![Methyl 2-(4-fluorophenyl)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-3-1W |
| CAS | 866133-01-9 |
| MDL Number | MFCD04126009 |
| Molecular Formula | C15H11FN2O2 |
| Molecular Weight | 270.263 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-3-1W
CAS: 866133-01-9
Molecule Weight: 270.263
Formula: C15H11FN2O2
![2-(4-Fluorophenyl)imidazo[1,2-a]pyridine-6-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-5D
CAS: 866133-65-5
Molecule Weight: 256.236
Formula: C14H9FN2O2
![Methyl 2-phenylimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-1-AU
CAS: 962-24-3
Molecule Weight: 252.273
Formula: C15H12N2O2
![Methyl 2-(3-chloro-4-fluorophenyl)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-7-34
CAS: 2108526-98-1
Molecule Weight: 304.71
Formula: C15H10ClFN2O2
![Methyl 2-(4-fluorophenyl)imidazo[1,2-a]pyridine-8-carboxylate](data:image/png;base64,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)
PN: 4H23-3-1V
CAS: 866041-17-0
Molecule Weight: 270.263
Formula: C15H11FN2O2
![2-(4-Fluorophenyl)imidazo[1,2-a]pyridine-8-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABLMAAASzAEE46rQAAACeHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+MnYhKFVFGrSpPaTVo7ae8mhzgpUoAKyNO33xlIFkgKPNk+/38H5s727OGYbGFv8yLO0pBwygjYNMpWcboJye/351FAHuazCEUoTIuQfJTl59TzDocDjT5sYo5ZSqMsIXX/9FjELc1B0izfeIIx7v15fXmrmFGcFqVJI4tUEU+LyviSRaasvuKLV3iJyfdx6tVyL8n3tbe/grmL0WOxIv/H8oh9C0RhHW8trLM8MSXsBaN4sW+wsanNTWlXsDyhWVKFY5/PXp+yaJfYtMSq8xBHZvtW5rsIDUm2tdEOnWHl+1NIEo6AKbNkkefmBK7mzIaDEWAkGAXGBzMGo8EEYCZgOMMb+zkKOCo4SjhqOIo4qjjK+ARjsLXuI95PnzYkP+ER3F2fP66e9fnsnvgrRUg0Vb6SMKZcMA2K6kCzc6vpuyuRVAqhQFDFtTi3mj5GA41GRjnDYsSpkiKAkcAf6UpJtXJlY69lBE74NYqOMfDoLvCxaFqCSo4Fp75izjnDA0aMat1qKu1PoLEKyji2LkhlRI0/lvpSXjw0CGdorAsMk3eJ03y2zNLVVRXiVUiWnFQB/GXXhWhiSCDLVzbHaeEcOOk1INqAi/gFEPcAeQOo/jeoNuCy6QIs7gF+G3C51w+M24DL1H5AtwGX1/1A0AbcLOgHJm2gmjP9hOtvha6aYwNMN9zVnBxgxE08BhF5M/xBRN0ZjexPFN4JfL2yDLynE/t6JRpgOuGvV64BppMB9Uo3MJ7JHWYg0UQ3C5qVtJfpZoH8ivGu1gzvvA9g9WaP8K42EA+3zfk/SiIgS7sqsyEAADGjSURBVHhe7d0JuBTVnf5xd4e4RIMkIaMGJ7gvUUdRUcQE3ELUkIzGfVBR/oniRJi4jpiYzCgo7lERFYi4oUZxQ0WjGHdANC7IJAguiCgCikRxO//7njunuffcXqp/3X1vV9f38zz9KPdUV1d1d/VbVWdbyQEAYLBS/AcAAJIgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAqL4lS5w75xznttvOubXWan5su61zZ5/t3OLF8dLIx/IerrRS86OQUuVlqt6aAEBefdW5jTde8WMVP1SmZVCY9T0sFRClystUvTUBwLJlzm26afOP1Pe/79ykSc4tXercxx879+CDzm2/fXOZltGyaKuS97BUQJQqL1P11gQAl1zS/AO15ZbNP3ox/W2LLZqXufTSuBRSyXtYKiBKlZepemsCgD33bP6BuuWWuGSFm29uXqZ377gEUsl7WCogSpWXqXprAoBvfKP5B2rBgrhkhfnzm5fp3DkugVTyHoaAKPWokuqtCQBWW635B+rzz+OSFT77rHkZLYu2KnkP46Ao9KiS6q0JAJKcPb/7bvMy8dkzmlXyHpYKiFLlZaremgCgkvv3wUknOff1rzs3YoRzy5fHpY2vkvewVECUKi9T9dYEAKEF0VZbNTc7jelvKtMycQui4PzzV/zQqanq3XfHSzS2St7DUgFRqrxM1VsTAOjHrXv35h+pHXds7regv6m/wuTJzX8LwRD3YWjpySed23nnFT94++yTv+NcI6rkPSwVEKXKy1S9NQGA6Id+o41W/FjFD5UlCYOvvnJuzBjnvv3t5uetvrpzJ5/s3KJF8ZLp9I9/OPeHPzSHZcz6HpYKiFLlZaremgAg0FhNw4Y1j930ta81P7bZpvg4ToV89JFzp5/u3JprNv/4qeL4yiud++KLeMn0UB1GGKqkb9+4tJnlPSwVEKXKy1S9NQFALf3978795CcrfgT1w/rII/FS9W36dOd69VqxD6ownzkzXio1CBAA6fLww81n4uFHuH9/52bPjpeqL2qSe9xxzq2ySvM2f/e7xVtZpQQBAqBjnXuuc2edVfi2TD66faX6A93O0g+ybm+dcUb+saM6kjr8XXBBc7NkbaeGZP/tb5375JN4yVQiQAB0rFBZvMEGzl19dXl1Gx984NzgwSt6b3ft6t4YO9Z9pQr4jnbPPStG1dXjiCOce+uteKlUI0AAdCzVbRx44IofWk2g9Oij8VLFvfKKc3vv7f7W9PwhTY9ePXq4p556Kl6qfah1lJodh/3Zaaf8La0aAAECoD6oj0PoIKfHz37m3Ouvx0sV9ebEie6n3bs3PX0lt/LKK7sjjzzSvf322/FitaHmxWpmrObG2n41P1Yz5Hq4GqoRAgRA/dAAgpdfvmI8KNVtqH6kjLqN5cuXu+HDh7t1113XB8laa63lzj33XPdJreoddMtNzYpb1seo2bGaHzc4AgRA/VHdxoknrqjb+M53nBs3rqyz+Xfffdcde+yxbpVVVvFB0q1bNzdhwoR4sYrM/vOf3Xw1Jw5XTQcd1HxLLiMIEAD16+WXnevTZ8UP9C67OPfMM/FSRU2bNs3tsccePkT06N27t5sxY0a8WFlmz57t+vfv73o1re8mbdfWWzc3L84YAgRA/bvzTue+973mEFl5ZeeOPtq5efPipYq66aab3EYbbeRDZNVVV3XHH3+8e//99+PFilq6dKk788wz3ZprrunXs0Hnzu6xK65wXxWbu6OBESAA0kFDu593nnPrrNMcJGuv7dzvf+++/PTTeMmCli1b5s455xzXqVMnHwDrrbeeGzlypPtM/TWKULPgsWPHuq5du/rnrbbaau6kk05yH+hWW4YRIADSRdO5Dhjge3XPbPox/+0mm7g7br89XqqoN954wx166KG521qbb765u+++++LFPDUH7tGjR27Zvn37ulfUbBgECICUmjrVTezZ0+3wfz/se+21l3vxxRfjpYr6y1/+4nbcccdcOOy///7utdde82Vq/qtmwGoOrLLu3bu7iRMnRmvINgIEQKqNHz/ebbjhhrm6jUGDBpVVt/Hll1+6a6+91n3rW9/y61h99dVdz6ZgUvNf/VvNgdUsWM2D0RoBAiD1VLcxbNiwVnUbF198ccm6jZY+/PBDd+CBB+auOPRfNQNWc2DkR4AAaBhz5851P//5z3O3pLbYYgs3adKkeLE2XnjhBd+8Nzxv4403TvS8rCNAADScKVOmuB122CEXCD/60Y/crFmz4sW8gQMH5pZTM98bb7wxXgQFECAAGpLqNkaPHu26dOniw2GNNdZwQ4YMcUuWLGm1XGhhddhhh/lbYUiOAAHQ0BQYQ4cO9QGioFCgKFgUMHL44Yf7v999993RM1EKAQIgE3QLq1+/frnbVdtvv72/1UWA2BEgADLlgQce8JXrLSvMCRAbAgRA5nz++efukksuceuvv34uSNQXBOUhQABk1sKFC91mm23mA2SchotHWQgQAJlGHYgdAQIg0wgQOwIEQKYRIHYECIBMI0DsCBAAmUaA2BEgADKNALEjQABkGgFiR4AAyDQCxI4AAZBpBIgdAQIg0wgQOwIEQKYRIHYECIBMI0DsCBAAmUaA2BEgADKNALEjQABkGgFiR4AAyDQCxI4AAZBpBIgdAQIg0wgQOwIEQKYRIHYECIBMI0DsCBAAmUaA2BEgADKNALEjQABkGgFiR4AAyDQCxI4AAZBpBIgdAQIg0wgQOwIEQKYRIHYECIBMI0DsCBAAmUaA2BEgADKNALEjQABkGgFiR4AAyDQCxI4AAZBpBIgdAQIg0wgQOwIEQKYRIHYECIBMI0DsCBAAmUaA2BEgADKNALEjQABkGgFiR4AAyDQCxI4AAZBZH374odtwww19gPzyl7+Mi1ECAQIgc7788kt37bXXum9+85s+PMJj9913d9OmTYsXRwEECIBMefzxx92OO+6YC43999/fjRw50nXr1s3/e5VVVnHHHnuse/fdd+OnIkKAAHXsX/91lH9ceukzcZEXylHaG2+84Q499NBccGy++ebu/vvvz5V/8skn7ne/+51ba621fPm6667rhg8f7pYvX95iLWiJAAHqWAiIXXYZ7ebOXRwXEyAJLFu2zJ1zzjmuU6dOPhjWW289d9FFF7nPPvssXtR7++233ZFHHulWXnllv3z37t3dxIkT48XgCBCgroWA0OOkk+6LiwmQEm688Ua30UYb+SBYddVV3QknnODef//9eLG8nnrqKdejR4/cFUvfvn3dK6+8Ei+WaQRIO5k1a5br2bOnO/jgg92AAQNS9TjqqKPcrrvu6p588sl4t1BjISAGD77f//exx+bkLUdrU6dO9RXi4ce/d+/e7oUXXogXK+mrr75yY8eOdV27dvXrWW211ZqC/CT3wQcfxItmEgHSThQe4cuc1ofO5HRAof2EgJgzZ3HT2fBod8ABN7nly79oU45mqvg+5phjfEW4vrOqGL/tttvixcq2dOlSd8YZZ7g111zTr7dz587uiiuucJ9//nm8aKYQIO1Al8K6n6p7sJdddpk/o0nTY/To0a5Lly7+wNEtAbSflgFx4YVP+v8fPXp63vIsU0X3+eef7yu+9T1VRbgqxFUxXk2zZ892/fv3z51UbbPNNu7hhx+OF8sMAqTGdMYe7qOqRUda3X777bmrEFVKon20DIgPP/zU/fCH45quZq9z8+cvbVOeVargVkW3vp86UdMtV1WE19Ijjzzitt1221yQ/OQnP3F///vf48UaHgFSYzqD1xdMX/C0Nwfca6+9/L4MGzYsLkKNxAExYcIr/t+nnjo5b3mWqEJbFdvhR1wnak8//XS8WM188cUX7sorr/S3s/T6ur11+umnu48++ihetGERIDWk+6ah8q0RmgGqElItWXQrbu7cuXExaiAOiC+//Modcsht/m/PPvt2m/IsUAW2KrJVoa1jS8eYTtQ6qn5u0aJF7uSTT3arr766355vf/vbbsyYMR22Pe2JAKkhVbrpC7X33nvHRak1aNAgv0+HHHJIXIQayBcQITgOPnhC3vIrrnjWDRw40V1//Qz35psftipLM1VYq+L6G9/4Ru6M/8wzz/QnavXg1Vdfdfvss0/uimjnnXdu+JaLBEiNqLJNX3CdJb388stxcWqpDb06Yules4aEQG3lCwgZMuTBXFlcfsopD7QqO/TQ29w110xv+k4uarVcmqiieuutt879OP/0pz/1x1g9uueee9ymm26a29YjjjjCvfXWW/FiDYEAqZHQUmPw4MFxUepdfPHFft922GEHPygdaidfQIiuLHbddXTect3meu65ee688/7i9t33hlZh0r//Le7KK6e6mTOTdabraKqYPuigg3I/xqq4/vOf/xwvVndU3zlixAj39a9/3W+3WoX99re/rXqrsI5GgNSAWmjoS6PKtUbscKQhILbYYgu/j2rii9rJFxCBxscqVi66Df/88/PdyJFPuX79bmwVJupTonW8+GL9DRqoiujTTjvNrbHGGrljSRXWqrhOkwULFrjjjjsu1y/lu9/9rrv11lvjxVKLAKkyfcFD8z7dr60VHWAadvrmm2/2FYg6uH7zm9/4/+rf+rvKa9UiRIPQaR81HLbmVEA6vPzyAnf55c82ndXf3CpM9t9/fNMZ85Nu+vR3/BVMR1HF8/XXX+8rovX9UsW0KqhVUV0tHXHsTJ8+3fXq1St3JbXnnns2Bfvz8WKpQ4BUmb6E+oKog1E1e6m+9NJLTWeLl/rL+XBwJX1oeT1Pz9d6quVHP/qRX//QoUPjIqTArFkL3dVXT21VGa/H3nv/0f33fz/uK+u/+KL9blGqwnmnnXbKfW9VIa2K6UrV07GjcNp44439utWiceDAge69996LF0sNAqSKdJa0wQYb+C9HNXqnqpJQo4j+y7/8S5svti7pNT7V0Ucf7QeI0xlUeOjf+rvKQxv1lg+tT+uttBLytdde87cY9NBYX0gvjfR77bXT3eGH39EqTPbY45KmK4AL3X333ec+/fTT+GlVoQpmVTSH76cqoFURXYl6Pnb+8Y9/+Nf62te+5tepepILL7yw4OjA9YwAqSJdausLoV6pldCZWL9+/Vp9cdURUVNualyfpKOJBlpez9PzQ4/d8NDrVNLUcMiQIX49P/7xj+MiGKg+Qj3N9WPeUebN+8iNG/eCGzDgTrfZZkPdeuvt4D/jddZZxw9zfscdd/gfwUppHapYbvlDesEFF1T0Q5qmY+fNN9/Mzceux2abbebuvffeeLG6RoBUiXrF6n6tmu5ahzRQR70f/OAHuS+U2rurw9Szzz4bL1oRrU/rDe3p9dDrWkYrXbJkSW5a0AceeCAuRhk++mh5UxA3V3Tfemt9NP1+550P3B/+cJ2/Zx8qgvXQj/6//du/+bHRLP0wbrnlFl+hrHVpvapoVoWzVRqPneCJJ55o+sz/Nbe+fffd182cOTNerC4RIFUSOhCp5Ui5VAn9H//xH7metbrvqjMxy4FZDq1frxPuC+v1tR3lVoqPGjXKP3/LLbesar1P1px22mQfHv/v/93ToRXZhcyfP99dffXVrk+fPrnvqh7/9E//5A444ABfAb14cdtJr1pSxbHCKDxXFcuqYLZK+7ETqDm8Gg9861vf8uvTyajWV+r97GgESBXcfffduS9vuS03nnnmmdyZmK5edH+1vduK6/X0umGoam2Ptispffm33357/9xLLrkkLkYCd94504dH377j3Hvv1f9glQsXLvQ/eGpIEb434YdPJ1Nq3t2yclj/rwpjVRxrOVUk6yqkEo1w7MQUQKeeemqu+bLqVBXa9dp8mQCpkDoMhV6nGv+mHCNHjsyNn6PL4L/97W/xIu1Krx9uA2i7tH1JTZkyxT9v/fXXL/s+c9a9/vpit/vu17mddhrlHn/8jbi4bK+//rpvZp2viar+rvJq0o/eDTfc4DvPhmlj9VBYaCInzYWj+hP9Tbe+VO9RaR1KIx07+Wh9Bx54YO69VL+reuxzRYBUSJex+oA17k3SwdN0NhHGlNJBpgOqXnp0azu0PeFMUduZ9OxHsy3qOb/4xS/iIhSgyaEOO+x2f/VxwQW2Ctn//d//9XNh6N65ejyHH51iDy2n5fU8Pb9aNNS/Osoddthhbu211271mqowVsVxJRr12Clk8uTJbquttsq9h7VqCWdFgFRAlX6awEbjQiVtjaEvgMbx0ZdBz61Gc99a0HaFyXm0vUm+uBqhV2egOoBefPHFuBh5qPOewkMh0nKmwVLUUkm3kNTctOWPtN571UXp7DVfE1X9XeXhRy48tB6tr5IWUDHd3jn++OP9+nWrq1KNfOwUo3pFjT+n9VnrWGqFAKmAWo7oQ9WZVRI6QwkHgOpLZsyYES9SV7R9oZJQ253kTO/ss8/2y+tyHsVNmTLX37baY4/r/JS1SegzuOaaa3Kd0fRQKzi1DFJfjaR1cFpOy+t5oRWdHlqv1p/ks05C69J6TznllLioLFk4dor5zne+Q4A0ErUcUfND3QpIOtJmuPTWF6uj79kmpe0MB4K2v5SPP/7Ybbjhhn559RdAfqoo79NnnL/6uOuuZE029Z3TrdLwY7/LLru4O++8s+KWb3q+1qP1hXXrdSppHRVUK0CycOwUQ4A0mDCuzbnnnhsX5aVKNS2vzlL1fvYU0/aGUUWTVA6OHz/eL7vJJptUfPneiNREd9Cge3x4nH765Lg4r4suuihXaawOZ7Xqc6P1av16Hb2eXrcS1QiQLB07hRAgDUTND/VhqslektYkatang1H3nev1vm0p2m5tv/ajVDNFNSbYbbfd/Hv0P//zP3Fx5l133fM+PDQa7tKlxac5VgBr8i69l3r/dYuw1lMja/16nVBPote3nghUGiBZO3YKIUAahAIj3H9OMiyzPvDQVl0tNNJM2x+Cs9QX+bnnnvO3+NQSZ968eXFxZmmokh49RvtHqWHUVU8Rmoaqg5mmCWhPer3QsU3bkbR+paVKAiSrx04+BEiDUGsWfZDqTZuEepNq+R/+8IcVV6R1NG2/9kP7o/0qZcCAAX5ZDU4H9V5e7q86dPWhq5BidMYf3msN4NdR9/31umFAQm1PuVcilQRIlo+dGAHSANSGXR2hdGadZCx/jY+jIQ401ENH/QBUm/ZD+6P9KjX+zzvvvOM7kOn9qvaYRGk0dOhtPjxU/1FqqJJw20o/3nofO5JeP4SItqsc1gDJ+rETI0AagDpH6UNU2/YkwhnHsGHD4qJU0/6EM8NSzjvvPL+s+hkk7WjZiMaOvdl985t9XI8eZ7gFCz6Oi1tRxbXeMzWvtQ7MWW3ajtDct5yKdWuAcOy0RoCknEbMVIdBtahIMmqoOhbqA1czviQV7Wmi/QnNE0t1oNQtj3D2+sc//jEuzgTNm6Lm3qut1sndf/+UuLgVNZ3VOEiqdK23ub+1PdoubV/SJr6WAOHYaYsASTHdvwzDLWvilyTCbH0jRoyIixqC9kv7l6SHsfoYaNl//ud/9v1EskQBGgaaVKe9YvQ9C/081AqqHoWOotrOJPUSlgDh2GmLAEmx6667zn94ah+fZKgHXe7rakVzBtR6WOmOov3S/mk/k9xm0RDgeg/POuusuKihhYrg7bbbruRIsWFY/M0337zmTXWttF3aPm2ntreUcgOEYyc/AiSl1HQxXHImnS1MwzsnOeNMO+2f9lP7W8pf//rXXKXonDlz4uKGpO+LfiTU8KLU3N46MQnNwydNmhQX1xVtn7ZT21vqhKrcAOHYyY8ASSmNza8Pbr/99ouL8lJF8fe+9z3/nEZveaT9035qf5NUkGtaUC3/s5/9LC5qOGq51KVLF7+/+hEtRQMZalkNJ5IGYdgTbXcx5QQIx05hBEgKqdmdJopRD9KkU0zqTFsftOYIyYIwF4r2uxRNQhSmAn300Ufj4oahuoFwy07TviYRRtVVfVEahHotbXcx5QQIx05hBEgKhQldyun4c+mll/rn6Gw7C8JVhfY7icsuu8wv//3vf7/iuRLqVWi6rF7HSaYknTVrlr/VpWaylQ6M2F60ndpebbe2v5ByAoRjp7CGD5BRJ6xU9JE2Dz30kP/ANKVkkh+B4KCDDvLPu/322+OihqT91P5qv5PQD0+YIEdTdTaaMHaT6nvU9DsJTeqk92Pw4MFxUV3T9mq7tf2F/PGP97guXfZ0Z599RVzUBsdOYQRIiuhHbuutt/Yf2FVXXRUXFxU+6CR9RRqB9lP7q/1O6sEHH/TPUR1BOeFc73Rwhz4vSUdpFs0MqOckbaRRL7S92m5tfyG33/6C23bb892IEaXH8eLYKSwzAdIILr/8cv9hqellObdZ1GJLl/SdO3eOixqa9lf7Xc5gewcccIB/j3/1q1/FRakVRirQPOBJ+kiIlmvuZLhaWe9fPdD2aru1/YX2909/mumHbxk58qm4qBWOneKfPQGSEi0resvtCTxt2jT/vJ49e8ZFDU37q/3W/ielebjVo7mcBgr1bMyYMf490A9C0gnGRE2a9Tz1rUij0CekUNPspAHCsVP82CFAUuLEE0/0H5SmoSyXZuDTc4866qi4qKFpf7Xf5c5A+Otf/9o/b//994+LUkWVyBq2Xvty1113xcVFaQInPU8NNtIoNDQpNMFV0gDh2Cl+7GQmQPI90uKll17KdXZ7/fXX4+KSwlloo3eCioVOUdr/cuhgCPNNaH7uNFLP7B133NHvg6X1UPjO6MQljcIJV6HPPmmAcOyMiYtaIUCc7vd+7h68qr+76YxuVXmcf3w3d2Dvbq5bt+o8FB76kM4888wWe5ZcaKJ6xhlnxEUNTfur/db+l+vaa6/1z9WQ7/HnkYZHp06d/ParZVmpoUrySft3ptRnnzRA0v4+WJV6/4LMBEgxn3261I351XptAsb6OO2gldzO3Vfyb2w1H2PHjo03PZHhw4f755fTAqcRaH+139r/cj399NNt3v80PsoZGK+ltH9nSn32SQMk7e+DVan3LyBA/s/yZYvdRwvnVOWxaMEc987bc3wFXjUeofWVOoBZhpHmLKr4WVRMQziEHthDhw5t83mk4aG+Huuuu67fh/Hjx8e7WFLavzOlPvukAZL298Gq1PsXECApoalq9UFZ5mDmPu6YuKioG264wT9PfSfKnSq1nkyYMMHvh4Ik6eiqAXUgzTh2xsRFrRAgKaGpanU/XiOoagrbctCS5I64qCDNC6L5QfS8P/3pT3Fx6miWSu1Ljx49So5Q2xKtsJpx7BQ/dgiQFBk4cKD/sNQxrBy0ZS/elr2l//qv//LPKXdqz3q1bNkyt+WWW/p90gjOSek2mJ5DPxCOnWIIkBTREAOaulY9RJOOZyT0pi3emzbQj41aL6nVW5KRSNPihRde8E3AdQWrsdSSoCd6M46d4p99wwdIo9HUtfrAdtppp4IHRz6M51OahjjXcyz9JupdqAzu2rVr4u9AI4+FlTRAhGOnMAIkZdRBTFPY6kMrNWlOS4woWtxjjz3ml19//fX9sDGNKIzzpaa9SSYLauTReMsJEI6dwgiQFLrnnnv8h6YpbUtdYgbMaVCYruQ0D0jS5dPq/fffzzUQuOiii+LiNhp5PpByAoRjpzACJKXC7YWkFaPMqlbYqFGj/LLqtZ2WH0orDcSpuhDNaKmWfaU06oyE5QQIx05hBEhKvfrqq37EWP0QaIrbUpjXOT/N+xHmCNd8IFmgIXG0v2qppGbLxTTqnOjlBAjHTmEESIppSlt9eEnuVco555zjl2/0TlGhE5T2txRNaaplVT+QFbrK2m233fx+H3PMMXFxK+o7svHGG/tlJ02aFBfXFW2ftlPbW6rPy7PPvu122mmUu/XWl+OivDh28iNAUmzRokV+alt9gJMnT46L21BvZN0b1rwiS5cujYsbgvZL+6f9LNX7+rXXXvNXcZr/Q/OAZImaLKtJuL47N910U1zcSrjFpysWNeKoR9qu0PdD25vEkiXJB5nk2MmPAEm5K6+80n+Amuo2yf17tcDR8iNGjIiLGoL2S/uXZBBBzfehZf/zP/8zLsqEW265xe+/gqTYNAFqZLDzzjv7Zc8+++y4uC5ou7R92s5ymreXg2OnLQIk5TS1raa41YeoQRdLefLJJ/2yasFlGZixnml/tF/aP+1nMZrnQ8tp3o96+/K3p2OPPda/D6p0LnYCMn36dH+ltuqqq5Y9I2ataXu0Xdo+bWetcOy0RYA0AB1A+hB1+fnBBx/ExW1omA4tP2zYsLgo1bQ/2q9Sw5Do/ni43aF5P7JMlehbbLGFfy9KjTirpr9aTs1kk97iqDVth7ZH25WkaXKlsn7sxAiQBqGpbvVBJqnk09AWYYbDJC240kD7of3Rfmn/igk/hJqxr1a3O9JkxowZvjWfmvc+/PDDcXErhxxyiH/vNFLxO++8Exe3K72+tkPbo+1qD1k/dmIESIPQPezwJXj55dItS0ILLp1xpP1HVNsfzgy1X8W89957br311vMVhY8//nhcnFmXXHKJf//0g6D3qBANbx/ea/14d9SPqF43hIe2p9Sw+2qyq8ellz4TF3mhPImsHjv5ECANJLTv79u3b1zUhj5wTVCl5S1zjNQTbb/2Q/tT6ot8wgkn+GV//vOfx0WZpjb//fr18+/Nj3/846J9ADT6wQ9+8AO/rOqQHnnkkXiRmtLrhTnrtR1JRmMIAbHLLqPd3LmL4+KyAiSrx04+BEgDUTO88IHeddddcXEbzzzzjG/GqgrIUrcu6pW2W9uv/dD+FKPLcy2rOVXeeOONuDjzdOURvj+6IilGZ/zhdpbeU7WCqnUTX61fr6PX0+vq9UtdeQQhIPQ46aT74uKyAkSyduwUQoA0mHHjxvkPVD1JkxzQI0eO9MurKafuhaeJtjf0ZdB+lNK7d2+/bNJOUlmkH5Uw1EmS74Pqk/QDpPdVg3wWmsCpUlpvGERUr1duhXkIiMGD7/f/feyxOXnLy5GlY6cQAqTB6NZDGM5h+PDhcXFegwYN8surGV9H3dMul7YzNDvU9pdy2223+WU32mgjP8kSCjv99NP9e6XWWaWGOhE1nQ39RPTQ909jUhVrFpyEnq/1hO+zHnodS1PdEBBz5ix2PXqMdgcccFPTCdYXbcrLlYVjpxgCpAE9/fTTvpJ4nXXWcfPnz4+L21BFWmjFpS9WvZ9NafvCAaDtLlWR+cknn7hu3br55Uv1ukZzM+fwo33cccfFxXnpM7jmmmtyw57ooea1ahWoPjdJ6ilEy2l5PS80z9VD69X6S33WhbQMiAsvfNL//+jRK4LIGiCNfuyUEuqiCJAGE+Y0LjXWUaB7yeFAWHfddev2vq62S9sXDoAk98B/97vf+eV33333uAgFzJ49O3eLQz3Wk1L4aCDDMIpveOheu6bW1Vzlasjwm9/8JvfQv/V3lYf6jfDQerS+UmNbldIyID78UC3JxrmePa9rOsFqHpbEGiDSyMdOIQr60047zZ+oan1JrlTbEwFSobffftutvfba/n721KlT4+K81Ks9XJLrQFYLjUrPUKpF26HtCT8w2k5tbyl6HzS1qd6HUvM7ozVdrem9VrPnQnOLF6PxxTSpk6Ye0GfQMhgKPbScltfzqjk+WRwQEya84v996qnNY8jF5eVqxGMnH90iHzNmTO4qRusst/NheyBAquD3v/+9/5B79uxZtFlmTJVqoWJUzSQ7+t6uXj80G9V2lVPpd+SRR/rnacgOlG/AgAH+/dPovZXWaaiv0v333+/Gjh3rx3DT1Yf+q3/r78XG4yrHRx8td8uWtb5iiQPiyy+/cocccpv/m0bmjcutGunYiWmIE02lHcJ+n3328dNK1CMCpApa3vu/8cYb4+Ki1KwvtHVXixy1XNL62pNeT6+r19d2aHvKaW741FNP+UtsXba/++67cTESUNPw0PrprLPOiovrxnvvLfNXFYMG3eN23vkad/TRrSfAyhcQITgOPnhC3nKrRjh2WnrrrbfcEUcckQsOTTilWVHrGQFSJWF+Y0vrI1WMqXeqerdrHbpsveCCC2o+nLXWr9cJl8l6fW1HORV1uuLq0aOHf37S1mjIT62ewlAn9TSQ4jvvLG06MfqrO+64iX5ujxACe+xxnbvmmtYttQoFxJAhD+bK8pVbpfnYCTTAom59hduPqhPTuiutj2oPBEgV7bXXXv4LYB0ATh3wwmWwHhq0Ua1kqj07m9an9Wr94bX0uuWOzyO6LaLnd+/ePVF/GBQXxg/TnOqaW72jvPnmh+7662e4o476U6sf/t69xzR9vx/1/TtaNs8NCgWE1rfrrqPzli9Y8HHT929s0w/wJN/81yKNx46o4US4itKJg1rjLViwIF6sbhEgVRR6YHfq1KmiHti6BxqGuwgP/UD/8pe/9P0syv1h0fJ6np6v9bRcr16nnGGlW9JZWNeuXf16Jk6cGBfDQFd0YT6M9p69cfbsRf6K4tBDm+sswqNPn3Hu3HOnNH1P3mw6Ky5eYZ0vIAKNj5WvXAGy7743+L9rCBRNf6v6FYu0HDvPP/+823PPPXPr6tWrl6nfTUcjQKostBCpxqilauKp+6thMLuWj86dO/uml0cffXTe5pr6u8q1XPxcrU/r1foroWHJtb699947LkIFdAYagvmyyy6Li6tq5sz33ZVXTnX9+9/SKjT0g37eeX9xzz03z1eE19rHHy/3AROuUhRad9zxqvm16/XY0TA2AwcOzLXUUr+bm2++OV4sNQiQKqvVKLQvvfRS0wF2qZ+XPdx3TfrQ8nqenq/1VIMOIN2vTzoqMcrz0EMP+VsaGvn5xRdfjIsrMnXqK01n+X/2vcRbhka/fjf6s//nn5/vymhMWFW61XXKKQ/ktklXQ9OmzYsXK0s9HDuqz7jwwgtzfX40TpwCK+0TZhEgNXDxxRf7L8kOO+xQszbq6mCk/hY6e8nXXFN/V3nSnsnl6t+/v9/HJPOiwObUU0/177E6/pXbMKMlfQcfe+wxN3jwYLfhhhs2neB832266a/8D/RBB93sLr/82aaTgPq6766WWy1bbf361w+5efOq811u72Pn3nvvzbWw0+Pwww9vCso348VSiQCpAZ1thNnnRo8eHRennob51r7pEj/JzIyw0fcotHA7/vjj4+Ki1Jdk8uTJ/pZMGAYjPLbffs+mK43b3axZC+On1ZUvvvjS3Xrry76CXSGy227Xuj/84bk2fU/q1cyZM31nzfC+q2/HE088ES+WagRIjajDlr40GmfI0rSvXqln7bbbbuv37YorroiLUWWaSjYMizFhwoS4uBUNmaGzXXVKbNlKSA9dDWuomddeey1+Wt3TkCjDhz/hB2dUkOy33w1N+zmrw26zlbJ48WLfpDd0dNRtMA0TU04n47QgQGootKYZOnRoXJRauszXPm2zzTYV95hGMuPHj/fvuerW5s6d26pM99DvuOMOPxKABvVsGRqqCFbfnGr1PO9oaiX2i1/cm7ut9e//fqd76aX6ufWmk6urrrrKbbDBBv79X2ONNfw4VtW6FVaPCJAa0tmevkR6zJo1Ky5OnUWLFuUODt0eQftRyyC97xqocsmSJX7Eg4MPPthXxobAUKW7moaqwrdR7rHn8+ijc3zdjUJEHRvVL2XBgo79kVbHz+222y73WWjQyo4eXqU9ECA1NmTIEP+F0vSlaXfyySf7fVGrFLQv9bnR0BZ6/0Ov6/D/ffr0cVdffXWiKQUahfqjjBkzw/Xqdb0Pkq22OqHpauuKika+tdDVXRghWI+tttoqUydXBEiN6WwxzLdQq1nk2sMrr7zi7+mq6a7uy6P9qVm4mofrSkO3R3VffeHC+q4Ir7WFC5e5M86Y0HSM9fLH2CabbOKHFao1BbrGLAtjYKnO6fLLL8/cbV0CpB2MGjXKf8nUlE8/vhqyO22PMEyE7umi4+i2SNZDI59p02b40bDDlYCGFap2/xlRRbimsw4zBOoK8MQTT8xsa0QCpB2oHb7mTg9f7rQ+1BqokSsEkX5qcKC+Lvq+qre3RoYod/iSQjQDactpf3XrMOudaAmQdqIvtnoVa4gKDf2epocG9tOl+plnnhnvFlB31OlSA5pqTDr90K+//vq+c691dNt58+b5mUfDrIA6GbzrrrvixTKJAAHQkNTkWWPShSsGde6dNGlSvFhBqpDXZHGacVTPVzNpzeDIqNMrECAAGtqUKVN8R8oQJBpFt1Szeo3Aqwp5La9GC8ccc0ymWrklRYAAaHiqh9SwQl26dPGhoL5Z6uCrVpItqeI9zOujhyrmp06d2moZrECAAMgMBYaCQwGigFCgKFg0hL4q3MMw65pZVPWWKI4AAZA5uoXVcuKpEByqeFcFfCWjH2cJAQIgs9S5NwzPs99++7UZawzFESAAMk29x2vR6TALCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMDk/wMm8Ykhj34EyQAAAABJRU5ErkJggg==)
PN: 4H21-3-5C
CAS: 133427-95-9
Molecule Weight: 256.236
Formula: C14H9FN2O2
![Methyl 2-(4-methoxyphenyl)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-1-AY
CAS: 866050-80-8
Molecule Weight: 282.299
Formula: C16H14N2O3
![Methyl 2-[2-(trifluoromethyl)phenyl]imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-3-0G
CAS: 1051397-21-7
Molecule Weight: 320.271
Formula: C16H11F3N2O2
TSCA: Not listed on TSCA inventory