![6-Nitroimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
| Product Number | 4H54-5-3L |
| Purity | 95 % |
| CAS | 957120-37-5 |
| MDL Number | MFCD09800971 |
| Molecular Formula | C7H6ClN3O2 |
| Molecular Weight | 199.59 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H54-5-3L
CAS: 957120-37-5
Molecule Weight: 199.59
Formula: C7H6ClN3O2
![6-Nitroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsqAAAbKgFWk3h5AAACGXpUWHRtb2xTb3VyY2UAAHichZRZj5swEID/ysjPjS/uKGQVZVWp0h5Sdyv1rXLASZAAr4Bc/75jCNnQpKw4PJ6Zb4xnBs8ejkUOe13VmSljIignoMvEpFm5icmv9++TkDzMZwk6oWNZx2TbNB9Txg6HA022ulBHU9LEFKSzT491NvA5ONRUGyY5F+z389Nby0yysm5UmWik6mxat8onk6im/Yr/LMEKVe2zknXurKj2XbQ/ktub02Odks+9LNG2QBTWWa5hbapCNbCXnOLNv8FGl7pSjU5hdUK1Q13c+3z2/GiSXaHLBkUbIUtU/tZUuwQVhcl1ssNgKPx4jEkhEFCNKRZVpU5gJatWApQE5YByQXmgfFABqBBUBEpwfNAuJOY513ah99OHjskrvMArLM/XS/8m3Yfny62qNug2ESCA316YSBmTgHqRcOA8hDSSHgefSi/w+8FFpROBgy5cgqRCej4IKiV3+9nZ1nkSOGFgD2UZosoJcXCoLz4HSXmAg6AOv555kR/hLHRbjodh0ANdFEwdu+RuPluZMr0SIUtjshKkTepPva7lOa8ETJXqClvVBrCu14AcArYKF0DeA5wbwB1fwR0CtsIXYHEP8IaA7YdxwB8CtnvGgWAI2F4bB8IhYDtzHIiGQNvH44S1D0rX9v0XjLjZyJfIPwXvf61Rxrkp4X2EXfUk6/99FG/OBXZ1aDA8Kud/Ad8Mknmad3G8AAA62UlEQVR4Xu3dCbxV4/7Hcdf9X9c8XHPGzOFmFkmJDCFzpltmMrsumRIh3IzpCpUUFZLKFA2mBpQpJBUypSSFMiTpPv/zXd21zlrPPue097PX2nuvvT/v12u96OxnT+ucvb57Pet5fs9yBgAAB8vZPwAAIBsECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECIJ0WLzamf39jjj/emC22MGaVVZZu+v/WrY155BFjfv/dvhdiRIAASJ8xY4zZdtuqI9hydW/bbLO0bdh99xmz+ebL3l59NXo/ZFjO/gEAlLQhQ4z561+XBsTyyxtzzjnGvPGGMfPnG7NggTFvvmnM+ecvvU1t1Hbo0Or7jx1rTKdOy94++aT6PqgRAQIgPaZMMWbllauD4YUX7BbVRo0yZsUVl7ZV19bUqXYL5IkAAZAezZpVd0/de699a6b7769uv99+9q3IEwECIB3eeit6bWPJErtFJrUJXyvRYyA2BAiAdLjyyuog6NzZvrV2auvf76qr7FuRBwIEQDrss091EOQyQkpt/fvtu699K/JAgABIh3r1qoPg22/tW2s3e3b1/TbayL4VeSBAAKSDP6JK22+/2bfWTm39+620kn0r8kCAAEgHAqTkECAA0mHDDenCKjEECIB0iOMiepMm9q3IAwECIB1ch/HefHP1/RjGGysCBEA6TJhQHQSaHJjNRML//teY7barvh8TCWNFgABID3VB+WGgMiXL0qNHdXuVQUGsCBAA6TF58tKRVAoEjcoaOdJuUe3ll6vbqgCjCjEiVgQIgHQZNMiYFVZYGgwq2X7uuUu7t1TK/aeflnZTXXihMX/+89I2qtqrEvCIHQECIH00smrrrau7p2rb1Gb0aPveiAkBAiCdtFytlq097jhj6tdf2k2lTasJHnssS9oWAAECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIgPSbONGYjh2NmTrVvgUJIkAApN9WWy2ded6okX0LEkSAAEi/1VZbGiCbbWbfggQRIADSjwApCgIEQPoRIEVBgABIPwKkKAgQAOlHgBQFAQIg/QiQoiBAAKQfAVIUBAiA9CNAioIAAZB+BEhRECAA0o8AKQoCBED6ESBFQYAASD8CpCgIEADpR4AUBQECIP0IkKIgQACkHwFSFAQIgPQjQIqCAAGQes9sfrAZss6+Zvgure2bkCACBEDqHd74XrP/TneZkw550L4JCSJAAKTevvs+ZHbbrYc5/PAB9k1IEAECIPUIkOIgQACkHgFSHAQIgNQjQIqDAAGQegRIcRAgAFKPACkOAgRA6hEgxUGAAEg9AqQ4CBAAqUeAFAcBAiD1CJDiIEAApB4BUhwECIDUI0CKgwABkHoESHEQIABSr2XL/l6AnHjiIPsmJIgAAZB6b7wxw3Ts+LJ5771v7JuQIAIEAOCEAAEAOCFAAABOCBAAFev112eYd96ZZf8YWSJAAFSsdu2eNR06vGT/GFkiQABULAIkPwQIgFTRfA9/2333Hmbq1O/sJhHh9jYCJD8ECIBUCQeCtvPPH2Y3iQi31TyRt9+eGWwnnzzYnHfec5GfTZ48x34I1IIAAZAqdoBomzDha7tZINxu//0fzrivvR1/PLPZs0WAAEgV+4CvrU2bwea//7VbLhVuN3v2T2bmzAXBdvrpT5l//WtE5Gdz5vxiPwRqQYAASJVwIDRu3Dv4/xEjPrWbesLtbVwDyQ8BAiBVwoHQtesbwf8fddRjZvHiJXZzAiRBBAiAVAkHwo8/LjRNm/YJ/j1w4Id2cwIkQQQIgFSxA6Fnz3eCfx944CPm118X19k+jJno+SFAUHEmTpxYdZD51f4xUsIOhF9++d20aFE9ukqBUld7xIcAQcWYNm2aadCggVluueXMCiusYB5//HG7CVKgpkAYMOCD4GdanfD77xfW2R7xIEBQ9n788Ufzr3/9y/zlL3/xwiO8NW3a1Lz77rv2XVDCagqERYv+MIceOiD4+e23v1Zne8SDAEHZWrJkienZs6dZd911I6FhB8mf//xnc9ZZZ5k5c5iBnAa1BcLQoVOCn++1Vy9vTkdd7cP++GOJue++t8w994w3c+cyDyRbBAjK0quvvmp23nnnjODQmYjOSAYMGGA22WSTyO1rrLGGueOOO8zvv/9uPxxKSG2BsGTJf83RRz8e3OaPrqqtfdhLL30WtNGorr59J1b9HWQOCUYUAYKy8vnnn5vWrVtndFUdeuih3jWQsF9++cVcf/31ZqWVVoq03Wabbcxzzz0XaYvSUVcgaDKhf5sKLU6bNrfO9r4vv/zRNGtWPRxY25FHPlb1ReRzuylCCBCUhZ9//tl07NjRrLjiipEw2G677cwLL7xgN4/48ssvzYknnpgROocccoiZMmWK3RxFVlcgqJyJCiT6t1944bA624d9+63+hl72gid8HxVbnD79e7s5DAGCMtCvXz+z8cYbRw7+a665prn77rtz6o4aM2aM2XXXXSOPo26vf/7zn+aHH36wm6NIlhUI48Z9GWmzrPa299+fbU45ZWjkfnvu2ct06TLOzJ//m928ohEgSK0333zT7L333pEDvi6It2vXznz3Xd1rRNRGF94ffPBBs95660Ued5111jEPPPCA+eOPP+y7IGavvPK5ufnmMbV+688mEM488+mM8KirvU1nMs8+O80cfHC/yP2bN+/rzXbXRXcQIEihWbNmmVNPPdX86U9/ihzk99tvv6pvj+/bzZ3Mnz/ftG/f3psvEn6Ohg0bVh3gXrGbIwYffzzPnHPOs8HB+uyzn7GbeLIJhIkTv8kIj7ra10aTFO+9d0LVF5UHI4/TuvUTdZaQrxQECFJj0aJF5pZbbjGrrbZa5KBev3598+STT9rNY/Hxxx+bww8/PPJ82o499ljz2Wef2c3h4IcfFnpnHHvs0TNykL7zztftpp5sA+Gii57PO0B8X38931x++YiMx1Mp+K++mm83rxgECFJhyJAhZosttogcxFdddVXTuXNn89tvyfdLjxgxIpjF7m9//etfTYcOHcxPP/1kN0cWVDlXM8j32y86+qlly/5m2LCP7eaBbANBI7DsC+L5evPNmd6CU+HH1JyTbt0meGcrlYYAQUmbNOlDs//++0cO3Oq6atu2rZk5c6bdPFGLFy8299xzj1lrrbUir6devXrm4YcfNv+tbUUjZHjtta+qzuIGRg7E6ia6//63MoohlhrNNxk0aHLG6oYHHdTPDH9q0tILKBWCAKnyzTffmKlTp9o/RhH98MMv5qqrups11tgycrBu1KiReeONN+zmBTV37lxz3nnnmf/7v//LeG3jx4+3myNE8y0uvviFyIFX25VXjgpmjheCQiBfGpGlkimNGvUK3kf7LdqZD5u11lAwu3lZqvgA0dBN/2KsJpCpS0T93igOjW55/PFJZt99u5v69c8wa6+9l/nLX1YvyW/5H3zwQY1nR6ecckrBz45K3U8/LTJ33fVG5GCr7aSTnixoOfWPPvrOm2mubjKNsorjz+mzz34w558/zBy9w41mwHoHmEXL/6XqyLqcJqQY89VXdvOyUtEBor5zhUb4AOBvO+ywgzdLWQcJFMb48TPMccdVd2s0aNChKkRamxtvvLukrzMU+/pMKdM3/SFDpkTKrWvTv/XzOM4EcvHII+9HXofme2jeRxymjXrXfNJwv6Xh4W8rr2xMp07GlOnyARUdIJog5n/g7QJ74W2rrbYy11xzjXnrrbfsh0AM1K1x6aXDIx9sbZdf/oKZMWOu3bwkFWOEWKnTmYXOMMK/U52B6ExEZyTFoBUMdbYQfk260K4Z6JqJnreqvwNz223GrL56NEg23dSYxx6zW6dexQbIsGHDgq4rhYf61SdPnmxuuOEGb6y/HSL+ttlmm3kF+cZVSB9nkn7+eZFX/VSjWMIf6BNPHFQV1unsAirEHJVSN2vWT+aqq0ZlfCHQtQ99WSgFmqyoWlfh19ekSW/z4IPveKXh8/btt5rNaMzyy0eDZN99lax269SqyADRhzxc4vvmm2+2m5hPP/3U3HrrrWbPPffMCBF/U7/8BRdc4E0sY4Zy9tRt8dRTU7zlR8Mf4AMOeLjq2/rkgndrJGHCBE0+i3eWfKnT6CmNorIn3R1zzEBv1FWpUbXdPn0megtQhV9vq1aPmlGjptvN3SgsmjSJhohCReGikEm5igsQlapo0aJF8KHWRVD9rC4qtnfXXXdV/aHtm/HN0t9U+kJrSmi+QC71lyqNZgj/4x/Vxe60qVvjjjteMwsWFKdbI0mq07XRRhtF/lY0DDjXOl2l7vnnP/EuTId/r5rfoXkemu9RyrT+R6dOr2RMZNRMeM0liYW6r9SNFQ6SNdYw5vbblWR269SouAD597//HXyQVd8o19EyOnvp3r27ad68ufeN0g4S/wChboxnnnnGLFxYvbRmJfvmm5/M1Ve/GPmAalO11M8/L+9ChaoUfO211zpVCi51kyfPMaef/lTkd6oDsWaWa4Z5miT+XnQhXRfUdWE9HCRbb63CW3brVKioAFG3gn+xXGcSz+b5S1NXhArvHXzwwRk1k/xNo3FOPvlk88QTT3jrT1SahQsXmx493jaNG/eOfDC18M/YsV/azctabWuVHHbYYRlrlZS6OXPme9/a7ZneqmUV27f2Ikn8bEpDe086KRoi2s49125Z8iomQFQcLzzU8uKLL7ab5EWr3GmewpFHHpnxTdPfVq765nHccSeZgQNfqPpWGsM3mhI3fPgnkXWqtWnRnn793o/ng5hSNa2WqC8gl112mfd3VMo02uyuu3qbBg3OMDvueFPwe9V1gxdfjOm6QQnQF58HHngr44tPrNdzNBBnt92qA2SddewWJa9iAkRnAf6Hdaeddkp0fL66LB577DFz/PHHm1VWWSVyoFhxxQ3N+usfVPXhu9JccskL5plnppXdGgOarGWX01ZXwE03jTbff1/+wZkNDbqoab12/btXr17LvC5XDEOHDjVbbrll1d/wBma99fY3W211gWnSpGd8I5dKkEaU1dT1evfZvc3Pn3xhN8+dfs+9exvTooWpOsWxby15FREgffv2DT6gOqAXcpW5X3/91ZtoptpNq6++ulltte3Mxhu3NjvscEPwx6iLyFr1bPDgj8y8eemdcKTXfsMNr9Z4MXLq1MKMPNIXg0mTJlXty8HeKLrTTz/dGyihYbS77LKL2XzzzYNN/9bPdbvaqb3up/sn+QUjTAtVXXrppRnzkPTaRo8ebTcvCu0Pe8b9GmtsX/UFqJuZPbsyKtFqTou/0mGznbuabhsdY2atsoGp+uXpl2g3rxhlHyDqW9Z1CP8PX9/uikWn/6NGvWbat3/INGv2QMa3Gv+bug64KucRy8SmAtBwyIcffs8rERF+L4cfPsCMHJlst4bO9oYPH26uuOKKqn23h1l++eUjBzrXTY+jx9Pj6vH1PElSLbaWLVtmvA6dxX7xRQzfdB2o5tf5559fS82vyptUq+HlQ4dOMR32vMqMWaNhtOupRw+dVtp3KXtlHSA6YIeXKNWHsVSo5pMWpNEID1XxtIPE3zQqRAfnuArNhR9bF0CXdWYQbl+T0aO/MEcdlTkhq2fP5Lo1dDDXWaW+Fdc2eKGuTZNB7Z8ta9Pz6Pn0vEmGyfPPP2+23XbbyHOvtNJK3nrvhRqEoarD3bp1M3/7298ir6MU65EVw6L5P5vf2l9lqv4oohfBd9pJF7js5vGo+p2Y/v2N0TFsiy2MWWWVpZv+v3Vr1WgpynDgsg4QzRj3//jVZVGq61rr86hTZM2FsC86hzfNn1B/cz6zee3HVFmHutQVIAo/+/GuvfalxM6cXn75Za8rUIMR7AO8v6mP/uijj/bOHPr06eNVx9Xop3nz5tkP59HPdbvaqb3up/vrcezH9jc9v16HXk8SND9E8460rnv4ebXue38dRBI0cuRIs/3220eeV+ueqJRPKdcjKwqNnDvssGiIaDvuOA25s1u7GzPGVH2ryHwee9tmm6VtC6hsA0Tf5PxJfzoFf+211+wmJeuDD771SnwccUT0m31405KaGh6rZUBzYT+OtrqW5gy3s4VnkrdtOyS2onS2p556yutOsg/k2jbccEPvYK6DvyZ8xkmPp8fV4+t57OfWptel15cEDRM/55xzMuYbNW7c2FsPPk6ffPKJadWqVcb7O+aYY1h5cVmGDzdmu+2iB/MVVzRV36Z0umy3zs2QIaYqwZc+pmawV/09GC1nMH++MQsWaIUrU/UtsLpkitoOHWo/SmLKMkC0vodmhvsfgptuuslukhrqYlJ5CHvxnfCmLiSt26yJUMti31dbmzaDay1rXVeAjBjxqXcGo5Fktd0/H5o78/e//z3joKaBEDqojxo1qmCjlfQ8ej49rz2yTptep15vEt577z3TrFmzyPPpGs1pp53m/a3no7a13/V+kjrDKkvqYura1Zi11ooGyUYbLe1ecqHBPv6kQwVDXZNOq/42vdBSW3VtFWh9o7ILEPXPHnTQQcEHQaNsCnWQSZrWHejV652MCqfhTReutZa0hh/WJNw2PMZdYVCTugIkKRolp9+bfZDWtQENgijUtYDa6Pn1OuxrFf7fW1Kj/AYNGuR1xYafT9V/NXpM1/tyoc9E7969zfrrrx95PFVnuP/++6nt5mru3KUTAqvOGqt2aPW2116ayWy3rlvVl4bg/vfea9+aqer3FrSv+jsshLILkNtuuy34MKy99trm669r755Jsxkz5pu+fSeaU08dmhEi2hQyNQm36dr1jeD/dRZT0+S+QgaIDsxXXXVVjd+GH3/88ZL7IqDXo9dlnyXp9et9JBF0Ko2jM2r7LEjXbDRPIxtjx46t+n3uFrm/hhFfcskl5vvvv7ebw4UqLzdvHg2RP/3JVH1g1Tdpt86kpSP8++naRjZ/+2oTvlZSgOUnyipA1C/sH3x0/ePpp5+2m5Ql1ZlSmYWzzno6KC2hocA1CQeC1kYID70dOPBDu3nBAuTdd981W2+9deSgpiKEmpCZBnqddtFEvR+9ryToi5G60+zingcccIA3b6MmuqZz0kknRdprUymepM6aKp7WgqlfPxokVft7ma68srp95872rbVTW/9+VV9iklY2AbJgwQJv4Sf/Q3HhhRfaTSrCd9/9YsaM+bLWyrZ2IGi4rf9vXRRXSe662ifhvvvui5R/0aAHTa7T7zRN9Hr1usPzJvS+9P6SonVs7CUH9Pyav+GPPNNk1k6dOmWMXtNqnPnWg0MWNClVB/ZVV116YD/iCLtFpn32qQ6CXIYGq61/P609krCyCZA2bdoEHwwtCJVEFVwNr3z77bervu0PMFdffbU59thjvT5vzTWpaYazRrCoK0MlvXV2lGs/dRLsQPjll98jy40qUOpqHyfNp9DcnPBBbccdd/QuGqeZXr/eR/h96X0mNX9E1/00P8UeKaZ5HMcdd5zZdNNNIz9fY401zO23315W5eRTQQMedEatEVTLUq9edRDksm7I7NnV99MF/ISVRYA88sgjwYdD37K0smBctLCUxuSrYmp4RrvLpn5rdRd06dLFfPhhZndRIdQUCOr+8n+mxXXC9apqah8HDVG1vzmfccYZiVw3KAa9D72f8PvT+01yMSnN09B8Dc3bsP/2tGnkltas+TaXAxKKwx9RpS2Xsjpq699vpZXsW2OX+gDR+PXwOtQ9VFIgT/ogqkx7kyZNMj6EdW25znDWmUrXrl0L+oGuKRA0Yzw8gfH226vnzNTUPl8qzREewaRg1ZeAcqT3Fb7grfeddGmS6dOne2e/4b81LYaW1PUYJIAASZ66hHbffffgQ6IupXxoBIpKRugU3z7Ya1MxRJVr17rpGvOvrgrVC6qJfq41sDX0snPnzt4H2i4N4W/6xnjuued6M6KTVlsgqMaP/3OtUe6XTqmtvauPPvoocrFZ1WfjnhRXavT+wlV39f61H5Lmd2npzAMpU/W7q/rl0YWVpMsvvzz4UKqf17VUia6XXH/99TUGh65p6DaVuohjGOk777xjbrnlFrPDDjtkPJeGUqoqbK6rJOaitkBQoTgt8uTf1qHDS3W2d6Fv3uHw0L5N20JKrvQ+w3M4tB+SPhPRiod6Ll1UR8rEcRFda7EnLLUBogqpfuVVfUDGaXEWBy+++GJk9JY2Pa4ueiY9E/ett94yF1xwQcYCVDrT0ZrZSUzmqisQNJnQv03DgbWyXF3tc6G+/3C3leotJRmUpUjvN1xnSvsjyWsiBEiKuQ7jvfnm6vsxjLdms6tO08IzaNWllCtd5DzzzDMjB27VHNLCU4XoXgjT+9HZlH2RXtdI4n4tdQWCypH4ax5o03rldbXPlkYfhS+Y65t4pYWHT+87fCai/ZLU6CwCJMU0a90PAk0OzKb3Qx/gcE0uJhJm0pBFjWTyP4BNmzbNuWtJF9411Dd8sNZQXA3RLSbVNQqvnKhNF2BVQjsuywqEceO+jLRZVvtshIfq6lpApXRb1UbvP3xNJKllBgiQlFMXlB8GKlOyLBpA5Ldv1sy+NRGpC5A77rgj+ODpovSMGTPsJnUaMWJE5FqHuo80TDeJ7iJX6jqzu9XOPvtsb52GfGUTCPZytMtqXxdNoguHYblfMM+W9kN4dFYSkw0JkJTTdASNpFIgaFTWyJF2i2rqbvfbqgBjgSoLpCpAdIYQrpOUbe0fn5YrDd9fXQm6qF2KNKv5hBNOiISI5qLkO08im0CYOPGbjPCoq31tNGw0fH1HEypRTfvD3zfaT3EPsyVAysCgQdULV2k0nQo1qntLVRq0Pou6qVR1wy/eqKq9KgFfIKkJEM3NCNdKOu+88+wmddJ4/HCJiQMPPDAVheP0zTT8urUWRD6vO9tAuOii5/MKEAVd+PelSXXIFJ5sqP2V7xeEMAKkTGhkVdXfhhcQdW1qM3q0fe9EpSZATjnllOCDpjIRuZQqUb2f8KI8Ku9QCmVFsjVs2LBId4dCxPVAk20gaASWX5gxm/Y2lXAJ/75UjwmZtF/CZU+03+JCgJQRlZ3RZFutdqjijOqm0rb55sZo/htL2tZOy3j6HzCtD51LGRB1e4UPvqeeempJXe/I1uuvvx6ZiKjurDiuiSRBI8f8rkIdvDShErXT/vHPMrXf4hp5R4AgaSUfIKpFpXkR/oFTi91ka9asWWaDDTYI7qslO9MYHj6FSLiiqi6sl6LmzZsHr1HVabFs2k/+PtP+iwMBgqSVdICoWmh4/sDRRx9tN6mVhvu2aNEiuK9Knrh2+5QSdWdpxrr/vkqthpRKvPivTbOt01aSvVi0n8Kz9ONYHpcAQdJKOkCuuOKK4AO1ySab5HTxWOWq/ftqzL3ORsqFPTQ2ri6PfCm0w/NrtFofsqf95e877Uftz3wQIEhayQbIyJEjg1IlugA+ZswYu0mttLpaeGXCclw0JzzEVzPWS6Fr7qmnnor1AFhp7ADW/swHAYKklWSAqLx5eHEcFTPMxSGHHBLcVyuzlaP58+dHJhuqdlax7bHHHsHr4ezDTfgsRPszHwQIklZyAaJvYS1btgw+RFrHIJdv1zrb8O+rC+g60Jarl156KXivGmiQT30pDdvVGumuwq9FRQJzLS+DpbTfwkUntV9dESBIWskFiMqK+B+etdZay3z11Vd2k1opfBo0aBDc/6GHHrKblJ1w7SyVgncxePBH3jwPrYn+889u82Patm0bvA4txgV32n/+vtR+dUWAIGklFSAqKxJejlOlR3IR7oNXccRK6INXAUa/iq9GZ7ksSnX99a8EkwWnTs29vLiqBPhzbfRa9G+40/7zf6far677kwBB0komQPQh2WabbYIAaNeund1kmfbZZ5/g/nEMg0yL9u3b57XfwgEyZUruAdK3b9/g+fP5xoxq4TM67V8XBAiSVjIBctpppwUfGK3Wl2vpiwkTJgT333LLLXO6bpJ2OgvRDH29d53B5brGer4BEp5vM2rUKPtmONB+9Pep9q8LAgRJK4kAefTRR4MPiw6EkyZNspss08UXXxw8Rrdu3eyby55Gm/nvv2vXrvbNdconQLQYkj9kWiPnuHgeD+1HfySi9q/LolMECJJW9ACZPn16ZH2O7t27202WSWcbfskSfVjmzJljNyl7Wh7X34eaF5KLfAJESwv7z0v3VbzC3Vjaz7kiQJC0ogaISpU0atQo+JAcddRRdpOshE/3NQekUqnrz98PuZzF5RMg4WoBffr0sW9GHrQ//X2r/ZwrAgRJK2qAhEt+b7zxxmbevHl2k6yELyJX8kHs1ltvDfZDly5d7JtrlU+AqMaY/5xffvmlfTPyoP3p71vt51wRIEha0QLkxRdfjJQqeVWLpjgKF1zMZd5IudGKdv5+0Lrx2XINkN9++y1YZ0UDFxA/7Vf/M6L9nQsCBEkrSoDoGkW9evWCg13Hjh3tJllTFVN9QPQ49bXQSgXThde1117b2xeaP5DtolmuAaJuMv93mEulZGRP+9Xfx7l0SwoBgqQVPEA0uU+LIfkfCs3dyGfI7SuvvBI8lhaLqnTHHntssD/efPNN++YauQbIk08+GTxXnCvpoVq4m1f7OxcECJJW8ADREFP/A6FSJV988YXdJCc9e/YMHu+OO+6wb644N954Y7A/sl0rxDVAbr755uC5KvnaU5LCF9K1v3NBgCBpBQ2QiRMnRkqVDBo0yG6Ss8svvzx4vKefftq+ueKEF3S65ppr7Jtr5BogOuPzn0urJSJ+2q/+Ps71DJsAQdIKFiCaCOX/QWuLazlWDf31H7NUFlYqJq2v7e8PdWdlwzVADj300OC5KnnwQpK0X/19rP2dCwIESStYgJxxxhnBB2H77bePbXnZcP2rH3/80b654mjVRn9/NG3a1L65Rq4BolL7/nP98MMP9s2Igfarv4+1v3NBgCBpBQmQhx9+OPgQrLjiit635LjstNNO3uNq5cF8LsaXi8WLFwf7OtsZ6a4BsvPOOwfPpedF/MK/T+3vXBAgSFriATJ16lTv4O5/CP7zn//YTfLij5NfeeWV7Zsqll9YMdu5Ga4B4u97PR+Sk+vv00eAIGmJB4hGAvnh4bpeRV38+SSa/4Cl/Lkg2jfZcA0Q9n1h5Pr79BEgSFriASLhGk177713rN0dnIFk8r+xas30bLgGCGcghcEZCEpVQQLku+++MxtttFEQIh06dLCbOOMaSBTXQMoL10BQygoSIPLyyy9Hal/p33Fo0qRJ8AFjFBajsMoNo7BQygoWIKKJbf6HQWckc+fOtZvkLDwPZPLkyfbNFSc8D+S4446zb66Ra4AwDyR5zANBKStogOh0XNdA/A/EEUccYTfJWbiU+1NPPWXfXHEGDhwY7I9suwpdA4SZ6MljJjpKWUEDRDQKK7wCYb7Denv16hU81m233WbfXHFuuOGGYH/069fPvrlGrgFCLazkUQsLpazgASKPP/548KHId2Lh6NGjg8dq06aNfXPFOfLII4P98fbbb9s31+jaa4eZhg27eNtHH822b64V1XiTRzVelLKiBIjEVdpENbY0v0SPs8kmm9g3VxSNQltzzTW9fbHaaqt5SwZn49JLu1ftu+O9bdKkz+yba8V6IMljPRCUsqIFSJzFFRs3bhw8zqeffmrfXDHGjx8f7AetuZKtdu3am1VX3dLbJk780L65VqxImDxWJEQpK1qASFzl3cOju+6//3775opx3XXXBfvh7rvvtm+uVfhi+DvvvGPfXCfWRE8Oa6Kj1BU1QCSOBabGjh0bPEa2cx/KjVZ63Hzzzb19oEmVn3zyid2kVvkEyBVXXBHclwvp8QpfQNd+zhUBgqQVPUDiWOLWPni6hFDaaWKmvw81uTIX+QTI8OHDg/u2bdvWvhl50P709632c64IECSt6AEic+bMCQrzaevYsaPdZJnC3VgaylppTjjhhOD9P/jgg/bNdconQHQta4UVVvDuu+GGG5olS5bYTeBA+1H7U/tV+1f7OVcECJJWEgEiL774YqTUyauvvmo3qZPKxvv3X2eddZxHdaWRVmL037vm2CxYsMBuUqd8AkRatGgR3H/UqFH2zXCg/ejvU+1fFwQIklYyASLhMe8bb7yxmTdvnt2kTuGyJvfcc499c9k6+eSTg/etC+m5yjdA+vbtG9yfbqx4hLuvtH9dECBIWkkFiOYtNGrUKPjgKBByER7GqlpbP/30k92k7GiyoD+UVmcfKqaYq3wDRPt5lVVW8e6/6qqrVsR+T5L2n/aj9qf2q+v+JECQtJIKEJk+fXqk1En37t3tJnU68MADg/uqTlY502CDXXfdNXi/nTp1sptkJd8AkfA35lyvwSBK+8/fl/mc0REgSFrJBYg8+uijwQdIi+l8+OFHdpNaffjhh8HMdF181PWBcnXnnXcG+0mLRy1cuNBukpU4AuSll14KHmPbbbflYroj7TftP39far+6IkCQtJIMEDnttNP+FyAbmX32Obnq4LjIblKryy67LPgA7rbbbmbRouzvmxY60KuOmN6jhi5rEIKrOAJE9thjj+BxVO8MuQvXidP+zAcBgqSVbICo33eXXQ4y6613gNl889NNp07P2k1qpVFIm222WfBBvOSSS+wmqabrHP68F22qK5aPuAJE5fT9x2nYsKE3PwfZ0/7SfvP3Yb7LExAgSFrJBoh88MGnZvvt/1n1obrNKzX+0kvZF/rTOgp+V5a+oZfLN2KdTYWv8+iA8+uvv9rNchJXgNgHwHLZ54USPvuII4AJECStpANE+vd/L1ironnzvmb27OxHpHTp0iX4QKrmVj79yaVAF821yqD/nlR5N5eSJbWJK0DkiSeeCB5LI+FynZNSqbSftL/8faf9mC8CBEkr+QDRl7CLLno+CJGzznraLFmS3TczfYMLz9BeffXVs14jo9QoPMIHegXiiBEj7GZO4gwQad68efB4l156qX0zaqD95O8z7b84ECBIWskHiMyb96s5+OB+QYj06JF9CKjL54ADDoiEiOpGpYnKWLRq1Sp4DzogDB482G7mLO4A0cg3v7yJXms+C4ZVAu0f7SftrzhHDhIgSFoqAkTGj59h9tijpxcg+u+7735jN6mVugfCZcf17T0t/fOzZs2KvHZNGnzkkUfsZnmJO0AkXFVgxx13zPs6TbnSftH+8fdVnCs7EiBIWmoCRO65Z3xwFnLooQPM/PnZL7CjENl///2DD6o2jc4q5SG+zz77rFl33XWD16tZyc8884zdLG9JBIhqkW299dbB4+Y7UqxchVfm1P6Ks4YbAYKkpSpAFi9eYk45ZWgQIpdfnts1AIXF8ccfHwkRzROJq8sgLvPnzzcXXHBB5HVusMEG5q233rKbxiKJAJF33303mKuirV+/fnaTiqb94e8b7SftrzgRIEhaqgJEZsyYb5o27ROEyJNPTrab1EkX1jU6yx/iq03/r7InrjWH4qLX9tBDD5n1118/Eh6qxjpz5ky7eWySChC57777gsfWGdSbb75pN6lI2g9+/TBt2k9xI0CQtNQFiDz//CdBgDRu3NtMn557AcE33ngjMtlQm9Yk0QqJcXYjZEMjrLSc7y677BJ5Pbqgescdd+Q9H2BZkgwQCZ/1qUtu2rRpdpOKovcf7prU/kkCAYKkpTJA5LrrXglC5PjjB5lFi3JbxVB0XURlT8JnI9q0nogKEya9xrcW0urWrZvZcsstI8+v7ZBDDvHWOCmEpANEo8j23HPP4Dk0iz7JM6pSpvcdriKg/eKyWFQ2CBAkLbUB8ssvv5ujj348CJFbbx1rN8na5MmTI4sihTetsf7AAw+YTz/91L6bk6+++spb30EB4Q/dDG8NGjTwLp4XUtIBIt99912kSOD2229fcSGi96v37e8D7Q/tl6QQIEhaagNEPvroO7PXXr2CEHnllc/tJjmZMGGCtwaJSp/YB3Ztm2yyiWnTpo25/fbbvTpFqvxb20xrXU9RMD399NNeN5SKQ9avXz/jMf2tcePG3mMm3V1Vk0IEiGit+vBsa30Tr5TuLL3P8JmH9oP2R5IIECQt1QEi/fq9HwSISp18+23+3QHqOtIa6/Y1kmVt4QNENptGVl100UVecBWDAk7rx4cv5l599dWJlmLXiLdwiOhaQLlfWNf7C1/z0PtPeuSfvgisvPLK3vPpCxGQhNQHiF3q5Oyzn8m61Ek2xowZ44WJzhDsayW5bvomqD5vjfhS+XVdPC80HViuvfbaSHeSvWmRKr3vpOibd/j5FWBxT44sFXpf4YDW+07yzOPbb781Z555pll++eWD59T/A0lIfYCISp0cdFB1qZOePZPphtHFzrFjx5oePTQH5XKvu2u//fbzKqfq7MPf/v73v3s/P/LII712uoYyevToog0TVmVihVZdXWg1heOJJ56Y2EAC9f2HL6xr06S6Qo+AS4reR3iSoDa936SueWg5aHWthlfz1Kalcf/973/bzYFYlEWAyOuvV5c62XPPXua997IvdVJu1AX16quvet1jG2+8cUYw+JsmUXbu3Nl8/PHH3v2ee+45s80220TaaEXI66+/PpEDuwLZntipsh7vvfee3TRV9PrD5Um06X0mNdpKgy7Cs/61qftKIwkpIYMklU2ASNeubwRnIYcdNsAsWFC6ZUritnjxYjNq1ChzzjnnZExEDG/77LOP9031888/tx/Co2+yuuhvf5PVAIIBAwbYzWOhSXThGevq6lN12toGKJQqvV697vDoOr2vJCYJiq6jHHTQQRm/45NOOskb7QckrawC5Pffl5i2bYcEIdK+/Ui7SVn57bffzLBhw8zpp59u/va3v2UcSLSp+KK60/7zn/+Yr7/+2n6IWmmOyllnneXdP/x4CqAkSuKrjIf9LVoXmx977DG7aUnS6wwPDtCm9xN3eRLRipQXX3xxRrejzijHjRtnNwcSU1YBIl99Nd/su+9DQYgMHpzsaJdCU5eESrlrOPFqq62WERjadGDRqoU9e/b0LqrmY+LEid5cmPDj66KsQmv27Nl287yom0zVaP1S8P6ma0qqnpzk6DAXej16XXp94der16/3EXe3nwZd6Gxm7bXXjjyfzjh79+5dcvsH5a/sAkSGDfs4CJB99umd0yqGpUgX3x999FHTunXrYGimvalE/eGHH2769OnjfUON28CBAzOGNWttFdUVi7ui8ZQpU7yzJvs9agRTr169Yj8w50rPr9dR00g2vW69/rhpDZuaguqKK67wim8CxVCWASIdO74chMg778yyby55un4zePD4qjONq6oO1BtkHKi0KUyOPfZY079//4KM8Fq4cKG58cYbI8NStW211VbehMm4aVlX+6CpTc/ftm1b75pPob5163n0fHpe+/1r0+uMYxla2/Tp080xxxyT8XxHHHFELMsZA/ko2wBZuHCx6dZtgnnkkfe9uSJp8P33C83QoVPMBRcMM40a9TINGlxj6tVrVRUU1d/8NSzzH//4h3nyySeL9k18xowZ3muwD2oqB6PJiXHTDP099tgj4/m0bbjhht5BXWdecQ851uPpcfX4eh77ubXpden1xU1fCDT/SGeW4edTKRQFGVAKyjZA0mLOnF/MwIEfmnbtng2GIftbw4ZdzKab/sNstlkTc9ppp3vDNXXhvFS89tprGQd2jUC68MILzbx58+zmeVM3jg7mtXXjaVNhyqOPPtrr2tHBf/z48d6Is9pej36u29VO7XU/3b+mApf+pufX60hiaWSVslGtNDuwNEhCAyE02g4oFQRIEcya9ZPp3/99c+aZT0cCI7wdeOAj5qabXjXjxk0xv/9eugcNHfB04FVZFvuAd++99yZywNN8Ch1ktcKkfcE9m82+lpPNpufR8+l5k5rPoSUG7MmVCuTzzz+/1gAEiqmiAiR8gN599x5m6tS6ZwWH2+dLo8N69343MszY3lq27G+6dBln3n57ZqzlWApBcyA08sjuctlhhx28si1J0cF8+PDh3pmDzobCJTzy2fQ4ejw9rh4/qdAQDa/WGY1dxPOAAw4wkyZNspsDJaNiA0Tb+ecPs5tE5BsgWuiqR4+3zQknDMp4bn9r1epRbwJkucycV9l7lXixD8gq6xJXSfy6qItPB10Ndb711lu94cY6c9DoKC3YFS45o3/r57pd7dRe99P9C9FVqEEJN910U8ZFeXWfDR061G4OlJyKDhBtEybUPrnOJUBUYr579zcja5XYm25TG7UtVzrrsMt56OxEZylpm2GeBK1AaVdv1rwehVjcw6KBpFR8gLRpM7jWUVrZBsj778/2ziJ0NmE/vr/pLERnI59+Wjl92Zr41r1794yJb7peousmxVj7pNhUJ6tZs2aR/aHuMq0X88035XEWispRsQGitdT9/x8xouaulboCRCsi3nnn6951Czss/E3XO3TdQ9c/KpkmNqqwo70C4+677+6N5KoEqsKrOmV2aRgtE1Du66GgfFVsgIQLLx511GNm8eLMCWl1BYjOJuzA0HbGGU97i1xppBWiNEdEJVbCB1BtmlOiuSXlSMUp77rrLrPmmmtG3rOqJGsCKJBmFRsgP/640DRt2if4t+Zi2OoKkBdfnO6N5NLcjXPOeda7v+Z0YNk0a12z18MHVF1I1uqI5VR+/Pnnn88od6Ly+Nddd13RJoECcarYABEtPOX/W/Mufv01OmfBbm+bMWO+mT8/+dE65UgXilVHS/W0wgdYzdFQgcI005LILVu2zDjT0pogSa5GCBRaRQeIrmO0aPFw8DN7JUO7PeKnir5auc+ev6EKwEmUQk/SDz/84K0HYpdZ13BhrUgJlJuKDhAZMOCD4GcqA696VHW1RzK0xkiTJk0iB15dcNaaJFqbpJRptJmWOV533XUjr1//VtXeQhV8BAqt4gNk0aI/zKGHDgh+fvvt1aOCamqPZKls/aabbho5EGt1RK2SqAvSpUZLB++0006R16uyJ5dddpn58ccf7eZAWan4ABFVwPV/vtdevczMmUsnutXWHsnSBWatw24XTdR67Vq3vRSoAKPWZwm/Pm2HHXaYmTZtmt0cKEsEiNFaD/+NzBzv0OGlOtujMFRO/cQTT8w4SB988MGJLNqUDdXEuvbaayNruGvbbrvtvJpZQCUhQP5Hkwn92zQ8d9q0uXW2R+GMHTvW7LrrrpEDti5UX3LJJd6F60Lp169fxrrna621lrn77rtLsnsNSBoB8j+qqnHyyYOD2y+8cFid7VFYuhCtdb+1/nf4AL7OOuuY+++/37uQnZQJEyaYvffeO/K8usDfrl07b4Y5UKkIkJBx476MtFlWexSe1v9u3759xjogDRs2jH2Bp1mzZplTTz01o8y6Kvi+//77dnOg4hAgltoWeUJp+fjjj02rVq0iB3ZtWiP+s88+s5vnRKXcb7nlFq86bvix69ev7y0lDGApAsQyceI3GeFRV3sU18iRI02DBg0iB3qVje/QoYO3rniuhgwZYrbYYovI42kd+s6dOxdkjRAgTQiQGlx00fMESIpo2dxu3bp5F7TDB/569eqZhx9+OKuy8R988IG3sFT4/uq6OuWUU8zMmTPt5gAMAVIjjcDSSKxs26M0zJ0711s/3C4b36hRI2+98ZroPuedd16N9xk/frzdHEBIRQUIKoOWpK3pbELrjvtnEzprueeee/I6awEqHQGCslXb9Qyt/qeJf+Gf53PdBKhUBAjKmsrG1zSiKrzFMXILqEQECCqC5nTozCMcHDvuuKN55ZVX7KYAskSAoKIMHTrUG/Z77rnnJjp7HagEBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8DVtvrEuj6RXUAAAAASUVORK5CYII=)
PN: 4H54-1-04
CAS: 25045-82-3
Molecule Weight: 163.136
Formula: C7H5N3O2
![8-Nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-92
CAS: 52310-46-0
Molecule Weight: 163.136
Formula: C7H5N3O2
![7-Methyl-6-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-8S
CAS: 960505-77-5
Molecule Weight: 177.163
Formula: C8H7N3O2
![2-Methyl-6-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-CQ
CAS: 13212-83-4
Molecule Weight: 177.163
Formula: C8H7N3O2
![8-Bromo-6-nitroimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 4H54-D-X0
CAS: 957120-43-3
Molecule Weight: 278.49
Formula: C7H5BrClN3O2
![6-Bromo-8-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-9-22
CAS: 1031927-16-8
Molecule Weight: 242.032
Formula: C7H4BrN3O2
![Imidazo[1,2-a]pyridin-6-amine](data:image/png;base64,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)
PN: 3H30-1-16
CAS: 235106-53-3
Molecule Weight: 133.154
Formula: C7H7N3
TSCA: Not listed on TSCA inventory