRR0RIECaVDKRsH//7HE6vlTYAHkQIEDa5JYy6d7duTFjsiVMVMrkvfecu/lm5zbeOLtfx+l4wIAAAdJIRRJVLFEhUWjT/gkTwkcCZSNAgLTy5dxVvr1LF+fmnTf7Z8+ezp13nnNz5oSPACpCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8Hzuu+ySveQsTAAAAAElFTkSuQmCC)
PN: 4H58-1-L5
CAS: 147071-00-9
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H56-1-2W
CAS: 24334-20-1
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H56-1-2P
CAS: 3770-50-1
Molecule Weight: 189.214
Formula: C11H11NO2
PN: 4H58-1-J3
CAS: 17288-32-3
Molecule Weight: 190.202
Formula: C10H10N2O2
![Methyl 1H-pyrrolo[2,3-c]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H58-1-VT
CAS: 945840-73-3
Molecule Weight: 176.175
Formula: C9H8N2O2
![Ethyl 1H-pyrrolo[3,2-c]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTtAAAU7QEj0SAoAAACYXpUWHRtb2xTb3VyY2UAAHicjZXbbptAEIZfZcV1vUeOlnFkJapUKWmlJpV6V2FY20iGjQCf3r6zYCeAF4jExbLMN/8O/4x28XDO9ugoizJVeWgxTC0k81glab4NrT9v32e+9bBcxBAEgXkZWruqep8TcjqdcLyTWXRWOY5VZjXf5+cy7cScBFbFlnBKGfn78vxaM7M0L6sojyVQZTov681nFUdVfYoBCZJFxTHNSRNOsuLYZPvHqX4oPpeJ9VnLI3xbAYo26V6ijSqyqEJHTjE89BvaylwWUSUTtL7AtsA21L5cvDyp+JDJvIKlzpDG0f61Kg4xbGRqL+MDJIPFj6fQyhgAUaWyVVFEl2aJ0iS0IgZ/cS91mrfLu4SzQKE8tGYCiyBwLXRpXgKPckhBNNjG+QDOscs/cHgRrmPCRQ//dcXBXf8LuD2gTrFgHzjDgnLfhDtfUAcHBA1MtGsWZ5hzak9qe2aaY8ad28lB23GN2r6ZFtgJwKcb7QizdmCmbRxwEdzK5sIzOs5oj/7Z0C7mjudOarOBhuvgHFNvAB9ouPbZAfftAbzfcKYfN6LebziofXdJCgUj+qgOeQX2G3zk2LF97zMhaU3iWuVJa1nrrCGJDvktNyXXskjPmSoSWWgBSKBD2wDvAhzpyRoDRBcQSM/SGGB3ARvp6bkC3AQ4d4A7ruB2ARfpGbkCKxPgdQEP6bEYA/wu4CM9CWNA0AUCVHf/GKG/d6yjqG75UaZvN/jN+ATTc5yB5UxMMOKu/kmkZzuDRmH2BOPcGWlGSKv3ye3GguXdbUZaVx2BC375Hw+VZ6iDigQyAAAzF0lEQVR4Xu3dB5hU1f3GcY0SY1c0aiJqFMGC4t8CKjyxS9TYEsQklhAEe+zBgMaGIBawJsQGiKLEEsUeRETAWIIdJCpRwYYGEFHs6PnPeyZn2D075c5vZtkp38/z3Eedc2Z27rh737mnLuMAADBYJn4AAIAkCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgB5PPLII27KlCnxw3AESH2YMcO54493brPNnFt5ZedWWsm59u2dO+64dBmAJt577z13+OGHu2WWWcYfx6f+hubNmxdXq2sESK27+GLnllsu9X96meyHyi65JH4WULe+/PJLN3DgQLfKKqtkwiMca665prvqqqvcN998Ez+tLhEgtezKK9MhseyyzvXu7dwzzzj36afOffaZc//6l3N9+qTLVCf1RwHUu7vuusttvPHGmcBo166du//++92tt97qNthgg8zjW2yxhRs3blz89LpDgNSqt9927vvfT4fDiBFx6RIqUx3VfeeduBSoCy+99JLbbbfdMgGx+uqru0svvdR99dVXmTqfpb54nXfeeW7FFVfM1DvggAPc66+/3uCV6gsBUqvOOisdDIccEpc01b17uu7ZZ8clQE2bO3euO/bYY91yyy3nA+F73/te6ma9t/vwww/jqhmzZ892v/71rzMh8v3Ul6++ffu6hQsXxlVrHgFSqzp1SodCktvsf/wjXXfHHeMSoCZ9/fXX7oorrvB9GiEIfvrTn7rnnnsurprT5MmT3XbbbZd5/jrrrONuvPFG9+2338ZVaxYBUqtSfxg+FObPj0uaSn0L83XXWisuAWrOP1JfmDbffPPMhX/DDTd0Y8aMiaslorBQaCg8wuspVOpl2C8BUquWXz4dCklGi6S+jfm6eg5Qo1577TX385//PHOhX2mlldz555/vPv/887hq0dR89Yc//ME3Z4XXVzOXmrtqGQFSq7gDAbyPP/7YnXHGGY0u7ocddph7WwNNykwd6vvvv3/m56jDXR3v6oCvRQRIrQp9II88Epc0pX4S1e3cOS5BhdAw0unTp8cPIw81L91www3uhz/8YeaCvv3227snnngirlp2GuKrob7h52oI8G233RZXq3oESK3q3z8dCj16xCVNaaSW6mrkFirOgAEDMheiTqkvBhdddJGbOXNmXA0NTJo0yW277baZz23dddd1I0aMWKod3JpsqEmHDTvqd9ttH/fSS7Uz7JcAqVVqe23VKh0MN98cly4xalS6juaBNMMtPUqjJpFsM6J1dOzY0bfhc2eyxKxZs9yhhx6a+YzUbHXmmWe26BBbLX+iZVCWX355t8Ya27pNNz3OXXDB427+/NL7XloaAVLLhgxJh4Nmmx99dHr2udpi1Wk4dapzxxyzZCb65ZfHz0YL0yQ2NbnoQtihQwc/xPSCCy7wwRGHSfv27d2f/vSnooah1hL1MZx77rmNJvkdeOCBFXWnNn36v12PHue4rbe+KPX/9Tq3yy4jU9/fXnRff7307orKjQCpdQMHOve976VDItuhskGD4mehAqjjVxdCXRSnTZvWqOw///mPGzx4sOvcuXOTMNFSHBoR9M9//rPRc2rV6NGjXZs2bTLnv+WWW7rx48fH1SrGhAlvpsJtjA8RHQcfPMZNmjQrrlYVCJB6oCYOrbzbrl16Jd7UBcn/+7HHpstQcR5++OHUzeGy/oI4bNiwuLgRDRW9PHUHqYlw4Tnh0IX1pJNOco8//vhSbf9fGv6VuqPu0qVL5lxbt27trrnmmqpY6PCrrxa74cOfT/0/G5EJkuOPf8C98cZHcdWKRoAAFeaDDz7wnb66KB588MFxcV7vv/++D5zdd989szxHOPSaxxxzjP92Xg0X2VzmzJnjfve73/llR3Re6ls48cQT3fwkQ9YrzNy5Wl9rotthh3SIdO58g7vkkifcwoVfxlUrEgECVJDvvvvOdevWLXP3UMpFUes8aZb0z372s0ZzIMK3dV2EH3jgAb98eTVQn5Ca7VZdddXMeey55541MYhg+vQPXa9eYzN3I3vsMcrdfvt0t3hxZd81EiDITR2Q663n3BFHxCVoJpdddpm/MOruQUNRy0WT6UaNGuUOOugg94Mf/KBRmOiCrI2TtJR5OWZlN4d77rnHtW3bNvOe9e96rJx07i+++GLqwn27bwrTCDcdCtrw71dffbUvf+GFF5plcuCDD77u9t13dCZIDj30TvfMM+/G1SoGAYLctFthGKWVZEIiSjJ16tTMnYJGFDWXRYsW+bWfNNx15ZVXbhQmWt7jkEMO8RMXP9XeMS1Mgwd0l9Ew7HQX0nCZdSs1hd1yyy0+IDbddNNGn0PSY5NNNnFHHnmkGzlyZNlmtn/++Tdu2LCpbuedb8wEyRlnjHPvvNNyQ5FzIUCQX+oik/pLcW7LLZOtqwWTTz75JHMR69q1q1u8eHFcpVnoW/fdd9/tL4KrrbZao4uj7lS038VNN93kPvpo6XbuqunuhBNO8P0bei/q79CFXhf9Umg+yHXXXZe6OO/cJAzCsdlmm/m9QXTu+pnh0H/rcZXHgxXC8X//939+QEO+5eCTeu+9T9yZZ47PhIgC5Zprnknd+XwdV23U9LVoUfZwDXXKiQBBfrNmpUdtpf44UvfvcSnKRBdwXYA0a7mlFuDTt/qHHnrIHXXUUW6ttdZqdGFs1aqV23vvvf3SIOW4OOaizn01E6mPJvxsjbTS3Vkp3njjDb/PR8N5IjrUz9SzZ09/J/Lyyy8nvrPRcvDqe9HyJHrdhrsYhs9LAyBKfd/y3HPvu9/85q5MAOyzzy2p/weLGtUJZTquvTb7zyRAUF4a1qm5Aosa/zI2oeYUBUjqj9rNmxeXokS6eIULj/ohKoEu5I8++qjfbGm99dZrdHFU/4y+if/5z392775bvvZ5jQ7THI6GF3fN8SjFm2++6Xr16uUv6OF1NRpNc2y0C2E5adKimh5/8pOfNPq89tlnn5Ln5Hz77Xfu73+f4fbaa5Tr1Ol699ZbCxqVNwwQDQ1esOCLRuUN65QTAVLPRo5MB0OhoaLqLNxgg3TdE06IS1ECXXTCqCINsa1EGhmmDv1TTjml0b7g4VCT25AhQ1IXtbfipyaiz0CzxsPr6S5BF+JSOql1h6C+koZ3HNtss03qIvz3pTKEWeGr0W8NP6ff/va3Jd+9qX/kv/9t+rmEcDj11If9P4cOfTKuQoCgzJ56Knkn+a23putpz5BoVjRsdJHT4oi6uOibd6WOgIo9lfq90fpS6kCOw2SHHXZwgwYNSrSEiPoj9DoNhxj/6le/8utZleLZZ591W2+9deY1t9pqq7KP2ErqmWeecfvuu2/mvaiJ8vrrr4+rlSyEw2uvzfNzStRfkquZq5wIkHoXOsk7dMjfSZ76Fuq6dEnX3XPPuBQG2kdbFxV1Vqv9vRppOOs555zTaIe/cOgirqGv8TIsmhE/fPjwzGRJHVo5txzDltVBvsIKK/jX1N2H7kKWxh1HIffdd1+jpq0ePXqUdYHHhuHQr1+64/3CCxt/ngQIyq+YTnJ1CIZ1tVroG12t0H4RYSa1+hLKQbPQH0ndSer1ss1h0OMqV73mMGPGDL/0vJqK4jBp166dO/vss/38irBApA7t1aGO+VKXWdFkSJ1reF2NslLHeSVRk9xpp52WGcGlUXead1IODcNh1qwFvp9Es9pnz/44a51yIUDgUl8hk3eS9+qVrtu2rf5q41IkoHbw0DGttn8rLROumea/+c1vGn2bT3Kovp6n5+t1yk0X74svvtjtuOOOTX62DjVbqSNbExxLpQuzRoiF19ayJmoerFS6GwmjzNT/9dhjj8VVihaHw/nnT/T/3b//oznrlAMBgnQneZs26WBI/fHlpXH4qV96X3fw4LgUBahDWqNydPFYf/31TRdvLT/yi1/8osnyJDrWWGMNv0JvtjkMelzl8XP0Ono9vW5z0LDkK664wq2zzjr+52m+ifYnLwcFkDrx9bqaM6I5K9VAn0nop1GT25133hlXKUocDu+//6nbaacbfH+I+kWy1SkHAgRpxXSSp75Z+roKkmZqDqlVQ4cO9RcNDYWdOHFiXJyXhvhqolrDi79GRWmorZbXSDrJTvVUX8+LR1Xp9ZtrKLGa0fQzfvnLX8ZFJl988UVmNV71I40dOzauUtEWLFjgV1AOvw+lhEi2cNCijHrs5JMfzlmnVAQI0orpJNdkKzVhqW7q2y2S0eigcNegzZ+SeuWVV9yuu+6aucjrm7aanzRUVHc0pdDz9Tp6vTDrW4d+nn5uOZUzQNRnoiVXQnhU8v4f+Wjk3c9//nN/HroTmTBhQlwlkWzhoJV+u3QZ7h9/4YU5WeuUigDBEsV0kuvbnuqpvnY6RF5aV0odybpQ6FtzkpFBukgOHDgwMwlO31L79OnTbJ3Del29flgGXj9XP7/UDu6gnAGiDbP0WhqIoLupaqYQCXciat6zdKznCoerrnraP96nz70565SCAEFjuqNQMCTpJN9rr3Rd3bmU+E241mm5DF0g1AeRZJ7Df//738yy7jrUGf3888/H1ZqFfk7Dzm+9D72fUpUrQO6///7MSKZLL700Lq5Kas4KfSIanVXsEN9c4fDxx1/4rXNDebY6pSBA0FjDTnL1deSjfRjUZ6K6JS45Ucu0sm24GN9xxx1xcRO6EwgLK+puoJx3AUmFu59wN6L3U+qdTzkCRP03Gvqr19FqwrVEXyzC6CzNEylGvnC47rpnCRAsRQ07yQt1zGrIZKruM23auK8LralVh3TRDavcqnmoEK3PFIb4rr322n4r2pakn6/3ofej91XK+lHlCJD99tvPv8ZGG23kv7XXGg3xDXdXxcxYzxcOWp1Xq/Tmq2NFgKApNV0l7CRfPH++G6nd7VJ1r9J8EmRoLoKGzupisMUWWxRc20lhE8JDF8hXX301rtIi9D70fkKIWO9ESg2Qe++91z9f/R6TJ0+Oi2uGJhvqPLXsSalrZzU3AgTZqRNdAZKgk/yOa67xv/BaOiJJ+369+OMf/+g/F40SKtQxqj6GsOOeLtbl2pyoXPR+QojofVr6REoJEM00D5+P5rXUMn3RCMueaAHGSkaAIDcN51WIFOgk14iiDh06+F/4Yttua5WGlYalSrS/RT7qbwgd5mouqpQ7j5jeV2jO0vsttl+mlADRar96rpoDk853qWZqytL5qjnrySebrqxbKQgQ5KYJhaGTXBMN89AaS/qF11GORfGqmb6d/+hHP/KfhWaAF6LOatVVh3VL93kUovcXOtb1vothDRBt8vTjH//YP1cr/daL0N+jlQsqFQGC/E480b2S+iUe06aN+6pAG37Y00GzmYv9dlorNDEv/OHrojd37ty4SiOarBcmFxZ7QW4pIfD0vouZbGgNEK3cG+4+yrF2VrXQUvDhS9m/CjQjtxQCBHl9NW+eO6d1a9c19Ut8XoFOcu0BEZbSLmYESS3Rmk86fzVfJZlVHGaYa95FtYSu3meYJ6L3n5Q1QMIuhVr+vt6Epk2tVVaMr7/+1q/K29wIEBR0QxGd5NogSHW1cF49fVsUTcALAXrWWWfFxU1ozSnVVZPQ0pokWC56v6EpK+naWZYA0Tfv8Bm98847cXHN05cQnb+WmSlmRNY55zzmh+w+8cTsuKisCBAU1LCTvNDkrU8++SQzFPX000+Pi2vWokWL3GabbebPe6eddiq4VImaurSJkuonmR9SifS+9f51HknW5LIESBjSuscee8RFdUGf68Ybb+w/g8svvzwuziksXXLnncmbGC0IECQSOsk1KqRQJ/mIESN8XbWRV+qIonLr1auXP+fVV1/dvfnmm3FxEw8++GDmm6V1XkVL0/sOCzDqfAopNkDUVBY6z7XpVL3S/vD6DNS3mBQBgooTOsn1jTNfe73Kwq5zWmm01o0ZM8afq46//e1vcXFWatNW/cMOOywuqip6/zqPJG30xQbIc889lwnZjz76KC6uG6+//nrm9yvp/CACBBWnmE7yJ554IrMkw8MPp/cjqEW629Bdh87zqKOOiouz0iZSYeSVllKvZnr/Og+dT6HNsYoNEDXZqH6nTp3ioroTmrFGjhwZF2VFgKAiFdNJrj0mVHfzzTev6C1GrdTPof4OnaP6P9QPkoS2kdVztJlTvju5aqD3Hzal0nnlU2yAHHTQQb6+lm6vd6G/6cgjj4yLsiJAUJHUSR7239ae1vnodnullVbydTW8tdb079/fn5vuyl544YW4OKcQrNoRsBboPHQ+Oq98ig2QsAWu1sCqd7fddpv/LHQnkgQBgooVJnap2aLQ3tYXXHCBr6t9MApNqqsmGl4Zliq58sor4+K8QgAnWdq9Gug8dD46r3yKCRCttKu6OpIMSqh1mrCpz0K/c4UW5RQCBBWrmE5y7ba24YYb+rrHHXdcXFyVFIRhdJDOP8kQ1uDdd9/NXBjfr5H95HUe4Zx0frkUEyBhFrbu7hYvXhwX1x0t5xJGvCW52yVAUNGK6STXyCTV02SwUvaTqBT777+/Px+td1XsqrSh01l3ZLVE56PzyjcooJgAGT16tK+rZfCR1r59e/+ZaNRfIQQIKl5oy9cfeaFO8rDn82677RYXVZWrrrrKn4eaEvJdLHMZNmyYf76WAqklYWkTnV8uxQRIGIG1l7ZNhrf77rv7z0S/g4UQIKh4DTvJC/UDaEx/6DNIuvRFpVHTQRjG3K9fv7g4kQsvvNA/XyOMakkYMaXzy6WYABkwYICve/DBB8dFdSt8xkkW3SRAUBXCRUG7pzXsJP/LX/7iO9m1f7U2x9Gx6qqr+rpqyw2PVdMRmuw0L6HQHVcuYRj0EUccERdVNZ2Pzkvnl0sxARI+p6TDVutBks84IEBQFbJ1kuviGvbDqMWjlB3xfv/73/vXOOaYY+Kiqqbz0Xnp/HIpJkBq9XMqRZLPOCBAUDXiTvKwpLm2cr399tvdxIkTM4eGfI4dO7bRY9VyHH/88f68dCeSZO2nbLgDSRYg3IE0leQzDggQVJXQSd61a1ffnKV/1wWj1nTv3t2fm5rmLMNww2ZMtdoHkq99vpgAoQ+kqSSfcUCAoKo07CTXoWYtNW/VGi3qF5rsNEKo2KVI/vrXv/rn1uooLJ1fLsUECKOwmmIUFmpaWGFWR9JVaavRlClTMpspXXzxxXFxXmGDIC3AWEvCgpL5dmEsJkCYB9JUu3btEv9tESCoOl26dPG/4FrDqNaFJVpatWrlZ00n9d5772VCNt+s7WrScHa9zi+XYgIk7ESokXzMRHfuyy+/zHxpefHFF+PiJggQVJWwPauasdScVevUdLXLLrv4c27btq1buHBhXCWnsAyKFsirBWGhP51XPsUEiFZ6DqH0n//8Jy6uO9OmTcv8fSVpGiZAUDW++OKLzH4FvXv3jotrlvbobt26tT/vYjaG0sgiPSfp/iGVTueh8yk0YqqYAJGwNfI999wTF9Wdm2++2X8Wm2yySVyUVc+eo93WWw92t9/+fFxUVgQISjZo0CD/y73aaqu5Dz/8MC6uabq4hW/KN910U1ycVbgYqKnPOiGxUuj9h2XXdV75FBsgqqf6p556alxUd3r27Ok/i6RzkA488DS37rp7u5Ej74uLyooAQUnU5r3KKqv4X+7LLrssLq4LYX6IPgdtP1qImrtWXnnlmvh2HQJU51OoGa/YALn66qt9/WL2Aq9Vbdq08Z+FBhckscsuu7pll13ODRuWe1RcORAgKElojtEIES05XY/UhLfVVlv5z0HL3Cf5HH7729/6+j/72c/ioqqi96/z0PkUUmyAvPzyy76+2v0/+OCDuLhuaHKuPgdNYJ0zZ05cnFWYl5VvcctyIEBg9vTTT2fWh7rvvua9Va5006dPdyuuuKL/LE4//fS4uImnnnrK19Whz7Ea6X2Hc9D5FFJsgGifldC3lmTuQ63Szp/6DHbeeee4KCcCBBVNf9xh8li3bt3i4roUJgkqVAvtkSL77LOPr1+tk+X0vvX+dR5JFBsgcvbZZ/vnaAHLevTNN99kdrC87rrr4uKcCBBUtNARrHkQ2m4TaWEypf7oCzU3aP5ImL1fbUN6w9Bdvf+k82AsATJjxgz/HB26y6s3YXi8tk0o1MfUEAGCirXo00/d+uuv739BTz755Li4rmmpkw022MB/Nvvv/6uC290ee+yxvq5GMhW7u2FL0fsMI6/0/pOyBIiECaoaiVRP9LujAQQ692KHxxMgqFgPnHWW2yn1y7n22mv7CyYamzx5sltjjS1SIfsLN3z45Li4EU2YCxML99hjj4qfda33p/ep96v3rfeflDVA1L+m5+lud9asWXFxzQoj3HTeb7zxRlycFwGCyvTmm+6lH/zAXZv65Zzwl7/EpfifK64Y6zp2vMzttNMN7pVX8t9ZTJo0yV8k9Adf6XMe9P7CRU3vuxjWANE38a233to/9+ijj46La5Lm14SRfZYJpwQIKlP37qnfmmXc16k/6O8q/NtyS/r22+9c797p5SQOPniM++yz/BMGwx4qOip1GfwQADr0fotlDRC58847/XPV56J1smrd4MGD/flqZN+bqS9txSJAUHkmTvTh4Y88q64ibc6cT93uu9/kQ+Sccx6Li5s47bTTMhfoc889Ny5uUXo/4b3pfVqUEiCy5557+udrRFaxy+hXE639FYaEK0gsCBBUFt1tbLNNOjx+8Yu4FDlMmPCmDxAdDz5YeJZ66FTXoR3otAprS9LPDzvh6Sim0zxWaoD8+9//9qvz6jWKXUa/WmgSquZ76Bw7duxoXuqGAEFl0UZBCo8VVnCuyA69ejdo0GQfID/96Qj39tuFh2Ked955mQu2LiJaibUl6Ofq54f3ovdVilIDRBouo//Pf/4zLq56YS94bQf97LPPxsWJESCoHAsWOLf22ukA6dcvLkUBX375jevR4w4fIkceeXfqW2Xh5pdbbrkls16WLia6cCZZxrsc9HP08/Rz9fP1PvR+SlWOAFHTVdiZTztDVsvQ5yS0GGcI62ImDWZDgKByaGSQwuNHP3Lu00/jUiQwc+Z8t/PON/oQufLKwst+iBZmVHt/uKjogjl8+PBEa21Z6HX1+mHLXh36+UkWiEyiHAEi2os+zEPZYYcdUr+S1f87ee+997rll1/en1PSFXfzIUBQGf79b+datUoHSMLlypHd7bdP9wHSqdP17skn34mLs9JSFldeeaVbc801Mxf1H6WCXHcIltE52eh19Hp63fAz9PP0c/Xzy6VcASJae0uzs/V6e++9d7OF6tIwfvz4zN2elgUqR78XAYLKoHWOFB6dO2tAflyKIp1++jgfIt263eLmz0/eJDVv3jz3hz/8we+5Ei7yOjqn/r/86U9/cuPGjXOffPJJ/LSsVE/19Tw9v+Hr6fX1c/Tzyq2cASIPPvhg5lu7QqQa70Ruv/32THh07drVffbZZ3EVEwIELe+BB9LhseyyLvWVOS6Fwccff+H23Xe0D5GTTnqo6EzWekhDhw5122yzTaMLfzi0BpcuRN27d/dNIeHQf+vxsDBffOj19LrFrLdUDO3euNtuu/mftdlmmxVc4iWpW2+9NRMias6qpg3NLr300sxaaFqupZhZ/flotYBNN93Uv25zj1YjQJCdhg+2b58OkCOOiEtRgueee983YylEbrnlpbg4MQ1rveiii/xquKuuumqTUMh3qL6ep+frdZqDmsa0yVhYy6rhoTufJEvAJ6E7kTDgQP03T1b4l50FCxa4Qw89NPNZHHLIIX5PmXJ49NFHMzPYdZxyyilxlbIiQJBd6tto6jfQpf4ynXv33bgUJfrrX6f6ANFSJzNmzI2Li6bRSa+99pq/mGrvDDUXafKf7j70T/23Hle56jXXRDy99sCBA912223XJDR+8pOf+CMs26Jl77Uh2btl+P1SGIWOdd2R6Jt3c51jKbRO2kYbbZT5TPr27VuW96nJhwcffHDmdVdYYQV30EEHNfvIPQIETakZYPXV0wFy4YVxKcpAS50cdVR6qZPjjrs/Lq4q2jFPc0Q6dOjQJDS23HJLH2Avvvhipr7ueMJOhjq0FfCFqd+zUjuPNTorDPHVoRFklbLsiZb2V5iHDdh++MMfuvvvL/3/u/qz+vXr5wMjnLfuaN566624arMgQNCUFqxTeKS+Lboy3Vqjqfff/9TPC7nuOvuEsZaiC3P//v0zbe0Nj2233dYHwquvvho/rZEHHnjAtW/fPvM83Z1ozatSqP1fI8rCjHX1MfTp06fFVvFVv8agQYMaDX7Yb7/9Cu4VU4j6kEaOHOnWW2+9zOuqH+vxxx+PqzYrAgSNvfCCS/3VpQOkxD9m1JYpU6b47XobNsGEQ8tvXHLJJUUPLdZSHeonWT11xxteS53tDe9YLBReYe0sHWo2077tS2tTKjXLxaPm2rZt6+d7lEoz8BvOD9K2Cpp42BJbARAgaGyXXdLhseuucQnqjJrZpk59zw0c+LDr2LFH6tci3fyiQ9/sd0n9rqhfRSOsSqXRU7pTCKOSlltuOXfMMce4uXNL6x/SHU1YCj4c6sDX+/7ggw/i6iVR5/iNN97om9HCeejQ/JohQ4aUPFdFn/Phhx/eKBS1sKV+bkshQLDEffelwyP1x+vvRFB3vvnmW/fUU++4AQMmub32GpVZCHKDDX7lVl75x/5b/bXXXlv2i2/w/PPPZ+Yw6FhjjTXc5Zdfbl5UMNCmVNlGg2nHP41U0uZNxc641yZPuqPQnYbuCBR6DV97iy228IFSanBohNaAAQMyI8107LvvvgWbCJcGAgRLaIMoBcgJJ8QlqGFffbXYTZo0y5133kS3224jM6GhQ8uvnHzyw+6uu55yH31UnnkKSfztb39r1FSmuSMPPfRQXK1o6sA/++yzfX9LHCY69K1eHf9qRtP+9g3n0ui/9bjKQx9LfGiXRt0VlKvzXhMNm+NzKBcCBEtocpe+1ZRx+QpUpi+++MaNH/+GO+usCX6V4Iah0aXL8NS36nF++flCG2E1p7CoY1iyRIc6oDVUuBxefvlld/XVV/uZ8bkmWBY61P+g4bK6S3ruuefKNkFSd2JqIgw/p1x3YuVGgABLQbg455OrTnh8jz1GuUWLsjeH5HpuQwoDhULfvo/4kGgYGgoRhYlCReFSSbK1/aszv1wztwO93tSpU91tt93mZ+Vr7oyGJ+vuQ//Uf6svQ7PfdYfRHH0PWl1YfUGhOUz/1Da+pfYFNRcCBFgKklzgc9VpeKG/9tqpcbGX67kKg3vvfdU3Q4XVgMOh5io1W6n5Ss1YlU6jj7RcSQgSzaW4/vrryzIRr6XpzkLh1HA02q677lryaLTmRoAAS0GuC3xDueo0vOjrTmHBgqZzc3I9d/DgKY2er45xdZCro1wd5tVGTUQjRoxoNP9BHeFLe/5DOWWbD3PHHXfE1SoSAVIPZsxw7vjjndtss/TSJCutlF7n6rjj0mVodrku8A3lqhMeP/XUh/0/hw5tutZTrufq7uOww/7uLr54ih+Sq6G5tUAzsP/4xz826szu0aPHUpuBXQ7q0Nd6ZOH9a5SVJmCWa12spYEAqXVajVPDclO/oFkPlV1ySfwslFmuC3xDueqEx197bZ7bYYf0yKgPP1yUtU690RpQ6sQOF2EtjX7OOee4RYsafz6VRH0np556aqM1wbTvfDnWBFvaCJBaduWV6ZDQcuy9ezv3zDPpHQW154CGGfbpky5Tnauuip+NMkpygc9Vp+Hj/fqN9/9+4YWTctapR1qFtuFaXOuvv35ZtuEtJ80U1xwajdwK71OTGit99eB8CJBa9fbbLnV/nw6HESPi0iVUpjqqW4YZxcguXOCTHLGGj8+atcAvBd+58w1u9uwlo5ByPbeeaPfEP//5z65169aZC7SWWHlGX5xa2MSJE13Hjh0z70uz07UHermG/bYUAqRWnXVWOhgOOSQuaap793Tds8+OS1AmcUjkO2Lx4+efP9H/d//+j+asU8/mz5/vfv/732c2mlITUc+ePf1qvUub1gbTZl4hOLRqrhahrMbdE7MhQGpVp07pUBg3Li5p6h//SNfdcce4BGWS5AKfq078uFbx1T4i6g9Rv0i2OnDulVdecXvttVfm4q1NtLSBVqlLiyShgNCM94bLrGsmu5Y/qSUESAEnnXSSH92hSUTlPMamjndThyvXcdddjd/4mmumQyH1bawgTVJS3bXWiktQJkku8LnqZHv8kkue8I9pfkeuOkjTelUNl53fZJNN3N133x1XKws1SY0aNcovaRJ+nhZznDBhQly1JiwTP4AlHnvsscwvQbmP36WOp1OHK9fRqpWWT13y5lO37/7xJMuSaHkE1dVz0CySXOBz1cn2+Ny5n2Vmk7/wwpysdbCE7jq0S2HD5dX32GMPN23atLiq2dNPP526id8x8/prpb6QDRs2rEWWWV9alokfQJpmt26//fb+F6FNmzaNFlUrx3Fj6ngjdbhyHddf3/gEuAOpKEku8Lnq5Hr8qque9o/36ZPe2TBbHTSmVYR79eqVWW5d/STHH3+8mzcv3RRo8d577/m9RsJugxqee/LJJ7uPPvoorlpzlokfQJpmu+qXQROVKmHZ5KKFPpBHHolLmlI/iep27hyXoEySXOBz1cn1+Mcff+F22WVkpjxbHWSnNa+6du2auVtYM/WFS3uEaCRXUtqCV/u/a0ve8DrdunVzM+poci4BkoVmuYalErRoW1Xq3z8dCj16xCVNaaSW6mrkFppFkgt8rjq5Hhdth0uA2GlhxA022CATANrDY1yCgSd33XWX23jjjTPPa9euXVn2OK82BEgWZ555pv+lWGeddcq+4udSM3t2ul9EwXDzzXHpEqNGpetoHojmjqBZJLnA56qT63HR6rxapTdfHeT32Wef+dV2V1xxxUwgHHDAAVk3mHrppZf8niChnhY/vPTSS5fKyK5KRIBEZs6cmRl6p5U+q9qQIelw0Gzzo49Ozz7XLPTPP9c9vHPHHLNkJvrll8fPBurK7NSXrl//+teZcFDzdd++fd3ChQv9curHHntsZpl19aH07t3bb8VbzwiQyIEHHuh/QbTCZy0sE+0GDnSp3/Z0SGQ7VDZoUPwsoG5NnjzZbbfddpkg0fyRhtvJastdbR4FAqSR8ePHZ35JJk1qvNZQVZs+Pb3ybrt26ZV4U7fq/t9T36h8GYBG9OVR+5lrz5FwTdhwww3dmDFj4qp1jQD5H42+CIuxaeIgAKj5at999/XXBG2xi8YIkP+55pprfHioI23WrFlxMQAgQoC49OJrYQVP7SUAACiMAEk58cQTfXhoxnklb0QDAJWk7gNk+vTpmWWfR48eHRcDAHKo+wAJyz136dKl6jd3AYClqa4DZOzYsT48NCnoX5pkBwBIrG4DREsPtG3b1geIVscFABSnbgNEewOEWaYtsdUlAFS7ugyQOXPm+OBQgAwePDguBgAkUJcBog1lFB5qwtKa/gCA4tVdgGgjmbAb2T333BMXAwASqqsA0TBdDddVeOy5555xMQCgCHUVINp9TOGhiYPTpk2LiwEARaibANGuY2HryhNOOCEuBgAUqW4C5Nxzz/XhoUUT582bFxcDAIpUFwGi5dnDfsdXX311XAwAMKiLADn00EN9eGy55ZZ+4ygAQOlqPkC0v/Gyyy7rA2TcuHFxMQDAqKYDRPsab7vttj48DjjggLgYAFCCmg6QG264wYfH97//fTdz5sy4GABQgpoNkIULF7p11lnHB0jfvn3jYgBAiWo2QM444wwfHuuuu64PEwBAedVkgLz22mu+2UoBMnz48LgYAFAGNRkg+++/vw+P7bff3nekAwDKr+YC5MUXX/ThoaG7U6ZMiYsBAGVScwHyxhtvuM0339ydfPLJcREAoIxqLkAAAEsHAQIAMCFAAAAmZQ0QdV7ryCdJnXzUx3Haaae5jh07ujXWWMOtsMIKbqONNvI7DWrJ9unTp8dPAQA0A/uVPIsk4ZCkTi5Dhw71uwmG18h1AACaX1mvtkku4EnqZHPFFVf452l4bs+ePd2kSZPcggUL3Jdffun3+3jyySfdgAEDXIcOHeKnAgCaQfFX8jyShEOSOrHZs2e7Vq1a+eeNHj06LgYAtIDiruQFJAmHJHVi/fr18885/PDD4yIAQAsp7kpeQJJwSFIn1qlTJ/+cCRMmxEUAgBZS3JW8gBAOSY5itG7d2j9n/vz5cREAoIUUdyUvIA6JfEcxwsgr9jMHgMpR3JW8gCThkKROjDsQAKg8xV3JC0gSDknqxOgDAYDKU9yVvIAk4RDXGTt2rOvevbtr06aNW2WVVdw222zjrrnmGrd48eJMnTAK64gjjsg8BgBoWfmv9kWKwyGbuM5+++3nRo0a5XcR/Pzzz920adPcXnvt5U455ZRMnTAPRJMIx4wZk3kcANBy8l/tixSHQzZJ6rzzzjtutdVWa/TYkCFD/PMUIr169XKTJ0/2e51/9dVXPmA0E/3CCy90W221VaPnAQCaR/4reZGShEOSOnPmzPEd57GLL77YLbfccpnXyHUAAJpfWa+2SS7g+eqo30NNWdrT/IwzzoiLvZkzZ7pTTz3Vbb311v4uRavxbrjhhq5r167uvPPOc6+88kr8FABAM8h+JW8BDe8gFA5qngIAVK6KCRD5+uuvfSf63nvv7Y488si4GABQQSoqQIL333/frbrqqvHDAIAKUpEB8tZbb7m11lorfhgAUEFaPEA052P8+PFu7ty57tNPP/XDcbU9rSYPAgAqV4sHiJYn6datm9/fXEN3O3fu7G688Ub33XffxVUBABWkxQMEAFCdCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAk/8HHLZ2X2ymUysAAAAASUVORK5CYII=)
PN: 4H23-1-8S
CAS: 800401-64-3
Molecule Weight: 190.202
Formula: C10H10N2O2
PN: 4H23-1-26
CAS: 16382-15-3
Molecule Weight: 203.241
Formula: C12H13NO2
TSCA: Not listed on TSCA inventory