![2,7-Dimethylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-M4 |
| CAS | 81438-53-1 |
| MDL Number | MFCD00139513 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-M4
CAS: 81438-53-1
Molecule Weight: 190.202
Formula: C10H10N2O2
![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
![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
![Ethyl 2,7-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-8M
CAS: 81448-48-8
Molecule Weight: 218.256
Formula: C12H14N2O2
![2,8-Dimethylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-89
CAS: 874605-59-1
Molecule Weight: 190.202
Formula: C10H10N2O2
![2,6-Dimethylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-M5
CAS: 81438-52-0
Molecule Weight: 190.202
Formula: C10H10N2O2
![Methyl 7-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-J8
CAS: 1220397-16-9
Molecule Weight: 190.202
Formula: C10H10N2O2
![2,7-Dimethylimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-1T
CAS: 820245-84-9
Molecule Weight: 174.203
Formula: C10H10N2O
Melting Point: 169-171 ℃
TSCA: Not listed on TSCA inventory