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)
| Product Number | 4H17-1-04 |
| Purity | 98 % |
| CAS | 602313-68-8 |
| MDL Number | MFCD13177117 |
| Molecular Formula | C9H8N2O |
| Molecular Weight | 160.176 |
| Units | Price (USD) | Availability |
|---|
PN: 4H17-1-04
CAS: 602313-68-8
Molecule Weight: 160.176
Formula: C9H8N2O
![1-{Imidazo[1,2-a]pyridin-3-yl}ethan-1-one](data:image/png;base64,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)
PN: 4H17-1-05
CAS: 29096-64-8
Molecule Weight: 160.176
Formula: C9H8N2O
![3-Acetyl-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzIAAAcyAGhv3uVAAACKnpUWHRtb2xTb3VyY2UAAHichZTbbptAEIZfZbTXZc+cLOPIclSpUtJKTSL1rlrD2kEyEAHx4e07i4/ELhagmZ2dbwf+HXb8sC1WsLZ1k1dlQgTlBGyZVlleLhPy9vrdi8jDZJxiEiaWTULe2/ZjxNhms6Hpuy3MtippWhVkPz/aNnkvZ6NoVS+Z5FywP89PLx3j5WXTmjK1SDX5qOmCT1Vq2u4t/lOCFaZe5yXbp7OiXu9X+yu5uzndNhk5f8sM56aIwiJfWVhUdWFaWEtO8ebfYGlLW5vWZjDfYVhRjd8+GT8/VulnYcsWXbdCnprVS1t/phgoqpVNP3ExdH48JqQQCJi2KqZ1bXbgPBc2AowEo8BoMD6YAEwIJgITgxEcH5wXmCAUar2yrtjr7sPiG8MMfsGsu34ebOejTDIhnAqtNAga6DgESYOISzRC+gEGpeQaPE6ViINjVFE/xhxNY6liCKj0w+BoDsF9CoEdFvA0VUr5gJYLpcDzqfDDCDxJfR2F4AmquIzOFoX0g9hZX+EYpVWhPA0R4+HeRvo8Rs3YSbTJeF6V2YULeZaQuSCdmr/topEHQQlUdWZr7FG3gEu9BGQfcPKfAHkLUFeAHq6g+4Db2hMwvQX4fcA1wnCF4AoIhyuEfcA12TAQ9QHXksNA3Ae6Bh4m3Hxv67qGv8N83e7uB7nDfNnx4w81yKirPbyL6CvJbiPsoo/Z8aBA9+oQYRcnDMNzdfIPqgKeZhMqgX0AAEPjSURBVHhe7d0JvFXj/sfxew2RmWQIccnUTabKX7NrLFdkHkoUUURmaSAyhEuZlVAqZahLRJREImQKyS0lDYbKVInk+Z/v6rXWWfvZ5+yz97Ontff+vF+v9bpX69l7n7PPOeu71zP8nr8ZAAAc/M3+BwAAkkGAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAKBpPP/202WGHHcxee+1lZs2aZZ9GhhEgAAre119/bU4//XTzt7/9LTg23HBDc91115lff/3Vbo4MIUAAFKyVK1ea66+/3lSvXj0mPMJHrVq1zOOPP27++usv++FIEwECoCCNGDHC7LLLLnGB0apVK9OgQYO4f2/UqJF5++237adBGggQAAXl/fffN02aNIkLiIYNG5pp06YF7YYPH2523nnnmDZ///vfTfv27c3ChQtDzwhXBAgKxsEHPxwcDRo8bL744ge7SYxwexS+b7/91nTs2NGst956MaGw4447mscee6zCLip1cfXp0yeui2vTTTc1N910k/ntt9/shyAFBAgKRjgQdHTt+qLdJAYBUhx+//13079/f7PFFlvEhMBGG21kevToYX755Rf7IXHmz59vTjvttLi7lt12282buQU3BAgKhh0gOqZPr7wrggApfM8995ypU6dO3IX/hBNOMHPnzrWbV2nKlCnmwAMPjHu+li1bmo8++shujioQICgYdnjoaNfuWVNBz4WHAClcn332mTniiCPiLvT16tUzkyZNspunZO3atWbw4MFmu+22i3nu9ddf33Tu3Nn88EPirlGUI0BQMMKB0LjxkOD/T5gwx27qIUAKz7Jly8zFF19sNthgg5iLe40aNcz9999v/vzzT/shzn766SdzxRVXmGrVqsW81lZbbWXuuusu88cff9gPgYUAQcEIB8KAAW8H//+EE540a9astZsTIAVkzZo15r777vOCInwxV5B069bNLF++3H5IxsyePdsce+yxcXc7e++9txk/frzdHCEECApGOBB++uk307z5Y8F/jx79qd2cACkQEydONP/85z/jLuBHHnmk+fzzz+3mWfPyyy+bffbZJ+7r0LqSL774wm4OQ4CggNiBMGjQjOC/jzxymFm1ak3C9oiWOXPmmOOPPz7ugr3nnnua559/3m6eE7oTGjBggNl6661jviaVRbnsssvMjz/+aD+kpBEgKBh2IKxc+Yc54oihwb8pUBK1RzRo2u21117rTcMNX6Q1Tff222/3pu3m29KlS82FF17oDayHv8aaNWuW/Z4N8gbiQYCggFQUCCNGfBL8W7Nmj5rly8sXhlXUHvmjhX5a8KdqueGLshYGaoGgFgpGzccff2wOO+ywuLukAw44wLz++ut285JDgKBgVBQIv//+p2ndekTw73fc8VbC9siPt956yys1Yl+ImzZt6pUmibpnnnnG/OMf/4j7+k855RQzb948u3nJIEBQMCoLhLFjZwX//n//N9gsWrRuZXJl7ZE733zzjTnrrLPiLry1a9c2I0eOtJtH2urVq02/fv3MZpttFvO9bLzxxqZXr15mxYoV9kOKHgGCglFZIKxd+5dp23ZUcK5nz3ULzSprj+xTjam+fft6NafCF9tNNtnE3HDDDWbVqlX2QwrGokWLzNlnn+0VZgx/bzvttJN54okn7OZFjQBBwUgUCFpM6J9TocXZs5cmbO+bMWOx99jw2AnSM2rUKLPrrrvG3XWcccYZZsGCBXbzgvXOO++U3fH+X9z3eeihh5rp06fbzYsSAYKCkSgQVM7kzDOfDc5ffPGLCdvLp59+F5xv2HCQ6dx5nLee5PvvV9pNkYQPPvjANG/ePO6CevDBB5s333zTbl40hg0b5t19hL9n3Z106NDBLF682G5eVAgQFIyqAmHq1K9j2lTV/r33FsW1849OnZ4zw4d/XHYBYDvUqnz//ffmvPPOi5vyuv3225shQ4aUxJRXjX/07NnTGw8Jvwebb765ueWWWyIxNTkbCBAUjKoCQXTht8MgUfsXXpjt3XnoDsR+jH+0bz+m7EL4gVmw4Gf74SVNtaLuvPNOs+WWW8ZcNFVb6uqrrzY//1x679dXX31lTj755Li7sN13392MGTPGbl7wCBAUjGQC4cMPl8QFQKL2vmXLVpX9gc/y9hg55JDBcY/3j9NOe9o8/PD7Zu7c7NVmKgQvvPCC2WuvveIulMcdd5z53//+ZzcvOZMnTzb7779/3Pvzr3/9y3zyySd284JFgKBgJBsI3bqNj7vwp+Lnn1ebceNmm+7dXzKHHvpI3HP5h2Z+3X//u+bzz0un/PesWbPM0UcfHXdhrFu3rnnllVfs5iVNlYMfeughs+2228a8VyoQ2aVLF2+1e6EjQFAwkg0EzcDSTKxk2yeicinjx//PXH31q6ZJk/IS8vZx3HEjvQrBH38cvdXUmaAaUJdeeqlXEyp8Mdxmm23MPffc49WQQsX03nXv3j3uvVO9rYEDBxb0e0eAAEn67bc1ZtKkr0yvXpO8sil2iPhHq1bDTf/+U70pwlqjUsj0KfrBBx+s8FN0165dc/opWl+L7oBUaPE///mPueCCC7wuIU2l1da0Ovy9z/W//r/pvNqpvcZstMuhqvzm+sKtir7HHHNMzPuoY9999zUTJkywmxcEAgRwoBIqb7zxtbnhhsnmsMMejwsR/1CV4H79pnhb71a0Z0mUvfbaa6Z+/fpxF7zDDz/czJw5026ecRqknzp1qrf6W6+pRYj215LOoRlT2spWCxtV10qLH3PhxRdfrHD86N///rf58ssv7eaRRoAAaVIwKCAUFAoMO0T8Q0GjwJk8+YuyAIrubneaSXTSSSfFXeD22GMPM3bsWLt5Rmm6q15Dr2+vYs/2oUBp3bq1GTFihFm5MrtrgRSOuovS7ofhr0Ez2K666qqCmcFGgAAZpC4rdV2pC0tdWXaI6Nhzz0vKLsZtzLnnXuwV6cv2xSpZv/76q7eWwS6zrrUMt956a1bXMmhVt8qna0zFvrCHD3VJaYOnSy65xNx7773eJlDvvfeeV9BQh78Nrf7X/zedVxeRdjzUOI5CQtNq7ecOHwqvdu3aec+fTVpDc/7558etodF+7Y888kjk19AQIIikb7752RuYPvzwoWbWrMKd5aRBdQ2u63tReNSvf0fZRfDcsgvlIWaDDdYV5VPXjNYODB8+3LuI55rKrA8dOtTUqlUr5iKmMuvnnHOOWbJkif2QjNEFukWLFnEXcP/Q5lKdO3f2Ci9m+uvQxfvpp582F110UYU7IvqHzmm1eTb3SP/www8rXMV/0EEHmTfeeMNuHhkECCLnjz/Weov3/E/sDzzwnt2kIGm678CBE02zZhebLbbYN+5ioUPdKOoLf/zxx7O6D7jv7bffNoccckjc19G4cWPz7rvv2s0z5tlnn/Uujvbr6tDdwfXXX5/z9SSq09W/f/8Kx310qIKwZk2pKm+2jB492rvLsl/79NNPN19//bXdPO8IEESOPrH74aF1GMW4aO+zz77wBm/322+/uIuFf2jap/YFHzx4sPnuu+/sp0iLKsq2b98+rqLszjvv7N0JZcunn35a4R2H+v47derk7RsSBZokoLEIe4xChwJOM7myRYP5N954Y9wYkGaWKVij0uUpBAgiZdq0b2LKiowalf3ZPvmmT9o333yzadCgQdzFyj/UR64ZQ+r3X7hwof0USUu0p0Xv3r2ztqeFtrG98sor49ZC6CKpvcYVaFGkwWzdldi7KOrQgsrZs2fbD8kY7aWicRj7dXfZZRdvoD8KCBBEhsqJHHXUE0F4XHZZdgcwo2j+/Pne7Bzt1GdfOMJHkyZNvDUNqeyGV9mueqeeeqr3utmiKbK6swm/pl8v64cfCmN8S8Gr9TDaE93+PlQsMZuD3dOmTatwN0f9DuR7N0cCBJGgcuzhEiSawfTjj7mZlx9V+lSumUO687Bn6YQPlUvXXUVlawi0r7eew36c9vWeMmWK3TxjdFFVV4z9tWtRnxbVFSKtKu/WrZu3kNL+nrJ5F+XvJ7/jjjvGvG6+95MnQBAJTzzxcRAe6sJSqfVs0ad2rTVQ14T2bGjWrFmwatnvd9b/+v+muwHtQHfbbbd5FVXnzJljP2XWacaQxkKOOuqouG6g8FGvXj1vbEV9+Pp0r9XX9gVcn6IHDRqU1U/NmjGlxX/h11V5d202VQz0/tp3iVqtr1Xy2aSuwB49esRNtd5iiy283+dsTrWuCAGCvNPsJO1l7geIChRmkgYdNbtF00G1GM6+6Loc2nHv3HPP9bYw1afSXNLraZaWKt/a+0+ED3uAXMFz+eWXm59++sl+yoxSmRD104dfW2GS6Wm4+abSKrrDCt+N6D1Xl1a2zZ0715xwwglxP3NNCc/lXvMECPJKxQrD+5mfe+5/y/4wM/PJWH3vWsdgz2bJ9KGL+CmnnGLGjRuX8/pKWjeiAVW9fqJSH1o8l80BX5/662vUqBG8ru5+dJHN5t1OvmnmmL2FrxZFKmCybdKkSd5dZ/i1dSeUKwQI8qpPn8lBeLRo8ZhZtOgXu0lKdKHSJzAVqLMvov6hGUgqaqfZPxoY1TiAv2rZn+Ov//X/Tduxqiy3Pr0fe+yxXneB/Zz+ocV4AwYMMKtWrbK+suzTa2p9xVlnnRXzNb300kt206zQHiHhENP7NHHiRLtZUdJdoaZch9/3Nm3a5GTKrYJKU47919XdX64QIMgblUn3w0PHhAnpjS0oOPbZZ5+4i7oOrbfo27evV5wv3bsEhdT06dO98h4VLcLToVIUGjPJVYG+MF1Q/K9D3Su5oAKB4a4cTXvV6upSot8rjamFfw+05iUXvwMqBeO/pqoP5woBgrxQqZLmzR8LwqNv39ftJknTOgrNgrEv4loEdvHFF2d9qqNmFF133XVxpUB0aMwlV3cAvlwHiLqtwncederU8froS1WvXr1ifgdUWSDdDy1VIUBQMlS99uyzxwbhcdJJo82qVan/gelOQAOW9kCyNurRTKRcD25rBszDDz9c4VoLVZfN1VTLXAaIBszDYx4Kj1x9n1F21113xfz8zzjjjKyOAxEgKBkDB74ThIdKlWgHwVRpiqqmtIb/SHWxVF9wtmcZVUWfNjXlNnxh1aE5/NorO9tyFSCaVRWebaVuq1K+87Cp7Ej456/1I9lCgKAkvPNObKmSkSNTL1WiIn8qbBf+49RYhBbMRcmyZcvMeeedFzOd1p+VpIVh2ZKLANGn6fA6jy233LLkxjySofLx4d9TVfXNBgIERU+lSo4+urxUyaWXvuStQE+Fyn+H+9u1ElfdVdnsHkiXplraK4jPPPPMrJUHz0WAKAT911Aolspsq1Tpg4K6r/z3Sr+72djNkQBBUbNLlRxzzBNm+fLUZqdoiqpqD/l/KOoiyvUAtSuNC9grs1WMLxvFC7MdIFpfE17drjBB5TSVN7xWQ9vZZnrHQQIERW3EiE+C8FAXlraATYU2/glPE1VJ7ULrb9ddknbSC4eI/tgzHSLZDBCV0ggXRlQoRvnuLyo0U087O/rvm0rjZBIBgqKlHQU1WO4HyL33TrebJKSFfOGZVnXr1s1q4bpsU+n2cIjoTiST3VnZDJArrrgieG4NmhdbeZJseuqpp4L3TuNi6trMFAIERckuVdKhw1hvGm+yVH4jPJtJ24sWSgnwRLQCPhwiGhPJ1MB6tgJEm0GFCzkWS2HEXApXCVBXVqZ2NyRAUJR69XohCA+VKlm4MPm+X/Udh1eWa6FeFLf1dGXfiWRqLCFbARIuCa+uK6ROO0tus802wfvYp08fu4kTAgRFZ8yY18xuu51r6tbtXRYgD5mXX05tj+vzzz8/+KNQ//EHH3xgNyl44TERDUxnYp1INgJEExj859REhlmzZtlNkCStEfLfS5Vlz8RmXgQIiooGuHfY4Z+mRo3GZpddTjXXXvuk3SSh8AVLRzb36c4nez2Fpvumu5I7GwGiTav859ROgnCnrsrGjRsH76cq96aLAEHR0ICwX2SwWrUapkGDNmbFiuSn7KoESXjrUO0LXcwUGOF1Iip7ko5MB4jW3vjPp9L4S5emXjkAsXSn6b+nugtZsGCB3SQlBAiKxrXXXhvzx/HBB6mtUO7evXvweNWVyvSc+SjSjBwtivS/73TWt2Q6QFRR1n8+lcBHZjRv3jx4X7t27WqfTgkBgqKgFcnhC6GKyqVCxfnCM3209WypUNkT//tWFV/XMuCZDJDwhUkfBhYuTG39Diqnv5Xwe5tO1yUBgoKnfbvDJc1btWqV8tTU448/Pni8NugpJeoa0m5y/vev/URcZDJA1D/vP1enTp3s00hTeCzkzjvvtE8njQBBQVNQaLc+/5dYffqaspgK3X34dy+akaR1B6Vm0KBBwXuoTalcdrTLVICoPH14yqm2bkVmDR06NHh/Ve7EFQGCgqZtXP1fYIXAK6+8YjepUseOHYPnSHcguVCpFHx4PxG9r6nKVICo+9B/HnWpIfNUxiZc4uS9996zmySFAEHBUhlv9eH6v8Au0zzV/xt+Dm0ZW6q0KZX/Puy0004p72aXqQBRiPvPk6kFb4h37rnnBu+zdtB0QYCgIOkTVHi1eKNGjZzqOoXvYDQ7pZSp60jB4b8f48aNs5sklIkA0c9QU3b95/nyyy/tJsgQVTf232cVqnRBgKAghbudtthiCzNnzhy7SVL8dSM6HnvsMft0ydEe6/77ccopp9inE8pEgEydOjV4jj333NM+jQzSYtLwWJMq96aKAEHBUTE9/5dWh+tqcYWOv2ufqu7me0vaKNBFxH9f9Z6ksr97JgKkX79+wXN07tzZPo0MC3cX3nffffbpKhEgKCjz5s3ztjH1f2nT2d9Aa0X85znxxBPt0yUrfFeWSjhnIkDC5VVGjhxpn0aGPfDAA8H73bZtW/t0lUoiQPxvUEeyXB6TDN2ia28D1fjRvgZavKYLovrzzznnHG8Giv4QEU+Duoceemjwc1EXx6+//mo3S1p47ceQIUPs0yXr1ltvDd4XDbQmK90A0fiHv22w7gwXL15sN0GGadsC/2e29dZbp7x+igCphMtjElF3ib21aGXHbrvtZp577jn7KUpeuH9elVnff/99u0nS7P5f1zGUYqSZaP77suuuu9qnK6UAqVZta+/YZJOa9ukqhbvPNKUYuaF1P/77nmptLAKkEi6PqYzuOsIXq6ZNm5phw4Z53TGrVq0yy5cv9y6GukCGf5go99prr8WUKkln9ax8/PHHwXNp5hHKKQi22mqr4P1JdgvfP/9cW/b7e5h31Kp1hH26Ss8//3zwmtotEbkRrjmW6joqAqQSLo+piDYi8stE6AJ4//33201iKEzUr5/u6xYT7QQYnl56zDHHpHyrbVPfvv98qc42KgWtW7cO3h+VuE+GAmSvvS7zjn33vcI+XSV9KPBfs1u3bvZpZIkmK/jv+z333GOfTogAqYTLYyoS/kPUDJNk9ejRw/6nknXccccF76HGjdIp/ua7/vrrg+fs2bOnfbrkhfcgv+WWW+zTFVq79q9gF8hGjQbbp6sUvpC5zAiCm/BkklSr8xIglXB5jO2jjz4KnkPjGgyOp06fiPz3UHdw2iMiE7QXuP+8jz/+uH265IVrYyU70y3dAAmPEU6YMME+jSwZP3588L4fddRR9umECJBKuDzGpk+2/nNkat/pUqIA1loE/z288sor7SbOwlNVKdYXb8qUKcH7o8qtyUg3QMK7DxbjNsJRpTpY/vuuig6pIEAq4fIYW7NmzYLnUNkAJE/VYPfdd9/g/WvQoIFXaiNT9tprr+C5//e/1PZMLwXh6Z2aYp6MdANk7733Dl6TEia54/Kz9pVcgLgcrsIDv5noty8l4U2OVDU00xf58P4hS5YssU+XPK3B8N+fZGeppRsg/Ezyw+Vn7SNAkjhchbtfVq9ebZ9OmZ7joosuMi1btizqI1xWXIemPGdauJS1CjMilhZo+u+Pao0lI90A0ev4r5nOAlGkxuVn7Su5AEmWy2NsmQ6QESNGxHxdpXBkq0KuVkr7r6FFhYil98R/f5JdVZ5ugPAzyQ+Xn7WPAKmEy2Nsme7C0uK3cCiVwlGzZs2slLTgDiQxl0+l6QZI+A6En0nuuPysfQRIJVweY8vGILouppMnTy7qQ2VcVJfHf++0R3mmP5HS356YS794ugHCzyQ/XH7WPgKkEuHHzJo1yyswp/752rVrewUQVZpEAaGV5ZVtZMQ0XneaRqr9yf3377bbbrObpIVZWIm5zMxJN0CYhZUfLj9rHwFSifBjqjoaNmxY4V4S2nLVb7P77ruzkDBF2s7Uf/8U2pncbpZ1IImxDqR0sA6kCv43qCNZ4cdoPYIKHb700kveJyMVQPzuu++8jY38cY7KSgC0atUqeB7dxSRLr1fqFLhNmjQJ3r899tjD/Pzzz3YzJ6xETyzfK9FTLeoHd+GV6OouTgUBUolkHzNx4kSvzfbbb2+f8syfPz+oxKsumYceeshuEkM7wHXo0KHK1y0VKkYZHg8566yz7CZOqIWVWD5qYZ1//vnBa1ILK3fuvvvu4H3v0qWLfTohAqQSyT7Gn8GgjXAqo+6A8EVQU1NVDVbh8ttvv3mhMWPGDNO7d2+vWGAyr1tKnn766ZifRybuGKjGm5hLNd50A+SOO+4IXvPSSy+1TyNLLrjgguB9HzhwoH06IQKkEsk+5s033/TaVNV3qK4vDcKHn7eyQ+Ml2hsB5cKVWjUFN91BVvYDqZzrfiDpBohm3/mvqa5f5Eb4upRqEUsCpBJVPWbZsmXeRV4Xe1WJTfaCr8C57LLLzEEHHeRtHqXBYc291jiLtrTV8zDYHk+1serWrRv8TDTgmk5tLHYkrJzrjoTpBohmO/qvq78r5Ea410O9IqkoiQDJpHCw6NBFje1nc8NeSKl++nSwJ3rFXPdETzdA9IHA//lqT3RNVEF26e7S/1lvueWWKW/URoCkyA4Q/cKrv1hTdpF99957b/De6yKjmXGuwhvpnHjiifbpkhWe4qyxomSlGyAS7k7R2Beya/DgwcH73aZNG/t0lQgQR9p6VqGh6babbrqp1xWlVdTIPv2i+7+0mv3mWiZG3VYKIf+DQEVreUrNF198Eby3ek80wSNZmQiQG264IXh9FQ5Fdp1++unB+z1gwAD7dJUIkAzw51FrQSGyb+nSpTF1xrSLWqq33r7wp+3HHnvMPl1y9IHIfz9SnZ2WiQDRhzD/9f/5z3/ap5FB+pvROKz/fs+cOdNuUiUCJAM0FVdvYKKpvMgsXWjCpU40BdSFPnX5z5Gtyr+FQmMQ4WAeN26c3SShTASI/pbC4yALFiywmyBD3n333eBnrTt5lw9hBEgGjB071nsDmTmSW+FaY9WqVfNKMqRK3V8bbbRR8DyZLJdSaB5++OHgfVCQrFmzxm6SUCYCRI499tjg6+jfv799Ghly8cUXB+9zp06d7NNJIUCSsN9++3m/yErsRYsWeX9YWkCoMRDVa6pevbr3Bvbr189+KLJIPwfVafJ/gevUqWN++eUXu1mVOnbsGDzHSSedZJ8uCXovwxt5ufSHZypAwvve1K9f3z6NDNDd5rbbbhu8z1rs7IIASYL/BiU62rVrl/InNqRv3rx5MYve2rdvbzep0ueff+6t5dHj1S326aef2k2KXrj2lfrFte4mVQqQhg0HeQFy6KGP2KeTpr1ANttss+DrcembR2JjxowJ3l/1nLh0XwkBkoTPPvvM9O3b1zRt2tS7tdeuXfoF1+I/zZNn9lV+jR49OibMn3jiCbtJlcJrQlItKFfoNCkh/Gk0ndL5ffpM9gLkppvcPtH69IHM/3quuuoq+zTS9O9//zt4f1UXzhUBgqKgPlz/F1mlTlLd40N3IZqK7T+HxrVKxXnnnRd836p4rIHsdKxY4V4hwPfyyy8HX5MWuGWqCjOM+eSTT4Lp67rzTrZUTUUIEBQFdbloMxz/l1lTqivb6Ksy3bt3Dx6v8YBSuGhNmjQp6L7Tkc7CzExSl0q9evWCr4vB9Mw57bTTgvc11anaNgIEReOjjz6KKXWSateHFs1pD3b/8epGKWaagbbjjjsG32/UJhAMGzYs+Nr0da5evdpughRpoag//V13IfqbSQcBgqKictT+L7Q+WadaXVSly/3H60illEchUTHJ8AZOukC7rujPFt1Bqpij/zU+8MADdhOkSPvp+O+nS+kSGwGCohMeIFSl0VSL8oU3NtJ4SjFur3rJJZcE36M+kUZ1Ikj4A4HuDlMprYJYb7zxRjD2oUPLEtJFgKDo/PDDD6ZWrVrBL/YxxxyT0jRFezxFz6WdEYvFzTffHHxvOm688Ua7SWRoQF/TTP2vtVu3bnYTJEF3c+ExJY2DZAIBgqJkDw7/5z//sZskNHv2bFOjRo3g8arLpGAqdA8++GBMeGhv+FTCNR/CG01pCr1mESE1t99+e/Aeav+hxYsX202cECAoWj169Ah+uVXq5P3337ebJKTNv8KD8tr7RZUICpV953H00UenPFPN568419GgwcPmiy8Sh2u4vQvdRfpft9ZjaQwHydGU9vDCTJcqA5UhQFC0VBlAv9T+L/iee+7plaBJhfak0Kde/znUnZLOvPl80MU2PObh/7FrxbercCDo6Nr1RbtJjHQDRHeE+hDgf/1R7naLEs1c0+6n/vt2wAEHZHTHUwIERe2rr77yFqL5v+QdOnSwm1RJM7PCFy91bUVlvURVNLMqPNtKh+480gkPsQNEx/TpC+1mgXQDRMJ3UAr1qVOn2k1g6dq1a/Ce6W463Wm7NgIERe/JJ5+MuYCqWF+qtDJa5fr959D4ijY/inJXisaBwus8dGjMw7XbKswODx3t2j1rKhtOyUSA6L3+17/+FXwvmuLLrKzKPfXUUzE/e1VbzjQCBCVBNcv8X3QNIrp0Q2naY+3atWP+KLUhlfZqj5Jly5Z55UnCUzY1VVfdPpkaMA8HQuPGQ4L/P2HCHLupJxMBIhqDCtftUt2yTARisdG2BNop1X+fzjjjDLtJRhAgKAnqstl7772DX/ZGjRo5XXg0E0s7IIZDRN0pWvWe7y1xNeajPa7Ds8d06C4k0+s8woEwYMDbwf8/4YQny76O+LuyTAWIPP/88zHh6NItWcxmzZoVE7J77bWX0zYHySBAUDK0IDC8edQ111xjN0mKulJuueWWmBlaOrbeemuvWyvX3Sra20HdE+H9PPxD5UmyscI8HAg//fSbad78seC/R4+OL4efyQARvf/h77NXr152k5L0zTffxNwlqzT/nDkV3xVmAgGCknL33XcHv/Aax3j11VftJknT9Mhwn7x/aH8S7faW6rThVKmukfYwDy+a9A9V1c3mQL8dCIMGzQj++8gjh5lVq2L3xrHbZ8KFF14Y8z3rZ1vKFi5c6G0x4b8f6qqdMWOG3SyjCBCUFI0BtG7dOvilV/fO999/bzdLyciRI2NWrocP7WapvWQ0YyjdDcd056O+7VtvvdUbe7FfS4c+cWo/j3RLslfFDoSVK/8wRxwxNPg3BUqi9pmg6ajHHXdczPefzt4WhUzdVuE7D91paxJFthEgKDkKjPDsJAVKuoPLurgrSMKfAO1Di7m0IO6yyy7zVoRrG1HtqKjDrzSr//X/TQsZH3roIXP55Zd7+4TrE6X9nP6huxAtEFu1apX1lWVHRYEwYsQnwb81a/aoWb68PMQqap8JKjvTokWLmPfi0ksvTfvnWUh0EQ+PeSg8crWfzeuvvx687v7772+fzhoCBHmlrqtwqZNMdn/oj+qcc86JmQWTjUNjMNrPYdy4cWnf3aSqokD4/fc/y8J4RPDvd9zxVsL2maLQDBfQ1KFZR+mudSkE2o0z/Hum4p+vvfaa3SwrNB1+++23D15bY4C5QoAg7zSI7v/y61Nbpqvu6tOx/sA7d+7sjUnYAeByaO2DpiRr295cD9aHVRYIY8fOCv79//5vsFm0aN3sn8raZ4oCVKERfq9UPFDjRMVId6rhRYI6dDHP9piHvPfee6ZJkyZxv5uNGze2m2YNAYK80zTe8FiCpvlm81OruqXUtaDd9TT1tFmzZma33XbzDv9TpP7X/zfVfDr77LO9MY0xY8ZkdTZNqioLhLVr/zJt244KzvXsua4fvrL2maRuRFXrDV/U9IlcC+qKiSZvHHjggTHfp353U93GOVVLlizxPryE79z94NLYUy67DQkQRIIWFIbHFvQHgnVBEB7DsCUKBC0m9M+p0OLs2UsTts807WRodx9qI6VU94WJGt1lqapuuDCiDt15ZWudh2iauD7E2GNwumtXwdJU68tlAgGCyFBfbvgPQ6VPStEff6w106Z9Y268cYo5/PB1M6oef/xDu5knUSDog+iZZz4bnL/44hcTts+GmTNnegvowj9X9dEPGjQop5+UM0WbQYX389ChMbBslCcJ++9//1th92vbtm2dqjlkCgGCSFGXkv/HoeKLKsJYCjTw/frr80yfPpNNixbliwH9o2PH5+yHeKoKhKlTv457rkTts0GfysM/V/9QX32mV+Zni8Zw2rVrF7PyXoeq6ma6MGLYp59+GleEU4empedienBVCBBEim7Dw59YNac91zObckWL/F55Za7p0WOiadq0vI6VfRx77AjvjqQiyQRCp07PxT1novbZogueSvnbF8PmzZubiRMn2s0jQZtmaddAe7xB3Uiarp3JkuxhqqN20UUXxWxhoEPlcbQnfbZeN1UECCJHM1jCpU7Uv1ssVqz43bz44pfmiismxBQ/tI82bZ4099wz3cycmXi8IJlA+PDDJXHPX1n7KVPmm759XzdvvbXAPpURmrXUu3fvmLL8/nHooYeaoUOHerPm8kljDZosocWR9h2HjtNPPz1rG5rpw9K9995rttlmm5jX3HDDDb29ZJYvX24/JK8IEESStr71/3j06S8Kt+uuVKPquee+MN26jfem1NoXcv84+eTR5sEH3/MGu5NVVSD49Nr269k09nLooY8E5/WY+fOzM0VZe9urBEpFQaLBaU2i0DqeXI6TqLqASt+EFwOGj+OPP96rBJ0tWhOlLZvt11XR0M8//9xuHgkECCJJF45WrVoFf0Ra4V1Ie6EvXbrSPPPMZ6ZLlxdMo0aVh8YZZzxjBg+eYebNc7tQJwqEMIWSZmIlaq8ZX6ec8lRMm0MOGVwW5tPML7/8bjfPiAULFnjrKMJ3nOFDA+4nn3yyVzHgyy+/tB+eFg0+q2qy7ihUesZ+bR368KJFotncKkDTwhVO9muru0+LU6OMAEFkabrnDjvsEPxBaZVzlH377a9m5MiZ5vzzn4+7WIePDh3GerOqFi782X6KvPv559Xm1lvfjAs9zQZ79tnPvZDJBlUqvvPOO+NmONlHzZo1vTET3b2oasGLL75o3nrrraDsTEWlaKZNm+a1U/suXbqYli1bxqzcrujQ+h+tqcjmJA5NLtAiWvsuTJNH7rjjDqdtDnKNAEGkTZgwIWYAc+DAgXaTvFIIKAzOOWdsXFD4h8JEoaJwUcgUgv/9b5m54IJxcd+L7pjefz87/f8+VU9WV9LOO+8cd2HP5qFQ6dSpk1cbLZt0d/3oo4/GfDjSod9zvX4hrZMhQBB52iTK/yNTV8eHH1a8JiJXZs36wtx++yDTqlVPs99+t8RdZHXoE7y6r9SNpe6sQjVp0lfegL79/V199atBeZRs0vTZ+++/35x44oneJ3P7op/OoZlUGijXbCqtV8kFVYNu0KBB3Neiagi5KH+SaQQIIk+38g0bNgz+2FSyPZulTiqi0NLsIb/K72ab7WFq1WpT9rX0CC6qGiDXwLMGzDVwXiy0RmXIkA+8yr7hENGA+wMPvBe350g2aaOml19+2dxzzz3eNFdtpasurUSlaHRxVju11x2s9mfRIH4uaaznzDPPjAsOlX4v5AWzBAgKggYawyUcdKufbSrPrT7q3XffPe4Pf6ONtjM1a7Y09ep1N5dfPt6bmqspusXshx9Wmuuvnxw3vtOq1XDv+0c8VSjWPjSbbLJJzO+P/lu7Zuaq7H+2ECAoGKp8G/4jVIXdTFLftEpVdO/ePWZTIPvQp9szz2xvxo59xaxcuW7QtpR8+ul3FY756N+qWrdSSkaNGlXh75HuRHRHUgwIEBSU9u3bB3+I2rJWs2zSoRW9WmOiWT3hza3sQ/3vqsirmkTZ3mWwUOiuQ3cf4RDR3YnKsXz/feGO+6RLYxnqNrN/hzT2oTGQYkKAoKBo6mO4HIZWL6da6kQrjdUP3rFjx0oXjenQOXWVqc9dj0E8jX9oHCS8AFGHxks0bqLxk1Kh2VP6fbHLnmh2l2Zdqcx9sSFAUHC0kU547nzPnj3tJnF016A9QHQHk2g2j+5CtFZAu8lFpd5QIdCMLM3Msru1NINLM7mKmSZ5aN2G/Xul39Grr77a/Pxz9Nb7ZAoBgoKkP1j/D1Wf+CraPlQztdQPrWJ49r4U4UP91Br30PhHLktnFKMZMxZ7a0XsINGaEq0tKTZaKV5Rgcg2bdpkfWOpKCBAUJB0oT/66KODP9iddtrJLF261Pz000/eRkYqDVG9evW4P2z/0N4K1157rVf/CJml1epate7vZeIfDRsOMrfc8qb58cfCHx9RbSrVqLJ/r+rWrevVtCoVBAgKlspfhEtSaFDdLgth/3H36dMnq/s3oJzqZ6mOlupp+SFSr95Npn79C8xDDz2Z8thVFKgarqriqjpu+HdL1XNVRbcQv6d0ECAoaBoMr6jktn9oz+qbbrrJW9GM/FBFXy2wPPDA+0ydOt3KQv8os8kmtb0FoZqgUAg0HqZ9OLQfR/j3S/t1aIGi9u8oRQQICp4qtob/qLUJVf/+/bNaCA+pe+ONL03Llt3L7hT3N+utV159V0UyM11pN5M0vqYdAO0PJ9opUDsGljICBAVtyZIlwbRJ3Ylks+w20vfHH2vMPfc87HU3hi/G6nq88sorvTGsqFC5d9XgsoND42daDwQCBAVO3Qr+H/YRRxxhn0ZEaW+Xzp07m/XXXz/m4qx9ObRHRz7XTGhb5euuuy5uj5LNN9/c3HbbbawJCiFAUNDUjeD/gStMUFg0oaFFixZxn/I1dqVp1bmkmX2PP/54XEUC3eFqh0Td7SIWAYKCpWm7GsT0/8j5Ay9cTz31lFc51w4SreGZP3++3Tzj3n77bdOoUaO412/cuLG3cBUVI0BQsB555JHgD121h1DYVC1AM+bsRZ9az6Pp1ytXZn79yMKFC73qBPZMPm1mNXz4cLs5LAQIClbr1q2DP3htCoTioIt6u3bt4i7qu+yyixkxYoTd3Ek+wqoYESAoSJqt4y8a1IWmWMpjo5z2Mq+oW6lJkyZpdSs9/fTTee0uKyYECApSeG+QQw45xD6NIpHJge0oDdgXCwIEBemEE04ILgBaNIjipqm1PXr0iJtaq10qq5paG+Upw4WOAEHB0cUkXChR292iNGhxX9u2bePuIipa3Kcy63fddVeFixavuOKKSC1aLFQECAqOtrL1LwYHHHCAfRolQLtIJiovMn78eLP33nvHnT/22GPN7Nmz7aeDIwIEBUeDnf4FQTNpUJoqK3Boz97SUUiFGwsJAYKCoumXm222WXBh0L4MKG2VlVjXoUKbmuJdamXWc4UAQUFRP7d/cdD+HoBPHybq1asX/H7oTlXVCpA9BAgKilYN+xeI3r1726cBrywK03JzgwBBwdBUzfCMGnYWBPKLAEHB0MwaPzw0bRNAfhEgKBidOnUKAuTqq6+2TwPIMQIEBUFTNrfddtsgQKZPn243AZBjBAgKghaO+eFRu3Ztr0YSgPwiQFAQunbtGgRI9+7d7dMA8oAAQeSp2F24Guubb75pNwGQBwQIIk+B4YeHgoTqqUA0ECCIPHVZ+QHSpUsX+zSAPCFAEGkaLNeguR8gEydOtJsAyBMCBJGm6bp+eGgar6bzAogGAgSRds011wQBooWEAKKDAEGk1alTJwgQlTIBEB0ECCJLxRL98FARxUT7XgPIPQIEkaVy7X6AqIw7gGghQBBZ2jDKD5CxY8fapwHkGQGCSNLucn54aAvbVatW2U0A5BkBgki66aabggA59dRT7dMAIoAAQSQdeOCBQYCMHj3aPg0gAggQRM7cuXOD8Khevbr59ddf7SYAIoAAQeTcfvvtQYCccMIJ9mkAEUGAIHIOOeSQIECGDRtmnwYQEQQIImXBggXm73//uxce1apVMz/++KPdBEBEECCIlAEDBgR3H61atbJPA4gQAgSR0rx58yBAHnnkEfs0gAghQBAZS5YsMeuvv74XHhtssIH54Ycf7CYAIoQAQWQ8+OCDwd3H4Ycfbp8GEDEECCLjiCOOCALkgQcesE8DiBgCBJGwdOlSr9tK4bHeeuuZxYsX200ARAwBgkgYMmRIcPfRtGlT+zSACCJAEAmtW7cOAuTuu++2TwOIIAIEeffTTz+ZjTbayAsPLSL8+uuv7SYAIogAQd4NHz48uPto1KiRfRpARBEgyLu2bdsGAdK/f3/7NICIIkCQVytWrPBKtvsBMmfOHLsJgIgiQJBXTz31VBAe+++/v30aQIQRIMir0047LQiQG2+80T4NIMIIEOTNb7/9ZjbffPMgQD777DO7CYAII0CQN88991wQHvvuu699GkDEESDIm7PPPjsIkF69etmnAUQcAYK8+OOPP8zWW28dBMiHH35oNwEQcQQI8uKll14KwmOPPfawTwMoAAQI8uK8884LAuSqq66yTwMoAAQIcu7PP/80NWvWDALknXfesZsAKAAECHJu6NChQXhsv/325q+//rKbACgABAhyTvt9+AGy8cYbm1mzZtlNABQAAgQ5tXbtWu+uww8QHbvuuqtZtGiR3RRAxBEgyKmpU6cGwaG9P/z/X79+fW9fEACFgwBBTl122WVBaBx33HGmWrVqwX+3aNHCK28CoDAQIMgpdVf5gTFx4kQzcuRIs9566wX/dtJJJ3ndXACijwBBzrz77rtBUNSoUcOsWbPG+/e77ror+HcdXbt2tR4JIIoIEGTVsmXLzLhx40yfPn28Fed+SHTs2DGmnRYThkOkX79+MecBRA8BgoxZtWqVV2FXRRJPPvlks/vuu8eEQvgYPHhwzGO1FqRdu3YxbYYMGRLTBkC0ECBwNnPmTPPoo496XU4HHnig2WCDDeKCoqJjq622MqtXr7afziuwePTRRwft9Hy6ewEQTQQIkrJ48WIzduxYc80115jDDz/cbLHFFnHBUNGxySabmMaNG3uzr0aPHm2++uor+6lj/Prrr6ZBgwYxj582bZrdDEAEECCIo4v4a6+9Zm6//XbTtm1bs9NOO8UFQ2WH3bZ9+/Yplyr5/vvvTZ06dYLn0IA7q9WB6CFASpwKG2ovjgcffNB06tTJW9AXXuCX6KhVq5YXMP379zeTJk0yv/zyi/ecffv2jWmnu5ZUzZ071+ywww7Bc2j678KFC+1mAPKo4AMkfKFKlstjkqFV1ldccYU5+OCDvYvfhhtuaLbcckuzzz77mHPOOcfrAtIFO5/mzZtnnnrqKa9LqUmTJl4XkR0MFR3au/ywww4zV199tRkzZkyVpUcuvPDCmMcPGDDAblKlDz74IKarbL/99jM//vij3QxAnmT2CpoH4YtUslwek8icOXO8cQH7olvRsdtuu3kzlXJBF1tt3HTTTTeZNm3amG233Tbu66no0OC1BsW7dOnizYT65JNP7KeukhYD6u7Ef04tFhw1apTdrEpabBherd68eXNWqwMRkZkraB6FL3zJcnlMZXTXsc022wTPp0qzw4YN8z7pa1rr8uXLzfvvv2+uu+46s91222XsdW2a1aSFegMHDjRnnXWW2XvvvWO+z0THP/7xD3Pqqaeau+++27z11lve150JutA3a9YseJ2NNtrI6+pK1ZNPPhmzWv3EE09ktToQAZm/kuVY+EKYLJfHVOTrr78OPtXrAnf//ffbTWIoTLRGIt3XFQ0qP/HEE+aSSy7xZi2FP6UnOrQPeatWrUzv3r3N888/b5YuXWo/dUbpLqhevXrB66tLymX/c4Vb+PvQ3RGA/Er/SpZn4YtKslweU5HWrVsHz5PKyukePXrY/5SQZiWp26tnz57eOgmtowh/D5Ud+sTfqFEjc+mll5oRI0aY2bNn20+dExr8rl27dvB1aXyoqum8FdH4S/j7U9ccgPxJ7woaAeELSrJcHmP76KOPgufQuEamBsdXrlxp3nzzTa8+lFZz67nDX2+iY9999/Wmzd5zzz1et9nvv/9uP33efP755zFdfXvuuacXjKnQdGB9f+Hv+ZFHHrGbAcgR9ytoRIQvJslyeYxNdwP+c9x44432aScaf9Bsp/DXV9mh8ZTjjz/e3HzzzWbChAkFsZeGvr/wrK+GDRuaFStW2M0S0mr1Y445JngODfirKw5A7rlfQSMifFFNlstjbOHB4ddff90+7UTrJeyg0LHpppt6r3f55ZebZ555xsyfP99+aMHQxX799dcPvjeFgUIhFQodhY//HAolhROA3HK/gkaEfbFN9XAVXnH97bff2qedaIxCa0j2339/c95555mHH37Y6yorthlH6nYK/wxcV6urG8x/Dq1WVzcZgNxxv4JGhB0IqR6uNt544+A5KioMiMTU7Rf+OWiAPFUaiA+vVtdAPavVgdxxv4JGhEsYuDzGRoCkT1Nxwz8LTdVNlb1avWm9emYFq9WBnHC/gkaESxi4PMaWjS6sUqOuOS0K9N9HraXRosFUabW6pizvWPYcbcqOYc2bm7WsVgeyzv0KGhEuYeDyGFs2BtFLkVarqzyJ/15qQaQCIVXjRo0yp5QF0O1lzzG57FhdFkymyMaOgKhxv4JGhEsY2I/Rqu5bb73VtGzZ0utHVxFErVlQSGh1eUWzhLIxjbdUabW6CiX676e6pNQ1laoPBwwwb5U9fo1+rjouvNBuAiCDkr/qRpQdBsmwHxP+74oOTRm111moHId/Xlu3ZmohYanS4LdKtvvvqQbHVdI9ZSodr5+rfxDuQNYkf9WNKDsMkmE/Riu4VexQlWu//PJLr5jgd99951WP9cc6tG2rTTWl/OfRHUyy9FqIp2m4mo7rv6faVCrV1epG04HPPjs2RKz91wFkRvJX3YiywyAZqTxG/fFqt/3229unvAV9fnkOLY576KGH7CYx1FXToUOHpF63VGn72vBqdRWK1A6JKVmzxphjjikPkLKfjclRCX2glBT8lSyVMPCl8hhdvNROF7WKTJkyxatw6z+fBoSHDx/uhYsGiBUaM2bM8KrfhtcsoHLjxo3zSpT475UKSFY0DpWQSqQ0bFgeItWrq/a+3QpAGgr+SpZKGPhSeYwKG6qdqtpWRt1eGoAPP29lh8ZLqN1UNW1kFX7f2rVrl/JqdfPDD8bstVd5iJTdLZrPPrNbAXBU9RU04lIJA18yj1m2bJl3odcFX+sTkrnoK2y0VexBBx3kFTvUbC7NKNIYi7a01XMw2J48lWv3f041yo5HrrrKblI1lY3fccfyEKld25hvvrFbAXBQ+RW0RNl3DHXr1s3ZFrSIp8kL/gLBfmXH/LvusptUTRtYlQV5ECL16ml3L7sVgBQRIBY7QFSyRBtHueyih/RptfqdJ50ULBBcUXY3aEaOtJtVTVvpbrRReYg0a6ZVjHYrACkgQCqh7WcVGppyq3Lq6o6aPHmy3Qw5sKbsQj+zRQvzh3/xr1bNmFdftZtVbdQoYxRA/vO0bWsMXYqAMwIkCePHj/fuRrSgEHmiAon165df/Dff3JgZM+xWVRs4sPw5dFxwgd0CQJIIkCRoOq4CpLKpvMiRRYuM2XXX8ou/1ua4rFa/9trYELnhBrsFgCQQIEkYO3asFyCakYU8mzXLmBo1yi/+deoY8913dqvENB24Q4fYEBk0yG4FoAoESBkV8uvfv7959913yz7kLjJr1qzxFhBqDKRPnz6mevXqXoD069fPfijy4e23jdHdoH/xb9BAKz7tVolptXqrVuXPodXq//2v3QpAAgSI0fUjduZVRYcWsilYEBEvvGDMBhuUB8BRRxnjslpdC0T952C1OpASAsRocfJnpm/fvqZp06Ze8USV0dhss828BYDnnnsus6+iasgQY/7+9/IAKAt5r3sqFaxWB5wRIChs6lb0L/46rrzSblG1efNiV6vvssu6AXsACREgKHwXXRQbIv/5j92iah99ZMyWW5Y/x+WX2y0AWAgQFD5tXXvyyeUXfy0WHDHCblW1114rH5wfOtQ+C8BCgKA4rF5tTMuW5SGi1eqvvGK3qtrChcZ8/LH9rwAqQICgeGjb4UysVgeQFAIExUWD37vtVh4iWq0+Z47dCkAGECAoPl98Ycy225aHyB57pL5aHUCVCBAUJ3u1+sEHp75aHUBCBAiKl71a/cgjU1+tDqBSBAiK26OPxq5WP/98uwUARwQIit/NN5cHyFZb2Wer9sYbxnTvbswBBxiz3XbGbLihMTVrGrP//sZceqkxU6bYjwBKAgGC0tCrlzG1axtz2232mcp99ZUxRxxRHj6JjsMPX9ceKCEECFCRd95Zd5cRDohnnjFm8WJjfv/dmCVLjHn22diAUfvp0+1nAooWAQLYFBJaP6JQ0PjJgAF2i1jaJtcfZ9lhh3XhApQAAgSwtW1bfleh7W+TEd4m98QT7bNAUSJAgDDtBeLfTdSqta7GVjLUTu39uxb2FEEJIECAsD59yu8krrvOPpuY2vuPvf56+yxQdAgQIKx58/IQePVV+2xiqv7rP1aVgYEiR4AAYTvtVB4CqQ6Ga/Ddf6x2NQSKHAEChG28cXkIJDv+4fvtt/LHVq9unwWKDgEChKUTIGrvP1aFHIEiR4AAYXRhAUkjQICw8CD6xIn22cQ06O4/lkF0lAACBAjr3bs8BHr2tM8mxjRelBgCBAibObN8IaG6s1T3Khlqx0JClBgCBLC1aZP6XUj47oNSJigRBAhgW7iwvBKv7ibuu89uEUvn/bsWFWHUYDpQAggQoCLTphlTo0b5XYXKto8Zs25mlrbF/fZbY8aOXbdNrt9m223XlYEHSgQBAlRmzhxjDjusPCASHf/6lzFz59rPABQ1AgSoirasveSSdVvY6i5jgw3W/W/9+sZ062bM66/bjwBKAgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnPw/d7YXBzhbE5UAAAAASUVORK5CYII=)
PN: 4H56-1-7E
CAS: 29096-60-4
Molecule Weight: 174.203
Formula: C10H10N2O
![Imidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-26
CAS: 118000-43-4
Molecule Weight: 146.149
Formula: C8H6N2O
![Imidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-8H
CAS: 6188-43-8
Molecule Weight: 146.149
Formula: C8H6N2O
![2-Methylimidazo[1,2-a]pyridine-3-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-Q7
CAS: 30384-93-1
Molecule Weight: 160.176
Formula: C9H8N2O
![2-tert-Butylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-5Q
CAS: 406207-65-6
Molecule Weight: 174.247
Formula: C11H14N2
![2-Imidazo[1,2-a]pyridin-2-ylethylamine](data:image/png;base64,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)
PN: 3H30-1-NP
CAS: 43170-96-3
Molecule Weight: 161.208
Formula: C9H11N3
TSCA: Not listed on TSCA inventory