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8-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-3-2F |
| CAS | 1260843-88-6 |
| MDL Number | MFCD13195311 |
| Molecular Formula | C10H9FN2O2 |
| Molecular Weight | 208.192 |
| 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: 4H23-3-2F
CAS: 1260843-88-6
Molecule Weight: 208.192
Formula: C10H9FN2O2
![Ethyl 6-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABLZAAAS2QFgTd/sAAACQ3pUWHRtb2xTb3VyY2UAAHichZTrb9owEMD/lZM/Dz/zRIQKUVWa1G7S2kn7NpnE0EgkrpKUx3+/cwKUAAtSEvseP59zd/bkYVesYWOqOrdlQgTlBEyZ2iwvVwn5/fY0isjDdJKiEzqWdULem+ZjzNh2u6Xpuyn0zpY0tQXp7ONdnfd8toraasUk54L9eXl+bZlRXtaNLlODVJ2P61b5bFPdtLv4TwhW6GqTl6xzZ0W16Vb7K7l7ON3VGfn6lznaZojCMl8bWNqq0A1sJKf48G+wMqWpdGMyWOxRraiH/z6dvDza9LMwZYNTt0Ke6vVrU32mqCjs2qSfuBhOvj8mpBAI6MYWs6rSe3Azp9YCtAStQHugfdAB6BB0BDoGLTi+aBfoINBDoIvwMedr44K+7T8M7hzm8PPwzuFH+31qvyhhymRCRoqqOA5gJGkg3YiVi9zIqRJnsqBScg8kFdIPQFE/5hI8GksVQ0ClHwYQohK3cpAOtoNnxxHYdyHjEHUupAr8r1FQxWUEmFXF45OIO+F+ELvRV61ZqlBeiZLy0HlLGnndeJR9Lwoxv+yU4OlkYcvsbAp5lpCFIG3mf5llLQ/JJ2CrzFTYz24B53oOyD7gSjUMqD7gCjsMeH3AtcEJkLcA/woIhiMEfcC12AmY3QLCPuAachiI+oBr32Eg7gNtsw8Tzt4rXXs4hn9cXJbbMfJOnIuKd4fvDnNR9O6w3mG8q5zdRS4qf7wPBpnr4t9G2Nl5YcfLC6dXFxs7u/UY3vXTfxetxb/1JlTqAAAwcklEQVR4Xu3dCbzVc/7HcQxjSSJLQg2iMO3JIKGEkGHs8c+ebSJjSULZZogs2dvDCCVLyVKSNUwoypIkslS2apBEvv/z/p75ne79ds/2uefee5bX8/H4PeJ8f+fc3/cuv/fv9/tuazgAAAzWCF8AACATBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQACgSA06Y42UW2VV/hMAAHkpDIxwq6zKfwIAIC/lKiiSqbpPBgDUKAIEAGBCgAAoWStWrHCzZ88OX0aGwjaPXLZ/SG4+BdVryRLn+vVzrnlz52rVim/Nmjl3xRXOLV4c7g0UpCeffNJtsskmbo011nBHHXWUW7BgQbgL0ghDgwApde+/71zDhrGf3BoVbyrTPkCB+uCDD1znzp19cGhba621/L+1a9d21113nfvll1/CtyCJXIZFRaruk5F7P/3k3I47xoOiRQvnnn7auR9+cO7HH5179lnnWraMl2kf7QsUkMWxu+fzzz/frbPOOj4wtthiCzd06FA3f/58161bN7fmmmv61xs1auQee+yx8O2oAAGCVW69NR4QO+8cD46QXttpp/g+AweGpUBe+u2339w999zjNttsMx8Qf/zjH91FF13kli5dWm6/1157ze22226JO5P99tvPzZw5s9w+KI8AwSp77x0Ph4ceCktWefDB+D777BOWAHlnypQprnnz5olQ6NKli/voo4/C3RJ+//13N3LkSFe/fn2//9prr+3OOecc991334W7lozfV/7mZr86wr0z6aawiABBGXXrxsNh0aKwZBU1NGqfTTcNS4C88cknn7gjjzwyERw7x+6qn9Vj2Az9ELvb7tOnj1t33XX9++vG/jZuu+029+uvv4a7FrUvP3zejbmqmQ+JoX9fz/224udy5QQIVoldbflwSPVHsmJFfB/tC+QZnfgvu+yyxIlfvawGDhxoPvHPnTvXHXHEEYkg2mWXXdzEiRPD3YrO0m/muol3H5EIiNH9dnFfzp4S7kaAoIxM7kAWLuQOBHlHj57uvfdet9VWWyUePZ199tnu22+/DXc1ef75512zZs0SQfLXv/7VzZkzJ9yt4K1Y/oP7z2N93NBz1vXBMPIfdd3M529zK1faAriyCJBCQhtIXps1a1b4EmKmT//EdehwTOLk3rFjR/fuu++Gu1WaGuPvuuuu2LXTpv7rqDG+V69eqzXGF6RYAM+eOtLd32srHxxDzlrbvTzqHPfzj7kJYCsCpJBEvbBit+m+625Ir6lM+9ALq1rpalonrY033tj9/e9/943DOqGVsq+//sn17TvFtWjR39Wv38U1btzcPfroo+FuOff999+78847L9EduF69em7YsGGxq/SV4a4FYdHc19xj/9ot8TjqyZv3c999mR+9zwiQQqKA2GGHeEC0bh0f+6HXNOZj0qT4aypjHEi1mj59ur/aja6wo23zzTd3p59+um8c1pQcpeKXX36LnbDfdu3bD3dt2gzy/95990S3fHn1DgB8//333QEHHJD4ebRp08a9/PLL4W5568fFX7jnh3dzg85c0wfHg5c1cvOm59f4FwKk0GiUeYMG8aCoaFMZI9GrzY+xAN9pp538CUqPSz788EN3zTXXuFatWpULEzUWn3TSSW7cuHHu55/L95QpJpMnf+IOPXSUD45ddx3k+vWb4r75pmYvZsaPHx+7ptox8bPo2rWrH5yYr9ST6q0J17hh59bywTH8vNpu+tPXuZW/Vm8AZ4IAKUSa76pv3/j8VxtsEN+aNmUurBpw2mmn+ZOSBriFdxnqqnrDDTe4PfbYo1yYbLjhhu744493o0ePjt0o1uzJNVc++ug7d8YZ431waDvllMfdrFkpOntUM/1sbrzxRlenTh3/M9gg9jdz5ZVXumXLloW71qi5b41xoy7d1gfH4DPXclNGnux+Wpq/c4ARIIDRww8/7E9GG220kfv444/D4nI+//xz3111n332ScztFJ3I1A31/vvvd//973/Dt+W9xYt/dv/850uubdvBPjgOOujfbsKE5AMBa9qiRYt86Ec/g4YNG7oH1fGkhs1+f4a7rde+iXaOx/vv6b6e959wt7xDgAAG8+bN8w3mOgn9+9//DotTWrhwoRs0aJDr1KmT784ahYnGRhxyyCFuxIgR7vvv8/tO8tdfV7oHHnjXdegw0gfHHnsMdXfdNS12RV8z3Umz9dZbb7n27dsnvvd77bWXf626ffPNN7E7tzPcZnX+4A5pvYa77e/buDmvZ/f7VJMIkFKhP47+/Z1bvjwsQZY06C16LHXiiSeGxVnRFBzDhw93Bx98cGJwnbZ69dq5U04Z4saOfT+2T349Znn11fnuyCMfTjyuuuSSSe7LL3Nz96Qut9OmTXOjRo3yU5bccccd/lGT/tX/63WV56prru4+dBei77nuSk499VR/l1LV9Ejt5ptvTlyErLfeeu62G69wy3+uoHdlHiNASsVZZ8Ub2a+5JixBljSSWn/0apjVyOpc0SMsPco6+uiubrvtjnAtWgzwJ2g9HurefZx76KGZsZNbzZ1gPvtsievZ8+lEcHTt+kjsuuSrcLeszJgxw59IDz30UN/dNgrQTDbtr/fp/focK7WDKKT0OFGfq0eSaruqqmnjn3rqKdekSZNEPY455hj36aefhrsVBAKkVPznPy52iRVffOqLL8JSZEgjnv/whz/4brtvvvlmWJwzy5b94iZNmuv69Jmc6A5btoH63ntnZH3VH71/4MDXwyIvKg/98MMv7pZbXnO77z7El3fqdK+/M1q58vdw14yop9rll1/u/vSnP60WChoEuPvuu/s7O3WB1ok92vT/el3l0WDBsps+T5+rz7dQzyx1bog+TxcI6jWXKzqugw46KPH5LVu2dC+++GK4W0EhQErJySfH70L+7//CEmRA025svfXW/o9/wIABYXGV0biKF1/81HeJ3XffEeXC5IQTxrqhQ9/ydwfpRO/5y1+GxK54V29jSRYgxx8/NvG+m26aGrtTsl2Zv/DCC27//fcvd9Jv3LixH3j5yCOP+PaAbGh/vU/v1+eU/Vx9HX09i1deecXtuuuu5T5LY0qstM7JBRdckBjYqPFBQ4YMKdiBjWURIMXkgw/Uuhu+uopm6q1d27k113Ru6tSwFGlofiWdALRanuZ2qglqvH7ttc/dNde86O8EyobJ0UePdoMGvem71Fak7L49ekwIi5MGyPXXv+wuvfS5CkMnE/+J3f2qkTo6IWvdj549e/q2jFzS5+lzo3VFtOnr6utnSz9ftU1tueWW/nPU2eHcc8/1o9wzpYAYPHiwDwx9hgJEQbJES1IXCQKkmNSp42K/rZrLISxZ5frr43chu+3m59dBZm6//XZ/EtAJRb2o8oEeIU2b9qU/wXfufH+5gDj88Af9aPCyorJzz33K//vCC/MqLM8VnWzPOuusRJdZTaR4yy23VPnYF32+vk40caO+vo4jm5N/RO1Sl1xySWKmAT06u/POO9NOU6O7Hz2iioJMnSRmz54d7lbwCJBiErtC9uEQuwpLSr2wGjWK7zdyZFiKCrzzzju+l4xORM8880xYnDemT1/gbr75NdelywM+CNT4XrZbbRQQ8+Ytjl0/DPEjxvV4LCzPBT3bjx73rb/++n50flU1Siejr6evq6+v49DxWNscNLPvYYcdlgiEpk2busmTJ4e7+e7dRx99dGI/zVLwtJaeLlIESDHRSm6xK6XYvXLq6Uy0nrQCpH79ipfGRYKuZrXYkU4GWma1MjTYcMKECRV2T9XrqVbiy9YHH3wTu+ItP1Nr2YAYMOBV/99Dhqwa+5CLANGjn2uvvTYxvuXAAw/0J9WapK+v44geRen4rI8gJ02a5P785z8nAuJvf/ubX5NEU9qoAV8XGnpd3XN1FxTOTlBsCJBic/HF8XCI/cGktN9+8f0uvTQsQRndu3f3JwQ1qmZ7Bf3BBx+4f/3rX74RNuoimm7T1XKHDh3cVVddlfOBbWUDYunS5a5jx3vdnnsOcwsWxC8iKhsgGh+jXlLRifr66683n6hzTceh44mCTcdpXcRK79MjTa2CGNU1GsOjHnpnnnlm1h0CChUBUmw0wKpevXg4jB8flq4yc2Z81cLYL37sEiosRcyYMWP8SaF27doZL06kkFHDadu2bcsFg04supNRQ3xF3VP1eESr6UU9daJNj0D69+/ve/JUVhgQo0e/5/+/V69JFZZnQ3dqes6vY9bEkS+99FK4S17Qcen4dJw63sq0x2gQqHqART8rzYemx52lhAApRkOHxgOkcWOd0cLSVWK//H6/2G04ytPArmiU8H333RcWr0aNqmpcjZ77a9NAN/Xc0eOpTAcc6oSmJVnVcFt2nIRCTLP9ViZIwoBQI/wxx4zxr73xxherlWdKV+RReKj++b6wlo4v+jnpuK13IpHtttvOf5Ymzyw1BEgxUv/yaG2QVOMVtJxotExuBQ2CpUph0K5dO39S+L8Mxsy8/vrr5Xrc7Lnnnu6JJ56o9IlJdMWs5+xRTyZ1UdUdjuXRUEUBEQWHugBXVJ6OjiN6bLXNNtsUzIhqHaeOV8et47d8PyNRmwgBguKhhXM03kNde1PN7XPbbfEA0dTwabomloorrrjCnxB22GGHlDPkhs/V9YhKjaxVQe0pmrYjCik1Ci/QuJ4sJAuICy54NlFWUXkqapDW8eixUL7feYR0vNHjLNXDigBBcTruuHg4nH56WLKKrpJjfwB+v7vuCktLjvrvR1OVpBqApvmTDj/8cH/iUICo0bs6etyoS2h05bzFFlv4UdOZShYQ8+cvTUxTUlF5Mro70vdK9c/XNo90dNw6ftXDWgcCBMXps8/ii01pDqy3yw8qK2fixHiAbLZZ6kGIRU6NotHJWZPpJaN2iGhkdf369c0nHisNiNNjLX19dRvVuiSZSBUQmh8rVXlIxxC1I+gurJDp+FUP1ccy2JAAQfHq1y8eDnvvHZaU99e/ug9i+71y3nlhScmI7ii0jnayZ+K684jCQ/Mv1dRJQ8fXp08ffxy6eq7uRZE0sjt6lJbse1UodPzROBHVK1sECIqXuik2bBgPkRRXqj/MmeN6rruua7nOOu69994Li4ueelBFj4WStS3oRBOFjGZqrY51I9KJpljRYxit/V0d9GhPjfoa21LTgwRzRfVQfVSvVI8uK0KAoLjp6lQB8qc/6RI6LE24+OKLE1eVpWTmzJl+AN+aa67p12pIJnrUocdW+XTi1OM2HZfWsajMrLGZiu7ANE1IMVF9VC/VLxsECIqf/igUIlddFZYkqMdRtKhPdV3N1jQ9kopOAJopNRl11a1sY2tVikbMa+BhZQbHpTNlyhT/ddResLzIVrdUfaJ2HdUzUwQIip8WP4rdns+tVcv9OH9+WJowbNgw/8egRzTZTt1RiDTthOrbunXrpPXVuJBonMfVV18dFucFHbtGQusYL7zwwrA4Z6L1PLQKYDFSvVQ/1TNTBAhKwlunnup6xn7R+xx/fFiUoDUM2rRp4/8gbrzxxrC4qIwdO9bXc8MNN0w51bYmPNR+GudRHV11rdR2pTmZdJeU63m0RCvq6fugwYyaPLAYqV7ReiKZrmxIgKAkfL9wodtko438s/5XX301LE7Q2ALto2fq+dBQXBW0fGk0iEyz4SajK/vosUZVDRLMpX79+vljzaQd68knZ/vxHzNmVNxpIBStBa9Fm4qZ6qd6qr6ZIEBQMqIGV80um6r75XHHHef3O+2008KigqdHUu3bt/f10xrYqWjaEO2n6UkKgebciq6g0w0y1PK0Gveh9c3T0e/Ktttu6z831ysJ5hvVT/VUfVP9jUQIEJQMXVFrig79wmvJzmR0hR51a6yKxyE1KbpK33777d1SzV6cQjSrrua2KhRRb7Fjjz02LConmwCZMWOG/0yNfSkF0Rrrqnc6BAhKik6G+oXX8qyp5nrSVOPaT1frxSKafkPTpr/xxhthcTmaf0r1V8+0XEyMWF20FoXaQrSlWpcimwCJGpc1fXkpiKZpz6SzAAGCkhP1ptG04cmoO2jDhg39fg899FBYXHA0TUWDBg18fTKZfkOLQWnf8wpwdH60rOqQIUPCooRsAiSayFEdD0pB1MFC9U6HAEHJUY+daCU1LbWajIJDfxwKEo2ZKGTR/FGdOnXyvc3SiUJW63kUGq1homM/6qijwqKEbAJEgyf1ecXaqSKkeqq+qnc6BAhKkhY70i++VsNLJRp5rEdaheruu+/2ddh8883dV199FRavRg3tagNSyKZ6zJevFi5c6HvSbbrppmFRQqYBonaidJ9VjFRf1TtdOxkBgpKk2Wf1R6Jf/lRdVNWIHs19pMb1QqN1H6KpSjK9m5g7d67/vjRp0iQsKhjRioZffvllWORlGiCaG0qfUyg90XJF9VW9082NRYCgZEWD5Jo2bZqyoVjdebVf165dw6K89vPPP/u66djPP//8sDgpzYml92gN80J10EEHpbw4yDRAHnnkEf85mazOWExUX9Vb9U+FAEHJ0qOa6ASrMElGj0Q0sFBX8enGF+STs88+29etVatWWc3dpC7Oel8h9zqKply/9957wyIv0wAphu+FRdQTK1V3dyFAUNKee+45/wegx1l6rJWMpjbRfprqJJNG6Jr22GOP+eOtVatWxtNSRAYOHOjf27t377CoYKiHneqgKd8rkmmAFMP3wkL1Vb1V/1QIEJS8aJ2LHj16JF4bNWqUb/vQ64W8pbuCrEg0GE9L1RYqHbvqkKzLcqYBUgzfC4t0378IAYKSp0ZjdelVryM1OmsKh2bNmq12Mi7ETdORZKsYrrq5A6kc7kDSI0CQEJ1wNE5CEwzqvxs1apRV20E+GTdunG+zUe+xbBdaKobn/lH7T7LJIjMNkGL4XljQBpIeAYIEjXeIBozVrVvX/6t2hEIWjXVp3ry575GVqagXVroxMvns4IMP9nWYOHFiWORlGiBjxozxn9OtW7ewqKipvqq36p8KAQL8z4gRI/wfg7aOHTuGxQVHd08tWrTw9SnbvpOORufrPVrhr1BFs+d+/vnnYZGXaYBE40DatWsXFhU11Vf1ZhxIcgQIytGJM2o4nzp1alhckPT4So+x9Dgr01l11b1Zgw816WJVLhFbVTSJon6OWvMkmUwDZMmSJf73QaP4S4nqq3qr/qkQIMD/RPNFnXrqqWFRQdOkgqqX1sr44osvwuIKdejQwb8n2SOgfPbggw/6Y9fPM5lMA0Q0I7E+79tvvw2LipLqqfqq3ukQIEDM5MmT/R+C2j+K8UQRzVCrYMhkHEvUjbNXr15hUd478cQT/bHfddddYVHCgAEvu1atbo8FyKywaDVRe0qmd3CFLlryQPVOhwBBydMjm6jb7m233RYWF4XFixcn2gWuvfbasHg1mgNM+2a6Ml2+0KqEWudd656kutvq12+wq1//YHf//U+HRauJBpH+4x//CIuKkuqp+qre6RAgKHm6UtUfgf4YUs2JVei0FrzGumjLpI1n55139t8XLURVKKLHdemunqOT5KBBg8Ki1UQN6erNVgpUT9U3XQO6ECAoaVpoKVpHuxCf92frmmuuSdxZpGsgjUZhH3HEEWFRXtKd5I477uiPOd3jpmwCRJ8bdfHOdkxNoVH9VE/VV/VOhwBBSdOKe/oDKOSZZ7Oh9o99993X1/mYY44Ji8vRYy9NIqkeTVriNt9FA0DVdTndY7dsAkQ0m7H2v/zyy8OioqL6qZ6Zzt5MgKBkaWVCdVX94x//6ObMmRMWFy21DURroQwdOjQsLkeN6Novk+VNa5LupqK7hEwGgGYbINOmTfP7a52RYn3MqXpF66iovpkgQFCyDjzwQP/Lf/HFF4dFRe/xxx/3Y0M0W2+quwvdhURjAp5+On2Dc02Jpm/v3LlzWFShbANEWrdu7d/zwAMPhEVFQfVS/VTPTBEgKEnTxo93m60R7+teiMu25kI031HLli1TzvmlCRm13zbbbJNyyvua8uijjybm/dLEmJmwBMhDDz3k36NHZMUomrVA9cwUAYLS88sv7rUdd3RXxn7xnxo2LCwtGZofS92X1167luvde0BYnKD2hOhuTYPz0rUvVKfZs2e7jTfe2B9buon/yrIEiBqVd9hhB/++0aNHh8UFTfVRvVS/TBrPIwQISo/6t8d+6Re3aeN+z2BQXTF7//3ZbtttD3WNG//DvfTSZ2FxwldffeW22GILf7Lo06dPWFwjtN55NLbllFNOCYtTsgSIRKPcGzZsWJDTvFRE9VB9VC/VLxsECErLokXObbSRc2uu6VwBLU9blUaPftNP69Gp073u66+TnxQ1jmS99dbzJ4xk62xUF4XHLrvs4o9FU/D/ErurzIY1QGTvvff27y2WHllRzyvVK1sECErL6af7uw933HFhSUm7+OKJPkTOPvtJt3Jl8kdUDz/8sB/lrZPGDTfcEBZXCz22iu48/vKXv/jR59mqTIDMmDHD997LdEBmPtPxqx6qj+qVLQIEpeOtt5xbay3nNtjAufnzw9KStnTpcnfIIQ/4EBk+fHpYXI4ec+ikoxNH9+7ds776rww1mNepUydx52EJD6lMgIimg9H7t9tuu9j3bmlYXBB03Dp+1SOT6W0qQoCgdLRvH7/7uPLKsAQx06cvcG3bDo5d1Q9x7767KCwuZ/z48a527dr+5NG2bVs/pqYqaZxH1FVXm9o8KhNclQ0QDcjcZ599/Gd06dIlq4bnfKDj1XHr+FWPTCbYrAgBgtKgrokKj4YN1WoYluJ/Bg9+y9+FHHroqNjVfeoTtKa90KJTOoFoMGa/fv3MdwTJ6ESnEebRIEF11c2mt1UylQ0Q0WJVW2+9tf+cc845JyzOazpeHbeOP9miW5kgQFD8li2LB4cCJMteJqVG7R/du4/zIXLppc+FxatRD54LL7ww0S6iecX69+/vF3WqDAWRxp9Ec1tp0yDBTMd5pJOLAJHp06cn7sT69u0bFuclHaeOV8et468MAgTFT4+sFB577RWWoAKLFv3oOnQY6UPkiSc+DIsrpOnfo7Ei2tZdd12/Bsl9993nFi5cGO5eIa3DovaVk046yY+Qjz5LA9w0cj6XTjjhBP/ZuZi+XyP0VV99nsI0n+n4op9PLmYWiAKeAEFxUmO5Gs3VeK5GdGRkypR5PkDatx/uPv10cVic1CuvvOKOPfbYxAk12jTOQFOsn3zyybE8vzKx6f8POeSQRK+qaNMdjfbPZXDMnDnTf81o7RdtugrPxdQkzzzzjH+8ps9UAGqQZj7R8ei4dHw6Th1vZegO84wzzvAzAOgzP/roo3CXokeAlIKuXeN3H6edFpYgjeuue9mHyPHHj3W//JJdI7FOMJqoUTP+RiPF022a+Vcj3bU+i8Z55MKbb77pLrvssnKPwrRpMkl9vej/27Vrl/EEgslo3ZSoh1ibNm1iwftpuEuN0HHoeHRcOr7KrO+yYsUKd/PNNyd+prpQSLV0cDEjQIqdBgpqwKAGDmb4GAWrKDSOOWaMDxGtIV4ZCxYs8Fe9ahC/++67/Z2AgkL/r9c10j1XdBekRzXhXY3ugjRNuU6g0XQsGtcSzUCraevVuyvTR24V0ZV406ZN/edtsskmOWnwrwx9fR2HjkfHVZk7haeeeso1adIk8f3UxUG+hGRNIECKmbolxq66Yr/p8alLYDJ37vduzz2HuV13HRQ7MSef6qQmqQvqlClTXI8ePRK9oqKtUaNG7pJLLnGvv/56+LYEPd65+uqrE+0uujPRYlrWbsI//vhjoo1FW8eOHVPOeFwV9PX0daNj0PHouCw+/PBDd9BBByU+q1WrVu7FF18Mdys5BEgx0ySJCo8dd/STJ8LukUfe83ch++9/n/v++/x4tq9HKZMmTfIDGaM5uqJNS/FeccUVWY+sVnfWsid+TSxYmTYYrYqoGYz1WWrT6datW6XuADKhz9fXiXrF6eunW50xGU3lr95qGqWuz9K0/loy2DpmpNgQIMVK07NvuWU8QMaNC0thEE118vrr9jEDlaVHas8//54755x+iccy0aYp6XUXkYsrfc35pcGR0WdrxPusWbPC3TKi0d5abyZqYNeJXZ0Gxo4d60MwF/Q5+jx9bhQc+nr6upZR8hp7o+7N0VLPGuOjR4LplkAuNQRIsdIqewqPAw4IS2D0228rYyfRRa66Z3L/+edf3eTJn7jLL5/se4Q1a3a9q1fvALfWWuu43Xff3Y85ydXYkLLURjJixIjEAEZN3aJHZNb1UNSuovaXKEi0qSG/a9euvp0i2zpof71P749Wl4yCQ1/H2o7zwgsvJNYF0aZQ0txjWB0BUqzmzXOuZ0/nSrBvejH46acV7qmn5vi7nnbthvk7H22aZkWDHIcNe8Z9/nluemmlo8XGevfuneiWXLduXXfHHXeYl7WNBkgq/MreQWnbcMMN3a677uofo6kxv2x3Z/2/Xle59gvfq8/T51pnApgX+5s56qijEp+nGQYq29W32BEggEF0Qh84sOKG6ag8G5rMcdy42bGr56fdHnsMTXzGbrsN8TMEjx37vvv225qbgubjjz92hx9+eOIEqxHYzz2XfqR+KlqbXnc5CgY19oehkGrT/nqf3q/PsVLDuqZzj6bp16PBW2+9NWeP14oZAQIYRCd3TbpY0SDDTAPku++WuUcf/cCdc84E/1nR+xQg5577lB8Fv2RJfjTaRyZPnpzopqvtsMMO8+GSC8uWLfNTi4wZM8Z3b1Y357LdnfW6yrVfLtx///2JXmtqOznzzDMrPQVNKSFAAIPoRK+tR48JYXHKANE0KQ8/PMudccZ4/0gq2lddhS+66Fk3YcJHsavi/O41p0bmO++8M9H2oEZmdRXW465C8MYbb5R7hLbvvvu6d955J9wNaRAghUg9Qfr1c655c+dq1YpvzZo5d8UV6ncY7o0qEJ30dZegf194YV6F5aFBg+IrH0abGsU1YePEiXNjV9W2NoWa9P3338e+B+cm1kbZcsstfcN2Pq0ZX5YGa2o6k2j6Ea0F8sgjj4S7IUMESKF5//1Vs+pWtKlM+6BKRQEwb95i30ahqd/LTnWSLEBuueU1P0lj375TfOhkOz1KvtJaKPvvv3/iil4N3eoKnC+WL1/u/vnPfyZmDVYjvBaQ0uuwI0AKidbw0KBABUWLFpoCVV1a1Aro3LPPOteyZbxM+7DeR5UqGxADBrzq/3vIkFUTVSYLkGI3btw4P/gwCpLjjz++Umtt5ILGh2y//fb+eHTnceKJJ+ZsnrFSR4AUkltvjQfEzjvHgyOk13baKb7PwIFhKXKobECo91THjvf6NowFC+I/l1INENH0JxqbEk3UqHEZV111Vc4avjP17rvvxu72OiTCTGvHp5rOBdkjQArJ3nvHw0ErCyajxaK0zz77hCXIoTAgRo+OT3XSq9ekCstLkQbynXrqqX6CRp3ANWHjQ6l+d3NEa6qcffbZiXaZrbbayq/Jkq/tMoWMAHHxWVI1iCgX26exbXFsWxnbXGW333935dStGw+HRSnW6o7Vxe+z6aZhCXIoDAitYhjN2vvGG1+sVl7KNJ38XnvtlbgTaN++vXv77bfD3SpNAxsHxu68oyleNPBR09hbBxYivZIPEK1pHfXIyMW2QWy7IrYtWaNMw7Z1u+ii8gcbu6Lyr6caAazBT9pH+6LKVBQQUXAcffToCstL3ahRo/x08vo70V3J6aefHrsWSnExlIVnn33WTyAZ/R0eeeSRJblCYHVbI3yh1Bx33HH+F069M7R2QmW3nWPbTbHtv7HNVWZr3Ni5cJW4TO5ANP+P9uEOpEolC4gLLng2UVZRealTO0i/fv0S82Fpcacbb7zRPOpbM+926dIlERzNmzf309qjeqwRvlBKtOiO7j7U2GedeK1a0QaSN5IFxPz5S93uu68aUY6KffbZZ34SxOjEr9USx48fH+6WlGbYvSh2h64BjHq/Zs295557/ABHVJ+SDRDN56++6vrlu+GGG8Li/BT1wtpll3jX3ZBeU5n2oRdWlUoVEJofK1U5Vnn5ZS0ZHF9qVtuBBx6Ycjp6/d1qmeBo/ROt06GZd7VuB6pfyQaIRsvqF1B91q2rrlU7BUTseH1AtG4dH/uh1zTmY9Kk+GsqYxwICohCYdiwYa5evXqJUOjZs6cf5V6WluFtHfsdj8Kmc+fOKcMGVa8kA0Tz9WjKBf0SauBTQdEo8wYN4kFR0aYyRqKjAEULT5V9LKW149UYHrVVamvcuLGbMGH1+cdQ/UoyQHr16uV/EQ8o1MWWdLvet298/qsNNohvTZsyFxaKwpw5c9yhhx6aCIxoHIka3AcMGGBucEfulVyAaNpp9Q/XICPN3wMgP02cODGxpOyxxx7rvv7663AX1LCSCxCtXaBfSM0gCiC/afT4PA2qRV4qqQCZNGmSDw+tYWBd1xkAEFcyAaJpDqJV1LQQDgCgckomQG6//XYfHs2aNWOwEQDkQEkEiB5X1a1b1wfIc889FxYDAAxKIkB69Ojhw+Pwww8PiwAARkUfILNmzfJddtV1d+7cuWExAMCo6AOkU6dO/u6jd+/eYREAoBKKOkAef/xxHx7169f305cAAHKnaANEEyQ2atTIB8iIESPCYgBAJRVtgPTv39+HR9u2bVkLGQCqQFEGiNY41wqDWixq6tSpYTEAIAeKMkBOOeUUf/dxwgknhEUAgBwpugCZNm2an/65Vq1a7vPPPw+LAQA5UlQBoraOdu3a+buPq6++OiwGAORQUQXIqFGjfHhsu+22btmyZWExACCHiiZAfvrpJ9egQQMfIKNHjw6LAQA5VjQB0rdvXx8ee++9d1gEAKgCRREgn332mVt//fV94/n06dPDYgBAFSiKANF6ybr76N69e1gEAKgiBR8gL730kh8wWKdOHff111+HxQCAKlLQAbJy5UrXqlUrf/dx0003hcUAgCpU0AHyxBNP+PBo0qSJW7FiRVgMAKhCBR0gajDfd9993YsvvhgWAQCqWEEHCACg5hAgAACTnAWI2iK0JZOuHABQWHJ2Rk8XEOnKK/Lrr7+6kSNHus6dO7t69eq5ddZZx//bpk0bd8EFF7gZM2aEbwEAVJPszugppAuIdOWhr776yu22226J9yXbAAA1I2dn4HQn9HTlZalLru4ytP8222zj7rnnHjdv3jy/zvk333zj3n77bXfrrbe6Fi1ahG8FAFSTzM7oGUgXEOnKyxo8eLDfV9OyL1q0KCwGAOSBzM7oGQgfLSXbMtGxY0e/73333RcWAQDyRGZn9AyEQZFsy8Smm27q9124cGFYBADIE5md0TOQLiDSlZe19tpr+33VCwsAkJ8yO6NnIF1ApCsvizsQAMh/mZ3RM5AuIMqWT5061a/hoR5WG2ywgWvcuLG79NJL3ZIlS3x5hw4d/L60gQBA/kp+xs9SNgGy5557+gGCs2fPdsuXL/dddM866yzfeC6DBg3y+2633Xas8QEAeSr5GT9L2QRIRRYvXuyXpRWN94jW+WjQoIEPlE8//dSPD/n222/9LLwDBw50LVu2DD4FAFBdkp/Rs5QuIJKVa1Go+fPnu/POO88dddRRide/+OKLxGDCVBsAoGbU6Bm4bBDstNNO7rvvvitXrjuO4cOHuwMOOMBtscUWfi4s/atgufDCC90777xTbn8AQPWp0QARhcTMmTPd/vvv77p16xYWAwDyVI0HSESTJ9auXTt8GQCQp/ImQNQTS+M/AACFoUYCpFOnTm7SpEl+Zt0ffvjBjwtR197evXuHuwIA8lSNBMjkyZN9w/jGG2/s6tat69f9GDp0qPv999/DXQEAeapGAgQAUPgIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/D5/jufyWoIXZAAAAAElFTkSuQmCC)
PN: 4H23-3-V4
CAS: 367500-93-4
Molecule Weight: 208.192
Formula: C10H9FN2O2
![Ethyl 6-bromo-8-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-B-0B
CAS: 1260763-32-3
Molecule Weight: 287.088
Formula: C10H8BrFN2O2
![Ethyl 6-fluoroimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-3-7Y
CAS: 1359655-87-0
Molecule Weight: 208.192
Formula: C10H9FN2O2
![8-Fluoroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-5N
CAS: 1020034-56-3
Molecule Weight: 180.138
Formula: C8H5FN2O2
![Ethyl 7-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-2E
CAS: 1260798-14-8
Molecule Weight: 208.192
Formula: C10H9FN2O2
![Ethyl 3-bromo-8-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-B-0C
CAS: 2379918-40-6
Molecule Weight: 287.088
Formula: C10H8BrFN2O2
![Ethyl imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-20
CAS: 38922-77-9
Molecule Weight: 190.202
Formula: C10H10N2O2
TSCA: Not listed on TSCA inventory