![5-Methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-1Z |
| CAS | 88751-06-8 |
| MDL Number | MFCD03419472 |
| Molecular Formula | C9H8N2O2 |
| Molecular Weight | 176.175 |
| 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: 4H21-1-1Z
CAS: 88751-06-8
Molecule Weight: 176.175
Formula: C9H8N2O2
![Methyl 5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-JB
CAS: 1187932-40-6
Molecule Weight: 190.202
Formula: C10H10N2O2
![Ethyl 5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-0K
CAS: 67625-35-8
Molecule Weight: 204.229
Formula: C11H12N2O2
![Imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-16
CAS: 64951-08-2
Molecule Weight: 162.148
Formula: C8H6N2O2
![8-Methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-JU
CAS: 88751-05-7
Molecule Weight: 176.175
Formula: C9H8N2O2
![2-Methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H56-1-P0
CAS: 21801-79-6
Molecule Weight: 176.175
Formula: C9H8N2O2
![7-Methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABXeAAAV3gHy4VGYAAACHXpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIE4RtBgwoF2BtQX2Nii2khqIrUJ2rn8/KkdjL50DH6JIfpRF0prc7aoVbIxrSltnRFBOwNS5Lcp6mZG31++jhNxNJzk6oWPdZOS9bT/GjG23W5q/m0rvbE1zW5Gjfbxryp7PVlHrlkxyLtjvp8eXAzMq66bVdW6Qaspxc1A+2ly3h6/4zxKs0m5T1uzoziq3OUb7I7m/Od01Bbns5R5tM0RhUa4MLKyrdAsbySne/BssTW2cbk0B8z2qFQ1w79PJ04PN15WpWxR9hDLXq5fWrXNUVHZl8jUGQ+HHQ0YqgYBubTVzTu/BS16tBWgJWoEOQIegI9Ax6AR0ClpwfNAu0EEozPXK+MVe9x8GvxiO18/O+x6e4RnTJDMS0zAVCiIqwzg6DwFNpUpBoY1LkFTIMAJBpeTBeXaynTxHnCqRRjDCWieXkcAelwioSmSCRCRwkJTHOAiqeHcWplGKsyTAGSYtSeIzcMJPNvTkqUCliKMQM8U+UzWdzG1ddEQoi4zMBTnk8JdZNPKURgLWFcZhZ/oA3rULyD7gk/4JzL4CVB/wJRoGgj7gCzoMhH3Al38YiPqAb5ZhIO4DvrWGgaQP+EYcBtKrPdwABO8Th0a/gYir2t1E5NXOfZShBhH/FPz4691ggi+YS1/JC8M6XczOhwOKVwcH65wqDM/S6V8Iz5yRbPmIJwAAM5dJREFUeF7t3QvclGP+x/G1OZVlHRJZi11/hf3LmZwi52VXIXYdd4WUZYX/Lq11LrJCrMMmSlgVejmLHCq2v8Q6n1KJDtuKKFGbcP3ne83/mua5npnnuec38zzPHD7v1+t+yVzXzNz3NN3fue/r9D0HAIDB9+IHAABIggABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECAA0kRkzZrizzz7bderUya299tputdVWc5tuuqnbfffd3UUXXeTeeuut+Cnue9/7nt8ak7ReU2rZdweAKnXNNde4lVdeOXOiz7fF8j0eS1qvKbXsuwNAFbruuuv8yX2llVZyv/nNb9zEiRPd559/7v7zn/+4Dz/80P3v//6vu+yyy9zPfvaz+KmJgyFpvabUsu8OAFXmo48+cqussoo/ud99991xcaOSBkPSek2pZd8dAKrM+eef70/sxx13XFyUSNJgSFqvKbXsuwNAldl55539if2ZZ56JixJJGgxJ6zWlln13AM1KJ7UhQ4bED6OE1l13XX9iX7BgQVyUSAiGpFtLatl3B9AsdDI744wzfKOuTjrbbbede+mll+JqKIHQ82r58uVxUSJxQDS2taSWfffYO+8416ePcx07OrfGGs61aeNchw7O9e6dLgNQEJ3Ebrzxxsyv4uzt+9//vjvppJPcvHnz4qehCKW6AmlM0npNqWXfPdvAgc61aqVPJfemsquuip8FII+nn37adxMNJ5o111zTXXHFFW7s2LFu6623rvP4lVde6ZYtWxa/BAxoA2lugwenQyJ1ee1OPtm5F190bvFi5776yrkpU5w75ZR0mepcf338bABZpk+f7rp165Y5wYSxCP/6178ydXRlcsMNN9S5Mtl8883dgw8+mPVKsAi9sI4//vi4KJGkwRDX++c//+n69OnjttpqK9e6dWvXvn17t99++7n7778/61ml1fheNrVZs5xbddV0OAwbFpeuoDLVUd3Zs+NSlIkddxzit86dh6b+ahfFxRmhHkrniy++cOedd17qn8iqmZPLbrvtlvo99mJcNUO3WU4//fQ6I6Z10sk1xQaSCeNAFNwjR46MixsVB0M+cT1d+eh25Wuvvea+/PJL/3f75JNPum233dZPm9IUGt/LpvanP6WDoUePuKS+I49M173ggrgEZSIEg7azz34iLs4gQErnu+++S/2+GuY23HDDzEnlRz/6kbvrrrviqnm9+eabPjjC8xUov/vd78z38WvdoEGD/OeoEFE703PPPecWLVrkbxMqYDQS/fLLL3f//d//HT+1XjDkk7Serkg1D1dTaPzdm1oqNX0opJKyUU88ka67665xCcpECIa99hrm/zt5cu6rRQKkNCZNmuR22mmnzMlk9dVXdxdeeKH/BWrxwAMP+FtZ4fV0i+uvf/2ruUdRNRs9erRvY9pyyy3dt99+Gxe7gQMHulatWmU+y3xbLN/jsaT1FFjrrbde/HBJNP7uTW2dddKhkOSXziefpOs20YeB4oVgGD78Vf/fo466133zTf1/XARIcWbPnu1HOmefiI466ig3c+bMuGrB9CtZjepqXA+vrUb3p556Kq5ak1599VW39957Zz6bH/zgB3kDe9q0aa5v375um222cWuttZafjXeTTTZxe+yxh7v44ovd22+/HT8lcTA0Vm/hwoV+Dq7OnTu7P//5z3FxSeR/9+aSulT2oZDkF87XX6fr6jkoSyEYli37xh122Ej/51Gj3oyrESBGS5YscZdeeqlr06ZN5gSiMR0TJkyIqxZN3Xt/+9vf+u6+4b0OO+wwf1KsRfPnz3ennnpqnauKgw8+2L333ntx1RYV9i1s+++/f+pH3DdxtZJo+QDhCqSqZAfDs8/O9H/u2vUOt2jRf/LWQzKjRo3ya0mEE8P666/vbr311py3T0ppypQpfv2K8L5qpP/jH//o7+nXgq9TP1w1NbvaEcJn0LFjR/fYY4/FVcvKxx9/7O655x630UYb+R8dTaHlAyS0gYwbF5fUp3YS1d1ll7gEZSIOhj59HvX/f9VV/8iqVb8e8nvllVfcXnvtlTl5qYfPOeec429RNCfNLLvxxhtn9mODDTbwjfdNHWAtSSHRoUOHzDErRBQmCpVK8eyzz7of//jH8cMl0fIB0q9fOhSOOiouqU89tVRXPbdQluJgmD59Qeo3wq1+05/z1UN9umVyyimn1LmFdMghh7ipU6fGVZvNV1995RvpNc4g7NOOO+7o/vGPuj8QKp1uS+n2VDhG3bbS7Sv9nVQade9W20tTaPkA+egjl/pJlQ6GO++MS1cYMSJdR+NANHYEZSlXMAwc+Lx/TFcjQa56SNOvW3UD/eEPf5g5gemWyeOPPx5XbTFaFOnoo4/O7J+2Y489NvVPs7L/bWrRJzV6h/U8tKnBXA3nleqJJ57wY0GaQssHiKT+sfhw0GjzVMr70ecahb5kiXOa8K1XrxUj0a+9Nn42ykiuYFi4cKlvB9Hj48fPzFtP7SSPPjrVzZlTG/fWc3n00Ufr3TK5NvWdL9dbJurls/3222f2V437l1xyiW/sryRqZP7b3/7m2rZtmzmWzTbbzN17771x1bKldirtr9Zh18qHc+bM8bcYNSaoqX58lEeASP/+LnWtng6JXJvKBgyIn4UykysYZOTIN/3j3bqNTJ0Mv81Z7/LLJ2YeP+aY+93Qof90H3zweZ061erdd991Bx10UObkpVsmvVI/nD5Rx5EypzaQoUOH+kb9sP/qqmoZhd0Sxo8f73+hh31fY401/HKzS5cujauWNQ1O/NWvfuXbOzQQVFOZHHnkkW7y5Mlx1ZIpnwARTZ+gmXe32CI9E2/r1uk/n3ZaugxlL1cwiMaCaEyIyu64Iz1GJK43ceKH7oAD7syUhe3II0e7W255yU2d+mmd+tXgs88+c2eddVadWyb77LOPn46i0qhR/9xzz60zlYoa/zVHUznSmJkePXpk9lWb5q/SGBskU14BgoqXKxiCF16Y7cvCKPVc9b799jv38stzfa+tn//87nphorElN9zwonvjjY/jp1YU3TK55ZZb6t0yue++++KqFUeN/IceemjmuNQJ4OSTT/bdSsuBBv1pYJ1G7Yd91DxS+gWPwlRPgGgkKAvktLh8wRBofqzsQGjMa6/Nc9dd94L75S/vqRcmhxzydzdo0KTUL9x/ue++i59ZvtStslOnTpmTl0Yya14k3beuJpo2XtN8hONUp4Crr766Rdtz7rzzTt8mEPZJt3nuuOMOP58YClc9AXLYYem2kptvjkvQjBoLBs3Qq5l6G6uXy9tvz3c33TTFde+eHuGevR144F3uiiued1OmzM05dUo5+OCDD9wRRxyROXlpor0TTjjBN3Y2Bb2uZmPVDK1q2NamkeVhC4+pXPWaYj8UFtddd51bZ511Mse9xRZbuEceeSSu2qTUDqApPcI+qFtrv379fBdX2FVPgJx+ejpA1l032ah2VLRp0xa4IUNedkcffV+9MNl33xHu0ksnuEmTZvkG+5a2ePFi96c//cmftMIJbNddd3UvvPBCXNVMVy+azkTzK3Xp0sU3BIf3KmTT8/R8vY5er1RXReoMcNppp9WZBuTAAw907zTxSqNz5851J554YmYpX22HH36476mE4lVPgGixnDXXTIfI734Xl6KKffTRQnf77a+4448fUy9MunQZ7i688Fk3btxrbunS0pwMk9JtkREjRvipJMLJS3/WY6W4ZaLeT5rgUCfIhgJDo8fVMK+te/fu/upD/w2PZY8ujze9rl5f71OKEeevv/66f8/w+uo88Pvf/953JiglBd+AAQP87cHwXpo63bpKIHKrngCRK69MB4gmW6TXVrOYO/cLP/Pu55+XR5dH7c+dd77uevZ8KBMi2257rfvxj49266+/pR/8pu6l+WZPLRVdXegqI5y8dPWhqxBdjRRLvZ10csy+lx82tTloVTrNm6WeXEnHY6ie6ut5en5220XY9H5631JMoaJV8n7yk59kXlvTjd98880lmfRvzJgx9V77pptuKslro67KCZBJkzT8NX60Ll1ub755OkT23z8uRYktWbLcHXHEaH+Svvnm8uvA8PHHX7rRo99yv/nN7a59+wNSvytW/BpVDxwt+6qrgVKcEAO1I6hdI/uWido91P5RrE8//dSHUPYIdW26t692jOwla0tBr6fXzW470Kb3135of4qhq4T+/fvXuUrQtOfWqwRd3XTt2jXzWhoLceaZZ5b86gYrVEaAaKpqhcImm6R7WzXkgQfSdbWxvnOTUjuDwmPXXYf6Bu5yNn/+Aj9z7QEHHFBnzIU2jVvQIL7bbrvNPHAv38lQPa6KpVtHQ4YMqbN+uUZ8a8qN999/P67eJPQ+er/saeS1P9qvYm9tFdtOoSDr3bt3nfYV/T03dfsKKiVANL+OJgNTKFx4YVxa3377pevqamTZsrgUJfDkk9Mzt4g0MLCS6Bfp8OHD3S9+8Ys6DdvhV+u+++7rb6ck/UWvsRvZt0w0tkNjPEpxy0S3lXbZZZfMa2tRogsuuMAcdMXS++r9tR9hn7R/pRj4qJ5S8W0/9ZTKd9tPqyQOHjy4Xg+vhx9+OK6KJlIZASJ//GM6FDQ6vbFbWW++uWKhqoED41IUSe0Me+893IeHJkjU4L9KpZOTpinXlA/Zv6616RexRlJrLiotCxrTSTNuENao8lLdMlGIZQ9202SFSUOtqWk/tD9h37Sf2t9i5ep4kGushiYIzG6nUaD95S9/8aspovlUToCov/aGG6ZDIcnU7+qJpbrqmTVvXlwKI42x+O1vH/DhoWlHPvnkq7iKiW4BvfHGG75x9YorrvDjE0466STfY0j/1f/rcZWrXqm6l2bTVOV6fS0Vm30rKmz6pa2lXl966aV6XVJ1C0zzWZWCxiZoedrw2rq6KcWtsKag/cq++tJ+l2JshYJdVzrZV4j6/NXIH49y79mzZ9mMcq81lRMgMmzYivaNiRPj0rrUwKcxIaqbOgGhNDSQT+Gx005D3D/+Uf9XeSE0R5JWStOv+PhWUmOb6ut5en5TzLWkgNJgNwVY9i2SeCv1oLh///vfdWa31ZVRKRv5m4L2T/sZ9ln7r+MoBXU+yH7t7G3PPfdskr97JFdZAaLGup12SofCdtul/78hN9yQrquZfJnmpGga5a2FoRQg11xjmzdowYIF/laD+uTHJwRtuo2kmVFzjVnQ4/FtprDp9fS6ev1S02hqjYPQgkLZ4y1KPS3H9OnT3eabb+5fW20xN+j7W0G0v9pv7b+OQ8dTKpoxN1wV6j0qZabfaldZASJa+SysDXLrrXFpXcuXO7f11um6u++uG6xxDSSkcR4HH3yXD49jjx3jli0rrIFYK7lpHe0111yzzon/pz/9qb8dNHr0aL9IURKqp/p6np6f/Xp6fb1PU60cp3vxeh9NXV5KOtluuOGG/rW12t+DFdqDUPsdVivU8ZQyRNS+pNdVDyuUh8oLEDnmmHQotGun6+e4tC6tta662v7+97gUCfXtO9aHh2bS/fDD5Gt0qCeSfplmj13QSV7dLks1+6leR6+XHU56P71vKXpCZVMDbzg5lopu94QrDy0g9dxzz8VVKor2X8eh49Fxlep21tlnn+1f8+c//3lchBZSmQGibr1aL0ShcM45cWl9YaJFLSyvlQ5RkLAYlLaHHnovLs5Ljco77LBD5qSutoSLLrqoSW4ziV5Xr5/dZqH3L1XjtpQ6QNTgHNo89Mu90sMj0HGEKxEdXyka1gmQ8lOZASKXXpoOBa2R/l4jJ7Vp09L1VD91gkFyWsRpt91u8+HRr9/TcXFed911V+aetbrDqi2jucYu6H30fmFgmvZD+1MKpQ6Q0NtKPboq9bZVPjqe0FNNx1ksAqT8VG6AaI4fjUxXKBx6aFxa3x/+kK6bZBwJvKVLl/vVABUeWo9j8eJkfezVBhGuADR/khpAW4LeN3u+KO1XsUoZIBo3Efat0hrMk9JxhWMsdpwIAVJ+KjdAZNSoFe0bY8fGpXUtWuTcBhv4uguPPjouRQ5hjXJNVZJkBUC1N+iXfzhhaLrupmrMTkrvr/0I+6T9K6ZdpFQBokGIYZCguqlWs9ANV8dbzIh1AqT8VHaAyF57pQNkyy3V3zIureOb2293z6XqDlppJfduldxrbirjxs3ItHsMG5ZsqpLs8Cj2RF1KcbDpz1alCBDNHRWmJ1EvsnIf51EsHV/oLafjts6dRYCUn8oPEA0k0jgPhch118WldXyX+uL233FHt+330g171i9ytdNUJfvsk56qpHfvRxJNVZJ920r/0MtROAFps97OKkWAaALCsB/lOsK81HSc4Zh1/BYESPmp/ACRU05JB8jaa6sFNS6tY9Lzz2caV4cOHRoX17zly79xv/rV9W6HHW5y++8/ws2f33ivNTVQh5NDMb/um0P2lYilYb3YANHMsVqfQq+huaRqSZg7S8dvmQqeACk/1REgmgdnrbXSIdK7d1xaz69//Wv/RWzXrl3V3z4o1CWXXOXatt3L/fSnJ7sJE6bFxfWoi2zobaW2hnK5bZWP9i+0iWi/C+3iW2yAaB0NPV+T/5XLxIjNRccbZvHV51AoAqT8VEeAyNVX+wBZ3qqV++r11+PSOjSzapgS49xzz42La5Z6LanbZatWbdx5510VF9ejk3EY56HeTi3dYJ6U9jP0ztL+FxJ6xQSIfqyEAZWaKLAW6bh1/PocCv3xRoCUn+oJkGXL3PsdOrhhqS/YtfvsE5fWo9ld9WXUYkJTp06Ni2uObimEk+p2222XaLbb0EVTtwRbqquulfY33MospAttMQGiBaf0XM2n1VxjYsqNjjvMJ6bPoxAESPmpngBJeeeRR1xX/QNNbZqWuyGaunuTTTbxX0gtLFTrDjvssMzJLcltHU2fHX5Nl3u7Rz6hPUTHkXQ6cGuAqMNGCOhy7WTQXEIQ6PMopCMLAVJ+qipAROsy6EumNQqWLl0aF9ehGT1VV5sWqKlVf/3rXzOfg5Z1TeK8887z9TXnUaXcuoppv8OcTTqeJKwBMm7cOP88XfXU+hWvjj9c/elzSYoAKT9VFyBaBzmseT1gwIC4uB6tKaC6W221VUmn5q4UWpwpDGg7OuEAS624FyYu1NxTlUz7r+PQ8SRZSdAaICeccIJ/npZshcssXavPJSkCpPxUXYDI73//e/9FUy+buXPnxsV1aEEarWqm+lpfuZYsWbLEbb311v7YN9tss8SNmlp3I5x0m2pixOai/Q9hqONqjCVA1J4UeqrdeOONcXFN0ucQ/o0maW8TAqT8VGWA6Jdk27ZtE//COfnkk31dzeJaS42bvXr18setBXoKmVo9LAbVp0+fuKgi6Th0PDquxlgCZMKECf45um1Ta11389HnEG5j6fNJggApP1UZIBImqtOXdPLkyXFxHVqvIPRPr5aTYmPUyUDHq62Q3jC6YgvPKyR0ypmOIxxTY0ukWgLk4osv9s/ZUtPtIEOfhz4XfT5JECDlp2oDRH37t9lmG/+F0/3W7xpZjTDcltE4iNcbGUdS6TQOJqyZ0bVr14J6wmgNcj1PcxtVkzBXk46vISNHPuLWXnt716HD/nFRXl26dPGvffrpp8dFNU2fhz4XfT5JECDlp2oDRJ555pnML0v9cmzIsmXL3BZbbJE5qVYrBesee+zhj1O3+ebMmRNXaZDWJtdztZxsNdHx6Lh0fA154IEpqe9JX7f77hfGRTnph0sY98A63nWFXpD6fBr7gScESPmp6gCRww8/3H/pNtpoI7d48eK4uI6HH344EzhjxoyJi6tC6HWkW3sPPfRQXNwgNXauttpq/vlak7ya6Hh0XDq+hhp1H310qp9k8sADk82jNWvWrMx3qpipzKuRPo/w2ehzagwBUn6qPkA++OCDTDfVJPPvhHmSNI6koRNJJZo4cWJmhbgzzjgjLm6UuvyGf/AfVtmiXDqecGw6znwKDZCnn37av6Z6+mnwKlbQ5xF6QOpzagwBUn6qPkCkX79+/ounIFGgNOTtt9/2vZJUP8k4kkqh7qobb7yxP65OnTo1Osgyl/vuu88/X/OIJbnlUEl0PGF+NB1nPoUGSOjMsemmm8ZFSNHnos8nyWqFBEj5qYkA0a0r3cLSl++II46Ii+s588wzfd0k40gqRffu3TMnfw22tLjyyiv9a2y77bZxUVXQcen4dJz5FBogl19+uX9NLaSE+sLCWvqcGkOAlJ+aCBC54447/JdPW2OL+GgcSViz4cQTT4yLK0722tu33nprXJxYmL5kv/32i4uqgo5Lx9fQtCaFBkhYaKtaP7Nihc88yQJfBEj5qZkA0S2K8GtHt3Cyp/D+/PPPfc8kfZk1wZ62zp07+7pqbNZki+HxStvUphPuM/fo0SPrEylc6Hapq5lqFK7SGupuW2iAhEGK1fqZFSt85knGXxEg5admAkReeOGFzOjXW265JfN4WGCqmjeFiMZ/FEOBpNc65phj4qKqoOPS8ek48yk0QKr9MytWks88IEDKT00FiBx//PH+S6gxELrymDlzpmvdurV/TAMPs3+9d+vWzf3sZz/z7SbxL/tK2XRVFUJTQVkMrkAKDxCuQBrGFUhlq7kA0cC5MLHdWWed5W/r6M/t27d3X3zxRVy9KoSFn7QNGzYsLk6MNpDCA4Q2kIbRBlLZai5AJPSMCd11tQ0fPjyuVlV++ctf+uNUeL733ntxcSL0wio8QOiF1TB6YVW2mgwQjYHQ9OUhPHbeeeeqG9cQ0yzDoSvz9ttvbxokyTiQwgOEcSANYxxIZavJAJEw95G2559/Pi6uSpobLPTI6tu3b1zcKEaiFx4gjETPj5Hola8mA0SN5+uvv77/MmpFwlqi6Vx03GpYf+yxx+LiBjEXVuEBwlxY+TEXVuWryQAJX0TNAjp79uy4uKotX748M8alXbt2BS9wVOuz8RYaIMzGmx+z8Va+mgsQNSCHNdMvu+yyuLgmaD6wH/7wh/4z2H///VkPxCVfD6TQABHWA8mN9UAqX80FiL58+hKq8U5rgteqUaNG+c9B28CBA+PivGp9RUJLgLAiYW6sSFj5aipAdM8/nCiq7R6+Rc+ePf1noSuyF198MS7Oq5bXRLcECGui18ea6NWhZgLk66+/dh07dvRfwKSXzNXuyy+/zHwmm2++uVu0aFFcJaew/O+aa67pp4mvZNp/HYeOR8fVGEuAqFE+DF698cYb4+KapM9Bn4c+l4Y6LWQjQMpPzQTItdde67986jb46quvxsU1S59F6Fl17LHHxsU5abbicNLVCoeVLKzQqOPRcTXGEiBywgkn+PfZdddd46KapM9Bn4c+l6QIkPJTEwEyf/58t/baa/sv36mnnhoX17zBgwf7z0abpr1PIkxros9Vn28lyv5eNDR9SbZnn53pA+Tww0fFRQ0aN26cfx/dtpk6dWpcXFN0/OH2lT6XpAiQ8lMTAdKrVy//xVPPo48//jgurnnqQnnooYf6z0i3FN5///24Sj36HENPLk3aWIm034V+L7799js3Zsw7qZPgp3FRg9TT7Uc/+pF/P50Ia1kIAn0ehfQAJEDKT9UHiAYrhXXABw0aFBfj/+nXuCaU1Oe04447umXLlsVV6gmTNOrX5Pjx4+Pisqb9Db+CdRzNoX///v79NO5BU8vUIh13GBejz6MQBEj5qfoAOXjvvf2XrkOHDr4hHflpOokwtcQ555wTF9ejRbl22GGHzK/JSrmVpf0MVwPa/+zFxZrSwoULM1dtF1xwQVxcE3Tc4apPn0chCJDyU9UB8tF997kzU1+4nVPbo48+Ghcjh/PPPz9zVTF27Ni4uJ53330308NIqx8218nYSvun/dT+ar+1/80pTCWz1lpr1VyXXh2vjlvHr8+hUARI+aneAFm61LnNNnP/TH3hHjn44LgUeegqLfSQ2WCDDdy8efPiKvXcddddvr62cm8PCe0e2rTfze3TTz916623nn//pL3eqoWOV8et49fnUCgCpPxUb4BofYHUl82tsor7rpl/ZVa6GTNmZH4p6td6knmKwsJJ2sq1kTicgLQlWcCoqQwZMiSzH88++2xcXJV0nOGYdfwWBEj5qc4AmTPHuTXWSAeIYdpyOHfPPfdk/sEnGWAn2b/u9edyuZ2l/Yj3LSl12dXWufNQN2tW/oGWoV4S6nkUFlLSHFyFtgVUGh1fmGtMx11Iz6tsBEj5qc4AOf74dHi0bau52+NSJBROuquuuqqbMmVKXFxPfKLW1UtLN6zr/UObhyXYQjBoO/vsJ+LijEICRNQ7cPXVV/f7dOSRR8bFVUXHp+PU8RYzpT0BUn6qL0A0wd9KK6UD5JZb4lIUYPHixb73mv7R/td//VfiNeOzb2ept1NLdfHV+4beVtost61CMOy11zD/38mTc0//X2iASFitUFtzdSVubqGrt7Ykqw42hAApP9UVILpXr7WnFR6dOukncVwDBdLstGGqk+N1ZZeQGqhD7yz16NIv/+Ya+6D30fuFcR7aD2uDeQiG4cNf9f896qh7U1+r+rdgLAEiRx11lN9HjVV68MEH4+KKpuMJY7B0nMUiQMpPdQWIpuFQeGhroV+91eiaa67J/Iq888474+K81EU2jBPRts466/i5p5pqAka9rl5f7xPeU+9fTFfdEAzLln3jDjtspP/zqFFvxtXMAaKrOq1Rr31t3bq1e+655+IqFUnHoePRcen4kl69NoQAKT/VEyCLFzvXvn06PKr8nnJzUy8s/aPVP15NOjht2rS4Sl5qb9BtjDCALrxG7969S7aeiF5HrxcmeNSm99P7FtLekUt2MIR5sLp2vcMtWlR3BllrgMi///1vPxuy9ltzc1V6iGj/wxxjOi4dXykQIOWnegKkX790eKy+upbci0tRJM0VteGGG/p/wDvttFOiqU6yqTFbbRDZJ3lt6p2j5WS1PsuHH34YPy0n1VN9PS/07skOJ71PqRrv42Do0+dR//9XXfWPrFr16xVq+vTpmc9Xv9wr9XaW9jtceeh4dFyl0rdvX/+6Bx10UFyEFlIdATJjhnOrrZYOEMMIVySjmVPDVCf/8z//ExcnottM6hYcFqWKtzZt2rhtt93Wr03evXt335ah/+r/9bjK4+do0+vpdUt9eywOhunTF7idd77Vb/pzvnoWOtmGK5GVV1654hrWtb/ab+2/jqOU4fH888/7ga167Z/85CdxMVpIdQTI4Yenw2OjjdK3stBkQg8rBckTT+Tv1pqEGui1BrnCITTUJ91UX8/T8xtbhrYYuYJh4MDn/WO6Ggly1bPQ7Z7QJqJNXWDLfZyI9i901dWm/S/VbatZs2a5Y445ps7ffbdu3eJqaCGVHyDPPLOi4byABl7YaKqTnXfe2f9D1i2KUp0otCrdG2+84e6//353xRVXuEsuucSddNJJ/gpE/9X/63GVq17SVeyKlSsYFi5c6ttB9Pj48TPz1rNSg3PonaVNv7jLdcS69kv7F/ZV+12KBvMlS5b4v/PsK04FU6W3D1Wbyg4QNZBus006PLTSW4IpN1A83ZoIU50cfPDBiaY6KVdLly53Tz01ww0Y8FwqmOqvCZIvGEaOfNM/3q3byFSofpu3XjE0biIMNtSmuaTKZQJG7UeY20qb9rPYcR6BZkHYZJNNMq/drl07N3ToUPMIdjSdyg4QfWEVHho4OHlyXIomlD2BYqWts/LVV1+7xx+f5v7wh3Fujz1uz5z8zzzz8bhq3mDQWBCNCVHZHXekx4jkqlcsjdwO055oU3BrSvTmGlMT0/vq/cMPCG3av2JGmAcvv/yy23PPPTOvqxkQ1NZW7rfwalnlBojWr9ZUJQqQAtZVRumceOKJmX/o+sdfztTt9uGHp7qzzhrrdtvttswJX9suuwx1vXs/UtAViLzwwmxfFkapx/V0YaawKpZ+eWsCwnXXXTdzctWtHfVKSrJ6ZCnoffR+2beUtD/ar2KvDHQbtGfPnpkOGtq0QmZzHRvsKjdA7rsvHR4/+IFzc+fGpWgGute9xRZb+H/w+q+mPiknCxYs8cvPqrF7112H1gkNTY6oK46HHnrPt2nkkysYsml+rOzXzaauvnqsX7+n3bx5xX82mgJd62hkj6nR1rlzZ3fjjTeW/PaWXk+vq9fPfj+9v/bDMiV7NnUFV8+57KuZLbfcsujOGWg+lRsg+vKecYZzDzwQl6AZvfTSS/4KRP/4dUXS0j7++Es/UvzUUx/2XW2zT+677367O/fcJ91jj73vvvxyWfzUnHIFQzbN0KswylXvyivTvbXCew8Z8rJvcymWbukMGDCgzjxf2SfgPn36pD6DUf62khqjk1A91dfz9Hy9Tvzaej+9byluKT388MOZHx/aNHvA4MGD3fLlxX8+aD6VGyAoG1dffXXmRHD33XfHxU1u7twv3IgRr7mTTnqwTmBo23PP2/0VwJNPTk+dJJv35PTtt9+5Bx981x1wwJ2Z/TnkkL+7sWOTj+RviG4dPfXUUz64wzrjubaNN97Yd3nONbZGm8rj54RNr6vX1/sUe6tK3nnnndTncUDm9TVXlmYRKPZqBi2DAEHR1AtLo4N1QtDtiFIOIMvno48Wuttu+6c77rgx9UJj772Hu4suGu8mTJjp57Bqabrauf76yXWuVHr2fCh1Mi1dQ7i6NU+YMMFdfPHFrkuXLg0GSkObnqfn63X0eqXqLv3ZZ5+5M888MzPQUFvXrl19l2xULgIEJaGG0DBSWL1yNF6k1F5//XXXv/8gt+++fV2nTlfXCY399hvhLrtsops0aZbvVluOFHp9+47N7LNusV166QTfVtMU5syZk7ryetK3Y2hMhTZdfYQtPKZy1VP9UtNcZDfddFNmGV9tmn5mzJgxcVVUIAIEJaPGz9CTxrL2Ri5ayKpfv35+PRK9bqtWq7t27bq6Lbfsl7rqucu3M0yZMtffLqoU6r3Vo8foTJB06TLc34Ir1+CzeuaZZ+pMWaNp9dWGUqqrGrQ8AgQlpX77OlkoSDR3loXmPdLMq5tuumm9WywaYHb++X9Jhca0ih43qnEkGowYRrRr6959pJs48cO4asWZMWOGb2MJf2dal0XtKHPpLVl1miZAUl8avzWmsXrvvKPpT53r2DG9xnmbNs516OBc797pMpQddc3UbL06cbRv397P4tsY3ebQlBinn36622ijjeqFhibmO//8892LL74YP7XiqQuxrqI0FiUEibodz5jxWVy17Klbt64Ws+c1UxfgyQzyrVoNnL2L0FgwBA3VGzjQuVatVtSJN5VddVX8LJQBDQAL07Zr7YZcU52ojUS3vE4++WS3/vrr1wkMbVtttZVfHKoUI5wrwbRpC/xgxhAiChSNI4nXHSlH+vsdPny4/8EQ/v7U5beQxcdQmfKcvYvUUDBky1dv8OD045qiJHWCcfrlqUFqX32lm+LOnXLKinXPr78+fjbKwIgRIzInk2uvvdY/tnTpUvfQQw/52xlhwaHsTZPlXX755e69996LXq12aNGqsPKhtn33HeFGj34r5zK65UCLeYXJNbVpTqw///nP7ssvv4yrogrlOHuXQL5giOWqN2uWc6uumn582LC6ZdlUpjqqO3t2XIoyoDXUdVJZZZVV/KSLYY307E23OK5KXUl+wCJgGWpMHzbs1TpTpBx66FVu4sTymS5mdurfXPj7DVuPHj3czJkz46qoYgnO8ga5giGXXPW0IJQeS30ZG6Wla1X3ggviEpQB3RMPXXvDpsZ1jTO4PnXlqLUekN8nn3zlLr54vOvU6Uq38cZHujZtNvVrYTTHOJt8dBV52WWX1RlnooW+xo8fH1dFDUhwljfIFQy55KqXuhz2jz35ZN3Hc9GcOaqrqdxRlu69914/1Ykawv/2t7+5efPmxVXQiNdem+kOOqhn6qu+kj9hq5FanQpKse5GIbSM8GabbZYJjrZt2/rJFItddx6VK8FZ3iAEQ9It2zrrpB9LsjSpprRW3fXWi0uAqqMp9LPnv9KCXmq8ztVJoZReffVVt/fee2feV7ckNTPv559/HldFjSm/AFl55fRjSSZV02hn1dVzgBqgxmk1UmcvNKVG7EmTJsVVizZ//nx36qmn+vmqwnupLauWOzmgrqYNkMbkqscVCNAoNVZnL3ur7bjjjvON28VSF+trrrmmTk+5jh07usceeyyuihqX4CxvkCsYcslVL7SBJBnFrHYS1d1ll7gEqAma8HC77bbLnOjVuH3ppZf6xm4LhUSHDh0yr6cQUZg0xdxmqHwJzvIGuYIhl1z1+vVLP5b6ddUo9dRSXfXcAmqUplm/9dZb6wzI1DQwWtsjKd2W0u2p8HzdttLtK93GAvJJcJY3yBUMueSq99FHzq2ySvrxhkayjhiRrqNxIHQHBXyjtuYQUyN3CAJ1mX7llVfiqhl6jhrEs5+jBnM1nAONSXCWN8gVDLnkqzdoUPpxjTZP/Qryo881Cl2rq730knO9eq0Yif7/o5wBpOlqQlPIZF9NnHLKKXWuJtT1Vt2q1RU31FMXXXW7BpLKcfYugXzBEGuoXv/+zn3/+yvqxJvKBgyInwXg/z3++OO+8TsEhNYyH5T6cabVBTX4LzyudhMNDrS2m6B25Tl7F6mhYMjWWL233krPvLvFFumZeFu3Tv/5tNPSZQAapMZvzUWWa+4xTbOu6UiaYiEp1IYGzt4AqsUnn3zievXqlQkPLfSkiRCBYhAgQA3R0rW6Imnq0euoDQQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJv8H/dkntzugmucAAAAASUVORK5CYII=)
PN: 4H21-1-DH
CAS: 80353-94-2
Molecule Weight: 176.175
Formula: C9H8N2O2
![imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-17
CAS: 6200-60-8
Molecule Weight: 162.148
Formula: C8H6N2O2
TSCA: Not listed on TSCA inventory