![Imidazo[1,2-a]pyridine-8-carboxylic acid ethyl ester](data:image/png;base64,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)
| Product Number | 4H23-1-MJ |
| CAS | 158020-74-7 |
| MDL Number | MFCD10698079 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-1-MJ
CAS: 158020-74-7
Molecule Weight: 190.202
Formula: C10H10N2O2
![Methyl imidazo[1,2-a]pyridine-8-carboxylate](data:image/png;base64,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)
PN: 4H23-1-09
CAS: 133427-07-3
Molecule Weight: 176.175
Formula: C9H8N2O2
![Ethyl imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABlBAAAZQQEmsvDLAAACJnpUWHRtb2xTb3VyY2UAAHichZTra+MwDMD/FeHPN7/yLk1H2RgcbHdw2+C+DTdxu0ATjyR9/fcn59E1bS+lSWVL+smxJHt6v8/XsNVllZkiJoJyArpITJoVq5i8vz3dheR+Nk3QCR2LKiafdf01YWy329HkU+dqbwqamJy09sm+ygY+O4eacsUk54L9fXl+bZi7rKhqVSQaqSqbVI3y2SSqbr7iP0uwXJXbrGCtO8vLbRvtQ3L7cLqvUvK9lwe0zRGFZbbWsDRlrmrYSk7x4T9gpQtdqlqnsDig2qEu7n02fXk0ySbXRY1DGyFL1Pq1LjcJKnKz1skGg+Hg52NMcoGAqk0+L0t1ADuyaiVASVAOKBeUB8oHFYAKQUWgBMcX7QIdBHoIF/O91nbBt8OXxq+GB/jdve3vV/+PyZIxCWkkPQ6dCKgXYZxOdEqfSi/we+Gi0onAQRcuQVIhPR8ElZK7/ayztZ4EDs0y0pEhxvAjFB5aULjUCVE41BffQlIeoBDU4aczL/IjnIVuw/EwDHqgjYKpY8fczaYLU6QnQ8jSmCwEaZL6Ry8r2eWVgClTXWKr2gDW9RSQQ8BWYRxwhoCt2TjgDgFb4SMgrwHeBeCPr+APAds9R2B+DQiGgO21cSAcArYzx4FoCDR9PE5Y+6B0Td/fYM7L3ZyTG8xZxdtzdYNxLrdzCzkre390RxnvopDXEXbS+6y/Y3B4cf+wk8uJ4ZU8+wdbAK+/iKdX7gAAPCNJREFUeF7t3QncVXPix3FLRmllKsq+ZhnrVLI0NBklIUvJkl0qDJGlMCbbMCayNJaoLAnJliiUyq4SEqJUhFG0KRXx+z/f8/zP6dzfs937u+fe555zP+/X67zoOb+7nPM893zv+a3rGQAAHKxn/wAAgHQQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAOBo6dKl5o477jBHHXWU2XbbbU3t2rVNzZo1zTbbbGOOP/54M2zYMLN69Wr7YWa99dbztnRlWj5fCu8dAUAM3HnnnaZ+/frBxb2irUmTJuapp55KeWymgZBp+XwpvHcEAAWue/fu3gV9gw02MJ07dzajRo0yX3/9tXe3sXjxYjN16lTTr18/07hx43Iv/uX9rDKZls+XwntHAFDAbr/9du9i3rBhQzNp0iR7dwqFyWmnnVbm4p9pIGRaPl8K7x0BQIH68ccfTd26db07j4kTJ9q7K9S3b9+Uf2caCJmWz5fCe0cAUKAGDBjgXcjVQJ6NTAMh0/L5UnjvCAAKVPv27b0Ludo8spFpIGRaPl8K7x0BQIHaaqutvAv5V199Ze/KiB8ImW6FpvDeEQAUqFq1ankX8lWrVtm7MmIHQ7pboSm8dwQABSrqAElXpuXzpfDeEQAUqKirsNKVafl8Kbx3BAAFqlAa0WfMmOF1DW7evLnZbLPNzMYbb2x22mkn07NnTzN//vzQI3Mr/SMAgCJXKN14/X+Xt2l6lWnTpoUenTvpHwEAFDnXgYSa1iTMDoSq2OVbtGhh7r77bvPBBx+YFStWeO9r3LhxZu+99/bKtW7dOvTo3En/CAAAwV2IpjKZPHmyvTvFkiVLzOmnn14mLOxAqEq65WfPnu2VU2N/PlT9jgAAKc466yzvQq07kS5duphnnnnGLFiwwJtMUaGhKqRrrrnGbLHFFuVe/Mv7WWXSLa/2D5Xbbrvt7F05UfU7AgCUoUkV69WrF1zcK9qaNm1aptE93UDwVVVe65JoYsdWrVp55TTVfD5U/I4AAJXSbLsKkiOPPNJsvfXWZpNNNgkWlDruuOPMQw89ZNasWWM/rMpAsFVU3g6rXXbZxQwZMsQuljNl3xEAIBbsAKlTp465+OKLyw2tXCBAACDm/F5Y++67rxckl1xyiV0kJwgQAEiIuXPnegGixvt8IEAAICFmzZrlBUjt2rXtXTlBgABAzBx44IHmySefNHPmzPHaOxYuXGhGjx5t/vSnP3kB0q5dO/shOUGAAEDM2I3n4e2Pf/yjmTlzpv2QnCBAACAimuQwHz2gpk6darp372523XVXr9uwqqz23HNP06dPH/Ptt9/axXOGAAGACFx99dXeHUDHjh3tXYlFgABABPyp3vPVA6oQECAAEAECBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7atWvnBcjmm29u70osAgQAsjR+/HhTp04dL0A23nhje3diESAA4GjOnDnm2GOP9YLD3+rVq2cXSywCBAAytHz5ctO3b1/vbsMPjg022MC0bdvWzJo1yy6eWAQIAKTp999/N8OGDTNNmjRJues46KCDzNSpU+3iiUeAAEAa3nrrLdOyZcuU4Nh6663N8OHD7aJFgwABgEosWLDAnHrqqWb99dcPgqNWrVrm2muvNStXrrSLFxUCBADKsWrVKnPdddeZ2rVrp9x1dO3a1cyfP98uXpQIEACwPPnkk2a77bZLCY799tvPTJ482S5a1AgQAPh/06dPN4ccckhKcDRu3Ng88MAD5rfffrOLFz0CBEDRW7RokTn33HPNhhtuGATHH/7wB9OnTx+zbNkyuzj+HwECoGj98ssvZsCAAaZBgwYpdx0dO3Y0n3/+uV0cFgIEQFEaP2aMadasWUpw7LbbbmbcuHF2UVSAAAFQVH757DPzfPv25vBQcGy66abmjjvuML/++qtdHJUgQAAUhyVLjOnd25iNNjITS0LjUt1x1KhhevbsaX744Qe7NNJAgABItrVrjbnvPmMaNiy54q3nbT+WbGP/+lcz76OP7NLIAAECILlee82YvfcOgsPbdtjBmKeftkvCAQECIHnmzjXmhBNSg6NuXWNuusmYNWvs0nBEgABIjhUrjLn6amNq1lwXHOuvb8zppxvz7bd2aWSJAAGQDA8/bMyWW6bedRxwgDHvvmuXREQIEADx9s47xrRqlRocCpJHHrFLImIECIB4UpXUaaeVVlH5waGqK1VhqSoLOUeAAIiX1auNufFGY+rUSb3r6Ny5tPEceUOAAIiPUaNKu+GGg2OffYyZONEuiTwgQAAUvk8+MaZNm9TgaNSodICgBgqiWhAgAHLryy+NueoqY1q2NKZxY28qEe/ir3/362fMnDn2I1L9/ntpeT849HhNSaKpSVCtCBAAuaEFmPr2Lb3gh+8c7E37r7yytHx5FCB77FFa9ogjjPnsM7sEqgkBAiB6uugff3zpRV+9pE46yZgXXzTm+++1CIcxCxca89JLxpx88rpeVCqvx5Xn558JjgJEgACInnpJKRTq1zfmlVfsvalefdWYevVKy+txiA0CBEC0Fi0yZpNNSgNh9Gh7b/lUTuX1OD0esUCAAIjWv/+9rr0iE+3blz5Oj0csECAAotWuXWkQPP64vadyI0aUPk5BglggQABEa6utSoNg3jx7T+U0ilyP0+MRCwQIgGj5U6mr51QmVF6Pq1XL3oMCRYAAiBYBUjQIEADR8tfkoAor8QgQANE6/HC3RnSV1+PUCI9YIEAAROuWW0qDoEMHe0/l1O2XbryxQoAAiJamKVE7hqYo0fQl6RgzZl37hx6PWCBAAESvf//SQGjQwJgJE+y9qV57rbScyl9/vb0XBYwAARA9zazbqVNpKGywgTGnnGLM2LGldxeaTFHTlYwbZ0y3bqX7VU7lK5qRFwWJAAGQG1ro6bLLqp7OvUaN0nIsDBU7BAiA3Jo9u3RdkBYtjGnYsDQw9N/mzUvXAdF+xBIBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAA8kvrn3/4of1TxBABAiB//GVrNefV4sX2XsQMAQIgf/71r3Uj0D/91N6LmCFAAOQPAZIoBAiA/CFAEoUAAZA/BEiiECAA8ocASRQCBED+ECCJQoAAyB8CJFEIEAD5Q4AkCgECIH8IkEQhQADkDwGSKAQIgPwhQBKFAAGQPwRIohAgAPKHAEkUAgRA/hAgiUKAAMgfAiRRCBAA+UOAJAoBAiB/CJBEIUAA5A8BkigECID8IUAShQABkD8ESKIQIADyhwBJFAIEQP4QIIlCgADIHwIkUQgQAHnzXUmATC0JD22rCJDYI0AA5M0rJQFyUUl4aPsfARJ7BAiAvBlYEiB/LAkPbZ8TILFHgADIm3+VBMh6JeGh7VMCJPYIEAB5Q4AkCwECIG8IkGQhQADkDQGSLAQIgLwhQJKFAAGQNwRIshAgAPKGAEkWAgRA3hAgyUKAAMgbAiRZCBAAeUOAJAsBAiBvCJBkIUAA5A0BkiwECIC8ufjii4MAeeihh+zdiBkCBEDedOrUKQgQbSeccIL58ssv7WKICQIEQN5cd911KQGirWbNmuaqq64yK1assIujwBEgAPIm3Aayzz77pATJlltuaR5++GH7IShgBAiAvLEb0R955BGz1VZbpQRJq1atzDvvvGM/FAWIAAGQN3aAiKqurrnmGq8qy9+3/vrrm9NOO81888031jOgkBAgiK1x48aZ888/3/zvf/+zd6FA3XDDDWUCxDd37lzTuXPnlLuROnXqeI9ZvXp1SlkUBgIEsfPjjz+aCy64wPuWqovMJptsYh544AHz22+/2UVRQF566SXTqFGjIBzeffddu4hn4sSJZdpHtt9+e/PUU0/ZRVHNCBDExq+//mruvvtus9lmm6VcXPxtv/32M5MnT7Yfhmo2a9Ys06FDh5Tf1YYbbuh9EaiIvgzcf//9KYGjrU2bNubDDz+0i6OaECCIhVdffdXsscceKReTnXbayZxyyimmdu3aKT/v2rWrmT9/vv0UyDNVLfbq1ctstNFGKcHRrVs3M2/ePLt4uZYuXWouueSSMs/Ro0cP88MPP9jFkWcECAra7NmzzTHHHJMSEPXq1TP//ve/zZo1a7wyCxYsMKeeempQpaWtVq1a5tprrzUrV660nhG5pruHQYMGeRf68O/t0EMPdb57KO8uZtNNNzUDBw707kxRPQgQFKTly5ebK6+80my88cbBBWODDTYwZ599tvn+++/t4p633nrLtGzZMuUis/XWW5vhw4fbRZEjkyZNKtN+oa1u3bpe9WO2F3u1ozRr1izluXfddVczduxYuyjygABBQfn999/N0KFDzRZbbJFykTj44IPNtGnT7OJl6PHDhg0zTZo0SXn8QQcdZKZMmWIXR0RUJdWlS5eUc667wD/+8Y8pP1M1pKojs/HLL7+Y2267zTRo0CDluY888kjvTgX5Q4CgYLz55pumefPmKReFbbbZxowYMcIuWqWffvrJ9O3bt8wdzJlnnkm33whVNYZD1YyqblS1Y/j3qmpJVU9mY9GiRaZ79+4pVWV/+MMfzKWXXmqWL11qF0cOECCodl9//bXXGB6+wKhr7j//+U/z888/28UzMmfOHHPsscemPLcuZjfffHPQhgI35Y0i33///csdRa5qR1U/KsT9sgp3VVOqujIbH3zwgde+En4fXRo1MjMHD1aDjF0cESJAUG0UDv379y/Ti+qkk04yX331lV08K+PHjzd77rlnyuuoF9dzzz1nF0UV3nvvPXPAAQeknMumTZt607OrCrEyqoZUdWT4saquVLVlVY+tysiRI812221ndil5zj4l2+SSzey7rxpm7KKICAGCavH444+bbbfdNuVC8uc//9m88cYbdtHIrF271vz3v/8tUy9/2GGHmZkzZ9rFYfn222/NGWeckdLbTXcRmklXVYaZULWkqifDv4cWLVp41ZjZ0Ij1kddfb4bXqWOWKED87cQT1VBjF0eWCBDk1fTpH5q//OUvKReOzTff3Dz44IN5G0m+ePFi8/e//z1lbEGNGjW80e2VDW4rVqrqu+mmm7yeVOHf2/HHH5/VWh66A1U1paorw8+r6kxVa2bjlwULjOnWzZSk3boQqVXLmH/8wxi6dkem6AJEvUUuu+yyrBvwkJnFi1eayy+/z2y66bpqJDV4Xn755WbZsmV28bz45JNPzN/+9reUi5dGuUfR3TQpnn76abPjjjumnKO99trLvPbaa3ZRZ6quVLVl+DVUranqzVWrVtnFM/P228bsv/+6ENG21VbGPPqoXRIOiipA9E2qfv36wR9p69atve6AjFrOnV9//c088siH5pBDhppddrm05G7jb6Zmzc3N0Ucfbb744gu7eLV4/vnnzc4775xyAYuiu2mczZgxw/z1r39NOScNGzY09957r1cVmAuvv/66V40Zfk1Vc6q6MytqW9HyuU2bpgbJgQcaQ9furBRVgPTu3TvljzO8aQCapprmziQ6r78+3xx77OMlF4X7vG3vvQeUfOPvayZOLNtLp7r53U3DXzC0RdHdNE40PYimH1GVnn8OVNWntcyXLFliF4+cqjFVnalqzfDvQdWe77//vl08M2qn6dfPmI03XhciG2xgzBlnGPPdd3ZppKFoAmTMmDFB45+qKXRhsOte/W3vvff2bp9VxYHMzZ27xFxwwZggOLS1aTOs5JvkjJJvr/lp53BVXndTVbVdccUVWXc3LWSqsrvzzjvLTFTZvn37MtOu54OqNVW9qXPvvxeN9zjnnHPMwoUL7eKZUbvNccel3o3UravFSvRNwi6NShRFgKj3SOPGjYM/Qk23IGrEGzVqlDePkt1A6G+aNuHqq6/O/ttPEVi+fI35z3/eNPvvPzgIjpYtB5ubb3695IIQr/UcKupuOmTIkKy7mxaal19+2ey2224px7rLLruYF154wS6ad6rmVHVn+L3pLvE///mPNyI9KxMmGLPnnqlBsuOOxjz7rF0SFUh8gOiWONxQ+g/1wiiHuv/pLkUjle1vYf62ww47eN+K3lbDHAK//fa7eeqpmaZt24dS7jp69nzBzJ4d715N5XU31Wj5bLubFgJdnI866qjcXJwj9sorr5jdd9895b0q5F7KNuTUnnPPPcY0bJgaJG3bGvPxx3ZpWBIfIBpx7P/BaT6kdBoAdTuvBlRNk2DXxfqbJulTV1DdzSTtG2kmpkz5xnTtOjIlOI45ZoR57bW5dtHYymV30+qg6iH1RMxJ9VAOlVfN1qJke6xdO7M622q2xYuNuegiYzbaaF2I1KhhzPnnawUzuzT+X6IDRCue+X39NfWzS28r3cFohbQLL7ywzLQN/qaqjfPOO88LnWLp/vnNN8tLLkIvpwRH69ZDzNCh00u+vRZ2O4er8rqbKlTUXpbtlCv5UFkD9fTp0+3iBUtjddTQ36TkAn9Wyft/tmT7XRd+BUC2Df0KopJACkJEW0lgGYf52IpBYgNE37LC/dc1zUEUNGW4vr1piU07SLRplLOqwcaOHV9yIU1emKxc+YsZNEhTWTwQBEeLFveXfEN/zfzwQ3EM0NJo+Zx0N82hirrIPvHEE3bR2PhyxgzzVNu2Zk74Yq+qKFVJpVHTUKnRo43ZeefU50UZiQ2Q8OR8qorKBTW0qoHdXp9AW/36fzJ77HGu6ddvjJkwYa5ZvTreYaJauhdemGXat38k5a7jzDOfNTNnFm61R65U9m2+kDpc6K7bvmvSIL3rrrsu+0F6heKZZ0obv/2Lvba99iptJM+G2oFuvdWUfMBLu/+ijEQGiNaD8D8sanjLx6p0mktJVRkapVujRu2SLywHm512uiC40B588IPmiiteKbkz+cL8/HO8wuSjj743p5/+TEpwHHHEo+bFF3M/EFC/O1Wv6Juyzq/mYtKmtbE1A+shhxzi/Vf/9vepnMrrcbn+3ee0u2kWktZuUyV1v1U3XHXHDQfJ8ceXdttFTiQuQD7//POgS67WKHBdQjMbc+bMM3fe+aTp3PmelIuuv6n6p3fvsd43enV9LVQLF64011wzwTRvvu69H3jgg+bee6eUfHvNTQhqnipVN/bs2dNbaS588XPd9Dx6Pj2vnj8XctrdNEOPPfZYmZ5jUUxUGAsaEKiBgRoguN7/h4gGDl51VelAQkQqUQGi0cThet677rrLLpJ33377kxk+/CNz9tnPpVyI/a1Vq8Hm/PPHmGef/bTk4uZepRB+znR6QPlly7NmzVrz4IPve43i4ee98spXvOOJmkY/a/4pe4rwyjZdIDV1t7/ZF8zKNr2OXk+vG7WKupvmY0zF1KlTyx27EsVU6bHz3nulU5WsF7ob0VQmmtIkynOhuxuFU8uWxjRuXNqLq1Gj0n+r2mvOHPsRiZKoANFKZP4HR98GC42+0T/55Exz3nmjvYZnO0z0M+1TGZXNRPh5OnUaUWVPqMoCpFu3p1Oe7+STR5lp0761i2XtxRdf9BZ7Clf/hDeNu9HKdrfccot55plnvGrCqnq5ab/Kqbwep8freezn1qbX1evrfURJ70FfXuzxRO3atcvJqG6tsHjWWWflZLGm2NOkiZo8cb1QkGhyxWzHcmnm6L59U7v9lrdpf8nvIakLWyUmQF566aVgqpItt9wyJ98uo6S7Dd11aMoP3YXYYaK7Fd216O4lnW/9/uM6d37S+++jj1ZedVdRgGhQ4F/+MtTbd9hhD5VciD/1fhYVfRPWDK/77bdfysVVm+rr1eCrxum5c+faD82Knk/Pq+e32wW06f3ofUX5TV3dTc8///wy80pddNFFkVSlVbRcbKdOnYpq/q4qqR3smmtKp3P3L+ya5l3TvX/zjV26avobUduK/zwlf1NGX0K+/7604V1tXyXXo5JvXuumk1f5CP+2CkUiAuS7774LesOoATPKqabzQe0gag9Ru0i4e2x4013BkCHTzVdflT/1uV/uzTe/8v576KFDzdKlFVeJVRQgol5VI0bMMD/9FG37zOjRo82f/vSnlIudQl+N4KpmyXRRIld6Hb2eXje8OJI2vT+9zyh9/PHHpm3btimvo5lt77nnnrQGtpZHMwhrRUX7vRfzDMJV0oJSXbqk3iHUqWPMDTdoKgq7dMVuvLH0sfXrq87S3ptKv4+SgPfK63EJE/sA0TfGww8/PPgQqVttnKmHlnpqqb1BPbfsINGmKiV7ipBwIFx44Yve/99yS8Wr+1UWIFHTGiz6Vhy+2Omb+Omnn24+++wzu3he6fX1PsKLS2nT+9X7jpKq1cpbW2NCBt1NVT1nr2GisUeDBg1yDqOio7nwtNStLur+tv32xjz1lF2yrEWLTMktbOlj0v2ioXIqr8fp8QkS+wDRLbz/QTrwwAOrrCOPE40d0RgS9YTyq5X87fbbU+tww4Hw5ZdLvEkMten/y5OPANFYCf1+wmueqzpHo/azWckuF/R+9L7C1U1633r/Ua6UqGonLRtgT9553HHHVXpOVOWl2RDC70//r59FUR1WdPQ7HTy4tME7HCQl4WwqGx9T8vfglTviCHtP5dq3L32cHp8gsQ6QKVOmBA2wDRo0iLzevJCoUfyNN+ab/v0ner227GCwA0F3H/q37kbKY5ePmqZFt78pay6y6uhWnQm9P73P8PvWceh4oqRqV41ZsRu++/Xrl1KVp7sK3V3Y67jrPbGOewSWLlXvG1NyIVkXIq+/bpdax5/mJNNZBzQVih6nIEmQ2AaIepeE64BzMSWDBom988475oEHHjB9+vTxPvCqyw4PYDvssMO8n2u/Gmk1/1Z19HyxA0HTp2sNDv3srbfKDhyzy0dJbVBNmjQJfjfqjaRzE2UDdS7pfer9hntR6Xhy0bb23nvveXfO4XBo2rSpeeihh7z2DLvNSH/zzz33nP00yNasWZq+wphzz618TRC/R1em1Zv6cqvH6fEJEtsA6datW/Ch0qjfqGh2XbWjtGrVymuQD394091UtaD++BoRrUDJh/ICQT249DP1zLJ7UpVXPgpqGA6fN10cNQlhHOl9hy/uOi4dXy48+uijFU7WqU09rdQtWVVgqEY1a5YGQaaTZ6q8HqeeYAkSywB5+OGHgw+WRhlnO12F6p61Togml7M/uPamLsLhAWz6t13G3rRYz6233ur118+V8gJB65H7S8qOHJla3VFe+Wxp6gz/mNW7SZNOxr1NSu9fxxHuraXjzAX9HevvMDwuRq+rMR65/NtBBgiQFLELEE0ZEZ6q5IMPPrCLpG3GjBnmxBNPTKmH9jdVX3Tu3NnccccdZuzYsWbBggX2w1NofiGNRRk4cKA3OM3um69Nddxq9NQKiVGrKBAmTZrn/VyLPYW75VZU3oUamTVVSPg4o5r9uFDoeHRc/jHqeKNsXA976qmngte55JJL7N2oTiVfGL0goArLE6sA0ZxCmtPH/3Dp4u5Cje0KB3sMgKZ9UFuG6qWzpcZPTfutC40a+MOvo+DTt9oVK1bYD3NWWSD06lW6PvnAget6blVWPlPh8FBwZtItNU50XOEvBjruXNCSAf5r3HvvvfZuVKfDD3drRFd5PU6N8AkSqwDRRdf/YHXs2NHeXSUFkFYotEciq55bDZO5qm7RtNkauKY5kcKvqyqzqKbRqCwQNGZE06RoxPvXX5cORKysfCbC1VZad76QpjLPBR2fjtM/5lxUZxEgBeyWW0qDoEMHe0/l1O1Xj6Mbb/UYN25cUNWkXiqLMhyQM2vWLLPPPvuUCY58jtzVXYl616jtJPw+zj33XG9N9mxUFQg33jjZ269VBKWq8ulQg7J/DPpmnvTw8Ok4w3ciUTesEyAFTNOUqB1DU5Sk++VvzJh17R/VOMV/LsQiQNSAqOolfaAUIuPHj7eLVGrEiBEpA7fUp37IkCF2sbxR1ZXqtsO9lZo3b+605K6vqkDQ3FuHHDLUK6OJEasqXxV1afXfv9oGklptVREdr98mEvX0OQRIgevfvzQQGjSoetEq/V2onMpff729N/YKPkDUJ799+/bBB0oDrTJxxRVXBI/VphG/hTLRotpawncjjRo18qbkdpFOIDz88IdemVNOGZVW+YpoUJ3uAvWe1Y6UtAbzdOm4/XY0nY+oBhsSIAVOnSc6dSoNBa07ovEjY8eW3l1oMkXVjowbVzpZo78uicrnqNNFdSr4ANGCPP6HSWMz0m2nUHWRBvj5j1XXSPWQKjSasTUckFqESI3vmUonEDSa/ZhjRgRlqypfHvU8Co8w12p8xUzH758LnZcoemYRIDGgeccuu6zq6dxr1Cgtl9B5ygo6QPRt3O8TrwtrZXMFhSk81JXW/xCqS67LRTlfdNHRtN/++9UcTJMnT7aLVSrdQNDcWtkESHjuMU35kW6gJ5WOPzz1ic5PtgiQGNG0+VoXpEULYxo2LA0M/bd589J1QBI+rX7BBojmA9p5552DD5LaMdJ15plnBo/TQD9Npx0HWgAoHHrVPVOtTW00/sSIakeK6wjzqOk8+HNV6fxk05YlBAjiomADRFNs+x8ijcRNV7jNQ+ERtwkWwyGilfQWFlCvjfCU7JorCuvofPjnRucpGwQI4qIgA2T48OHBB6hZs2ZpD7jTXYr/OH2Dj8udR5g6DZx88snBcWgZ1EKYhFCLLPnvSVU2hfCeConOR7gqK5tFqQgQxEXBBcicOXOCPvbqJpnu2AKN8/C76qrdpJDbPKqiMSHhSfwGDBhgF8krXRz9WWE1UWShT8leXXRe/PU6dL5cQ5YAQVwUVIBopHjLli2DD8/tt99uFymXHhceJFiIva0ypao3fwoUBelHH31kF8kbrRXun1stuoSK6fz450rnzQUBgrgoqAAJt18ceeSRaX+D0/Qk/uM0ziMpwlVyWnukuvz5z3/23oOWfU23J1yx0vnxl8fVeXNBgCAuCiZAXnnllWCqEi3ek27jsb6p+z2DGjZsWDCDBKNy1FFHBRcT10WzNBeWxoC40AzD/uurYwOqFu4AovOXKQIEcVEQAaKw8FewU4goTNJ1wgknBB+26pyeJFc0fb0/ZYZGrau6LhODBr3njffo3XusvSst/nga/V4KrVtxodJ58r8M6fxligBBXFR7gKiaqkOHDsEHRt1Y06X1PPwPqhqd063yipvwaGdNxpgJrZ+uAGnX7hF7V5V0N+cP5GzTpo29G5XQ+dJ50/nL9K6YAEFcVHuAqKHc/7Dsv//+GX3D1mJQ/mPzOatuvmkyyVq1annHmWnvnmwC5O677w7Or6ajR/p0vvxzp/OYCQIEcVGtAaIuun71jLruqgtvutRYGb77SLoePXoEFxVNbZ+ubAJEc4/p9dTGtHz5cns3KqHz5bfN6TxmggBBXFRbgGhwoAYJ+h8UDR7MxLXXXhs8VotBJZ3GufjH202zfKbJNUBU7eIHdNeuXe3dSIPOm86fzmMm1VgECOKi2gIkPF+VZs3NhKpw/GnQtU5IsUzo54+R0YDJlStX2rvL5Rog4XW5mbbETXh6E53PdBEgiItqCZDw+AYt86qJEzOhmWr9x2sN82KhAZL+cae7BodrgPTq1St4LXWVRuZ03vxzqPOZLgIEcZH3AFHbhaZm14dD7R/Tpk2zi1Tp6quvDj5gU6ZMsXcnlmZ99Y+7Z8+e9u5yuQbIrrvu6r2OJnSEO50/nUedz3QRIIiLvAaIqpr8hlltrnM8+c+hKbSjWMAnTnbccUfv2HfbbTd7V7lcAkTVY377B4MHs+MPKtT5TLfakQBBXOQ1QPr27Rt8MI444oiMuqP6li1bFkxY17lzZ3t34p199tnesWsp1XSWUHUJkOnTpwe/J00TA3fhaXZ0XtNBgCAu8hYg48ePD77VquE7nYtfed58883gw5WESRMzNXjw4OD4dU6r4hIgjz/+ePAazzzzjL0bGdD588+lzms6CBDERV4CZNGiRaZp06beB0Ih8vLLL9tF0hbu2ZLN88TVpEmTguO/55577N1luARI//79g9f49NNP7d3IgM6ffy51XtNBgCAu8hIgHTt2DD4QmpYjG5dddlnwXMW4pKpGpfvH37t3b3t3GS4Bcs455wSvsWbNGns3MqDz559Lndd0ECCIi5wHyB133BF8GFq0aJHRVCXl8QdnqQeXSxtKEvjTmnTp0sXeVYZLgPhTxOh1kD3/96Xzmg4CBHGR0wB59913g8n4NFXJ7Nmz7SIZ0zoher5GjRrZu4rG5ptv7p0DdUSoikuA+JNbNm7c2N4FBzqPOp86r+kgQBAXOQ0Q/5uXtkceSf8CVpnWrVt7z1fM4xP8rrwHH3ywvasMlwDxz7FeB9nzf186r+kgQBAXOQ2QDTfc0PsQqMupek9FwV8dT7PSFqs999zTOwfprHjnEiD+OdbrIHuZ/L6EAEFc5DRA9Mev8NAHYdtttzVLliyxi2SMOxDuQOKGOxAkVU4DRC644ILgwxDFwD/aQGgDiRvaQJBUOQ+QVatWmb322iv4QNx///12kYz4vbDUOE8vrNz2wqpZs6a9Cw50HnU+6YWFpMl5gMgnn3xiNtlkE+8Dof/q367C40Dmz59v70687777Ljj+fIwDWb16tb0bGdD5888l40CQNHkJENGdh/+h2HvvvZ0vTEOGDAmeJ5OV+ZJi4sSJGV1cXAIkPBI9m7BH6Zcn/1wyEh1Jk7cAkRNOOCH4YFx44YX27rS8/fbbwXPcdttt9u7Eu++++4LjnzBhgr27DJcAeeKJJ4LXePrpp+3dyIDOn38udV7TQYAgLvIaIOqFpd5Y+mCod9bzzz9vF6mS1preaKONvOc49thj7d2J508PrvO3cOFCe3cZp59+u9lhh3NNq1bpL7z14YcfBhewm266yd6NDOj8+edS5zUdBAjiIq8BIm+88UYwHXvDhg3NggUL7CJVUvdVPb5BgwZm7dq19u5E8wM43XEwxx3Xo+Q87W2aNWtr76rQzz//HMycfOqpp9q7kQGdP51HnU+d13QQIIiLvAeIhOvY27Rpk/GiUOHHK5CKhaaC8Y873SrAww8/3CvfpEkTe1el9thjD+9xCiy48wNf5zNdBAjioloCRIFxyCGHBB+SG264wS5SKc2x5T823aVdk+DGG28Mjjvd6j/XAFFA+a/1xRdf2LuRBp23TANfCBDERbUEiHz99ddms8028z4kqtLShyYTWtJVj1U1VrpVA3HnH7OW8k13mnXXAHn22We5iGVJ580/hzqf6SJAEBfVFiASXq1tu+22M0uXLrWLVOjWW28NHjts2DB7d+K88847wfFmctflGiD6XfhtVZ06dbJ3Iw06bzp/Oo+Z/G0TIIiLag0Q6dWrV/BhSXekrmhhJX+E7y677JL4xvTjjjsuOE+qwkuXa4DIoYce6j1Wa6/88MMP9m5UQudL503nT+cxEwQI4qLaA0RTnahHkf+BeeCBB+wiFQrX0z/00EP27sTQYDS/V5TajjKRTYAMHTo0OL933XWXvRuV0Pnyz53OYyYIEMRFtQeIfPzxx8H8TrVr1057He5vvvkmeJyqwFasWGEXSYTjjz8+uKBkOvo+mwD56aefTJ06dbzHpzsVOUr5U+Lr/Ok8ZoIAQVwURIDIPffcE3xo9tlnn7SnOunTp0/wuEsuucTeHXsKDP/4DjjgAHt3lbIJEPEHLmrLtKNDsQoHgM5fpggQxEXBBIiE6/n79LnW3l0u3XXo7kOP0QJW7733nl0ktlS9t/POOwfHNm3aNLtIlbINkHCX6fbt29u7UQ6dJ/+cZdJe5SNAEBcFFSCLFy8uCYOdTN26u5Zc8I4wEybMsIuU68UXXww+cNtvv7358ccf7SKxdN555wXHdf7559u705JtgEi2F8RiEkXgEiCIi4IKEHnrrffNttt2Mc2a9TF//euDZuHClXaRcp177rnBh04LLWU6ur3QPP744ymhmEk30LAoAiR8QXO9KBaLcNi6VvkRIIiLggsQGTRoojeDrLaePV8oCYOqF45Sm0nz5s2DD57rN/ZCMHXq1JK7sLrecWjhrGyq5aIIEPGfR9uoUaPs3Sih8+KfI50vVwQI4qIgA0SBcc45zwUhMmTIdLtIubTAlJa69T98V155pV2k4Gn6C38JVG0DBw60i2QkqgBRTzmFmZ5ryy23NMuWLbOLFDWdD50XP/R1vlwRIIiLggwQ+d//fjJt2gzzAmT//QebGTO+t4uUS9/e69evnxIicVn69vPPPw8m39Om9eSzFVWASL9+/SJ9b0mi8+GfG52nbBAgiIuCDRAZP/7L4C7k6KNHmBUr0pv/STP0ajyJ/yE86aST0u4WXF2mTJmScuehUflRtONEGSCac2zHHXf0nk8DG0ePHm0XKUo6D/5AT52fbOdmI0AQFwUdIHLTTa8HIdKv33h7d4UmT54cTNaoTWMo5s2bZxcrCGow99s8/PBId7LEqkQZIPLaa695XYr1nJtuuqn58ssv7SJFRcev86DzofOi85MtAgRxUfABsnr1r6Zz5yeDEHnuuc/sIhX67LPPzA477BB8GFW1pYt1odA4jx49egTvT5umZ4nizsMXdYBIeFr5/fbbzzuOYqTj1vH750LnJQoECOKi4ANEZs/+0Rx44INegLRuPcTMn59+l9bvv//etGvXLuUi3bFjx2pf40IjzP1Bgtq0TG+2DeblyUWAqE1J59B/70cffbT59ddf7WKJpuPVcYf/pqJqayNAEBexCBB58smZwV3IKaeMMr/8kv63dH2wb7vttqAXkTbNlHr55Zd7AZNPM2fOTJnbSpvGeWTTVbcyuQgQ0aDPcABq6dYo75wKmY7TX6pWm86DzkdUCBDERWwCRC69dFwQIgMGZD5Ia8aMGcEU5f6mKeG1vsasWbPs4pHSCGVN1eI3tmpTnbnGq7gOEkxHrgJE5s6da7baaqvgeHQeo/oWXqh0fDpO/5h1/DoPUSJAEBexCpBly1abI4541AuQ5s3vM2+8Md8ukpYnnngimD8rvLVs2dKrRtJqiVGYM2eOVy/uryQY3tSo7zK3VaZyGSCimZPDY2+6du1a8D3eXOm4dHz+seq40505OhMECOIiVgEi06Z9a1q0uN8Lkb/97WGzaFF6U53YfvnlF28NkfBaJOFN3THPPvtsc99995nXX3+9yqouLXA1adIk7wOvGVjD4znCm9bzyHRKdlfqTrr77rt7r1uvXj17d2QUhA0bNkw5xiirdAqBjkfH5R+jjjdXXwD0d+S/zn//+197N1AwYhcgcu+9U4KqrF69xqQ11UlldEE/7bTTUsaOVLTpzsXe7DL2pjXMVe2Rj4kINTvxiBEjTJcuXcocjxp6NVgxF1QF6I8R0dasWTPzwQcf2MViSceh4/GPTceZqypPrZ0erhbs3r27XQQoGLEMEAXGWWetm+pk2LD0pjqpir6xjxw50utaW161Uyab7mzUJVeDzKIa01ERtaHobuqYY44JlvmtaFNHAq2hkot2F92lqRrQfy11VMhFz7J80vv3l6bVpuOr6m7UhaY+Oeyww1J+V2ovGz8+/bFPQL7FMkDku+9Spzr5+OPoP9Ra1/rll182gwYNMhdffLF3l6JGeG2qzvD/X1VWvXv39qob9IHPx3TyixYt8pb/VRflcO8yf1t//fXNwQcfbAYMGGBeeumllOoXbRr1rsdH3XNq5cqV3nkKv1aHDh0KdhBnRfR+9b7Dx6Hj0vFFSX8r6khRo0aN4HXUpfvvf/974qoBkTyxDRB59dU5wV3IMcekP9VJXH377bdemLVp0yYYDR7e9DPtUxkt92vT3ZVd5bbvvvt6o/ajNnz4cK/dxX8dLT38z3/+M+tpPnJN70/v018qWZuOQ8cTJY0jufvuu1NmS9CmTg+ffPKJXRwoSLEOELnxxslBiFx9dfJu9zXDsMaw6G5CdxV2aOjuQxcd3U0sXLjQfngZGj19/fXXl2kf0fQpUd8laJqPgw46KOV11Llg2LBhXieGQqL3o/dld37Q+496upZXXnnF7LHHHimvo7EkzC2GuIl9gKxalTrVyQsv5KZxM59mz55t/vWvf6W0J4Q3tXNoFLTaPZYsWWI/PC0LFiww3bp1Swklfev+xz/+EXk1jd6nuhGHj2Hrrbc2t99+u/npp5/s4nml19f70PsJvz+9X73vKOn3qnaq8Otoep1bb7214AIVSEfsA0Q+//xHc8ABD3gBoqlOvv9+hV2k4GmEev/+/c1ee+1VJjC06Y6hc+fO5rHHHvN6WkXl7bffLhNUuphGXWWzfPlyc8UVV5Rp5G/QoIG3mqQmIczXIES9jl5Pr6vXD78fvT+9T73fqPjHHm6rUgO5uonnokEeyJdEBIg88cTHwV3I++9/Z+8uSJ988r35z39GmebN182pFN5U964pM55++umcth3ogqrqG/suQdU3mmY+SrpgXnXVVcEMtuFN3Vcvuugi89xzz0XeS0zPp+fV84e7yfqb3o/eV5QXdJ3XIUOGmC222CLltVq3bp2zMSRAPiUmQOT552dlNFtvdfjww/+ZO+54xxx11GNe2O28899No0Z/MTVqlE7nrjEjZ555phkzZkzOu//aVJ2jxZDC3Vb1TVnv57vvog1lvZbadvbcc88yF3NtqlrbZ599vIWa1JVW50NjWKq6S9F+lVN5PU6P1/OU136kTa+v9xF1VZrWpAkvsaxtm2228cboAEmRqAApRBqzotHzt976ZjANS3jbffdrSy5wp5sLL7zSvPrqqwUxq62mYNG8XeGLn+6Gbr755pyE2kcffWT69u1bpgG7ok2hZg/m1BaeZ6yyTa+j19PrRu2rr74yJ598csrrbbLJJrHogQZkigDJgbVrfzPvvrvA6yGm6Vbs0NDWocNwL1SmTl2Q9Uj6XJkwYUKZOwSNwtZo6VzRCO/777/fnHLKKeVWNblseh49n543VyPIFQ5qw1JYhF9bYaJQAZIosQESvli/9tpce3cZfllXa9as9SZ37N9/YjDA0d5UbaXqK1VjxcXatWu9AZKqWgtfGDVqWqOnc00D7TQFzKOPPuq1UZxxxhle77HyBnTq59qvciqvx+VjUKcWKbPvnlR9pWosIMmKIkA6dRpR5fohLgGi1RK1bvs110zwen/ZgaHtuOOeKLkATzGffbbIfnisaFS0RkdrlLR/kdToaY2izsdFuhC9//77XoN4ODjUYK6G86raaoAkSHyA+GNEHn30Q7tIinQDZOXKX8zYsV+YK654xRx0UOkqifbWtetIc//908ycOcmbikKjpP0p4v1No6nvuuuugmi/yQf11FIX3HCbi7roaoGyZcuW2cWBxEp8gLz55lfefw89dKhZurTitbsrCxCFxujRs0zv3mOD8Sb2dtppz5ihQ6ebr78ujguIRk2HVyTUptHVGmWdVBrsp0F/GvwXPm4N6qzuJZKB6pD4AJELL3zR+/9bbqm4TrqiAFHVV8eOw8sEhha0Ouec58zw4R95EzsWo4ouqBptrVHXSVJeYGqtlSQHJlCVogiQL79cYlq2HOxt+v/yVBQguvs4+ODSqiotZNWjx2gzcuRM54WskqiiKp2oR3RXB604WOxVdkBFiiJARHcf+rfuRspjlw+bNesHM27cbLNkScVVYChdmTApjcrqNKBR63QaACpWNAGi9dT97rVvvVV2zXO7PNxptLVGXYeDJC7dWtVt+Z577inTbblt27Z56bYMxEnRBIiovUI/U88se/BeeeXhzl9XI04D66pj4CQQZ0UVIL/++ps59tjHvZ+rHSOsvPLIXkVTe2jUdqFM7VHe1C1169bN2dQtQFIUVYDIpEnzvJ+3bfuQ+emndReHisojGuVNLqjR2xrFXV3yOXkkkERFFyDSq9cYb9/AgW8HP6usPKJRKNOb+9PXN23aNOV9HHjggZFPXw8kWVEGyOzZP3pdclu1GhwM/KusPKJVnQssVbSAlubOApCZogwQ8ddSv+yyl71/V1Ue0dPo7Xwt8ZrPJXyBYlG0AbJ48SpzyCFDvTJar6Oq8sgdjebWNCjhINGob43+ztaqVavM9ddfb+rUqZPy/CeeeKKZN2+eXRxABoo2QOThhz/0ypxyyqi0yiN3NKpbo7s1yjt8odcocE3g6GLkyJHeQlPh59t3333N5MmT7aIAHBR1gGieq2OOGRGUrao8ck+jvDXaW6O+/Yu+RoNrKnmNDk/HBx984K0PEg6Oxo0bm8GDB5vffqt8Wn8A6SvqAJEJE+YSIAVIo741+jscAhodrsWtNFq8PIsWLTLdu3c3G264YfAYNdRfeumlZunSpXZxAFlKbIAgGTQKXKPBw0Gi0eIaNe5Tg/ttt91mGjRokFLuyCOPzNkStgAIEMSARoNrVHi9evVSAkKjxzWupFmzZik/33XXXc3YsWPtpwEQMQIEsaHR4RolHp42PrxtuummZuDAgUyzDuQJAYLY0WhxjRr3g0NjO3r06GF++OEHuyiAHCJAEFtXXXWVN37k5ZdLB4MCyC8CBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7+D86/nu+J/Gp7AAAAAElFTkSuQmCC)
PN: 4H58-1-YF
CAS: 158001-04-8
Molecule Weight: 190.202
Formula: C10H10N2O2
![Imidazo[1,2-a]pyridine-8-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-KW
CAS: 133427-08-4
Molecule Weight: 162.148
Formula: C8H6N2O2
![Imidazo[1,2-a]pyridine-8-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4H21-5-50
CAS: 145335-90-6
Molecule Weight: 198.61
Formula: C8H7ClN2O2
![Methyl imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-1-03
CAS: 136117-69-6
Molecule Weight: 176.175
Formula: C9H8N2O2
![Methyl imidazo[1,2-a]pyridine-6-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H23-5-X6
CAS: 957120-91-1
Molecule Weight: 212.63
Formula: C9H9ClN2O2
![Imidazo[1,2-a]pyridine-6-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-D5
CAS: 139022-25-6
Molecule Weight: 162.148
Formula: C8H6N2O2
TSCA: Not listed on TSCA inventory