![7-Trifluoromethylimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABtoAAAbaAHWTP6ZAAACHnpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXPt7xBeKlKp2pTpZO2+3DbpPt2SiHtkAqZAn379+fQdYN1R1WKHduPIbbJ9PZQbWBnXFPaOiOCcgKmzm1R1uuMvDwvbhJyO5vmGISBdZOR17Z9mzC23+9p/moqfbA1zW1FTv7JoSkHMfuAWrdmknPB/jw+PHXMTVk3ra5zg1RTTprO+GBz3XZv8Z9HsEq7XVmzUzir3O6U7a/k/uL00BTkcy936JsjCqtyY2BlXaVb2ElO8eI/YG1q43RrClge0RzQEPc+mz7e23xbmbpF1Wcoc715at02R0NlNybfYjJUft5npBII6NZWc+f0EbzmzVqAlqAD0CFoBToCHYNOQKegBcc/+gUGiABrvTH+Yc/HN5ORBdzBAvzd/3593rFMMiMJTaXiEFOVigAimkgUCQ2ibiVVHJ1FiJFBCgFGcgmSCqkiEFRKHp5X775TJIEj5ldUKJmgKUhQKBqLSGEcD1OBIhJolJTHKAQNeH+l0ijFVRJ2OE+S+AyckmGZ2EedZtOlrYueCmWRkaUgXQF/m1Uj32tIwLrCOBxLn8CH9gE5BHzFx4HgAgjHgfACUOOAGgK+9x/A/DsgGgJ+UsaBeAj4uRoHkiHgp3AcSIdAN7PjhPcPWtfN+BXma7u7b+IKIy/2chX50vPzZzfKhBdd/B5hvTlm57MB1Ytzg/UOFYZH6ewflzScUiu0WzYAADosSURBVHhe7d0HuBTV3cdxYuwtlthLLK/11bz2gmKJHcTYo4gtNmxRQrB3EVAUWxKlSReQYiwQEcECgqCooBFQEFAQUVSwANLOy2/MjLNn773e/e/M3i3fz/PMo9w9uztzdnd+U06p5wAAMKjn/wEAgNogQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAEw6XFqv1gvKE58sABM/JGpaUJ74ZAGYEBDgkwdgQoCATx6ACQECPnkAJgQI+OQBmBAg4JMHYEKAgE8egEk8QGpaUL74dAGY+EFR3YLyxacLwISQAJ88ABMCBHzyAEwIEPDJAzAhQMAnD8CEAAGfPAATAgR88gBMCBDwyQMwIUDAJw/AhAABnzwAEwIEfPIAABMCBABgQoAAKIjly5e6Hxct8P+MEkaAAEjdou/nud43bOs6X7mmmz1puP8wShQBAiB1cz4aGd1w73vLTm750h/9IihBBAiA1K1Yvsz1v+v3UYhMGNrOL4JaiLd8+6WlEArzLgAq3uzJI6KdW9e/rO8WLvjcL4Jf4IdETUshFOZdAGClFx87NdrBvdr9Iv9h/IJCB8QvKY61AFARvv3y4+BGunaAHS9bxX05c7xfBDUgQABUtLFP3xjtBJ+571D/YdSAAAFQ0ZYs/s71vG7LaEc49c2+fhFUgwABUPGmjOke7QjVP2Tpjz/4RVAFAgQAVqxwT7c5MNoZvvXcHX4JVIEAAYCV5k4b4zpc9qtgZ9jlqrXdd19/4heBJx4gNS2FUrh3AgDPiC5No53eS53O8h+Gxw+K6pZCKdw7AYDn+29muSeuXvenHd/Ks5E5U0f5RRBTFyFRk+JYCwAV6+3BraKd4sB79nUrViz3i+C/CBAAiFm2ZJF78sbtoh3j5FFd/CL4LwIEADzTxvePdow9/raZW7LoW78IHAECAFV67v4jop3jGwNa+g/DESAAUKV5n77rOjb7dbBz7HzFGm7B3I/8ImVPvfTfevZ29+9HG7mvZ7/vP0yAAEB1Xut1WbSDfOEfJ/kPl68VK9yU0d1cz5ZbRNs/vNPZfikCBACqs+jbL1zXazeIdpKffvCiX6TsqEPl060PyAgHjVSs4V58BAgA1GDisPbRTvKpO/7XLV++1C9SFtQHZsQT50a98cPlmXYNqh3mngABgBosX7bE9btt12hH+d7wR/wiJU3NlscPvtt1uXqdjEDQoJJTx/Xxi2cgQADgF3zy3pBgJ3nP2fXc9Wds5L6dP88vUpLUXDne50WLxgHTYJJLlyz0ixc9AgRAUep8Z0N3zqH13B/2qOfuvvlK/+GSohZmz95/eEZwaBneuUlJDyJJgAAoSp9On+wO2Gl1t/kG9dyqq67q3nvvPb9I0Vv03ZfutZ6XRs2Tw0VDtpTDuF8ECICi1fJvf3X16tULlqOOOsp/uGjpPo4aA8RblGlRL/vJrz9RNuN9ESAAitb8+fPdJptsEoXI008/7RcpOrp/0+/WXTKCo9MVq7s3Bl7nfly0wC9e0ggQAEWtQ4cOUYDsuOOObvHixX6RovDN55PdkEdOyLrPoQ6R5dqrngABUNSWL1/u9tprryhE2rZt6xepUz/+8I0b/VRz1+ny1TKC46nbd3ezPhjmFy8rBAiAovfKK69EAbLeeuu5OXPm+EUKbsXyZW7Sax1d9xabZARHt+YbufdHPFq2HSDjCBAAJeGMM86IQuSCCy7wHy6oz6a84gbcvVfmfY5mq7pRT17pFn//lV+8bBEgAErC9OnT3VprrRUEyCqrrOLGjRvnF0nd57Onux5tz8i6z/F8+6OqHD233BEgAErGLbfcEp2F1K9f361YscIvkorvv//e3XXHLa7+bmu6cxrUc3ef9VNw9Ll5Rzf9neJvGZYWAgRAydCOfOutt45CpHfv3n6RxPXs2dNttdVWwftts3E9d/Tv67kWp6znxg9p45Yv/dEvXlEIEAAlpVevXlGAKEx++OEHv0gixo4d6w4++ODovbSsufoq7tYWF7hv5tX9TfxiQIAAKCm6bBXfsd96661+kbx89tln7vzzz3e/+tWvMsJDl8zefPNNv3hFI0AAlBydHehGunbsurE+Y8YMv0jOfvzxR9e6deugmXA8OHSWo7MeZCNAAJQknSWEO/kzzzzTfzgngwYNcjvssENGcCiYbrvtttQukZUDAgRASdKlpvBsQZebXn31Vb/IL5o4caL7wx/+kBEcWv70pz8lclZT7ggQACWrTZs20U5/7733DoY9qY158+a5yy+/PBgmPh4ceg1LEFUqAgRAydLAivFLTx07dvSLZFi6dKl7+OGH3YYbbpgRHBrxt1OnTrUOIPyEAAFQ0nT/IgyCTTfdNBgCvipDhw51u+22W0ZwrL766q5FixbVPgc1I0AAlLz4fQwFQtyHH37oTjzxxIzg0NKoUSM3ZcqUjLLIDQECoOTpZnh4P0NnFQqGBQsWuJYtWwb/jgfHrrvu6l544QX/JWBAgAAoC1dccUUUEr///e+Dy1nx4NB9j4ceeii4D4JkECCoOJMnT3bbbrtt0PRTlzZ0pIrSp5ZV66+/ftalql//+teuWbNmweNIFgGCivHNN9+45s2bu9VWWy1jB7PZZpu5Ll260AKnhM2cOdOdddZZWeFxxBFHuAkTJvjFkRACBGVv2bJlwbzav/3tb7N2MPFln332cSNHjvSfjiKmXuK33357NE+Iv+iSFdJDgKCsvfzyy+7//u//MnYqutl61VVXuddeey04QvV3OjqS1REtipuGct9mm20yPrt11103mK0w/Lfue3z55Zf+U5GQiguQffftEC377dfBTZ5c85crXh6lQ7PXnX766VnhcPTRR7v338+cOW7AgAFu++23zyi39tprB0e2jINUfN566y13yCGHZHxeup913nnnudmzZwdlGjduHD2m+x9IR0UHiJYrrhjsF8lAgJQWTTikWevWXHPNjB3M//zP/7h//etffvGIejS3atUqOIKNP08325988km/OOrA559/7v785z9Ho/CGy0EHHeTeeOONjLLq+xE239VNdO6DpKPiA0TL2LGz/GIRAqR09OjRI5o5LlzUKqdt27bBUN21oSNYHcn6c0EceuihwZEvCk+f3b333pvVwkqftT7z6vztb3+LyupSJZJHgKxcmjYd6KqbWpkAKX6aG0JHofGdi45SL7zwQjdnjm3mOB3RHnjggVmvqSNgHQmjMJ555png7DH+Oejs8uabbw7ONmui5tlqYRc+T5cqkayKDpD69btE/z906FS/aIAAKV7VzRyn6+NJzBynme+6d+/uttxyy4zX15Gwjohre1aD3P3nP/8J7lfF613Laaed5j7++GO/eLU6d+4cPVf3uRYtWuQXQR4qOkAeemhM9P8nn9zHLV2a3Q+AACk+ul9xzz33ZN2vUIsctcxJ2nfffRcc8a6xxhoZ76cjYx0hIzlfffVV0ELOH2ZdPcvVoi5X6tuj5tnh6+h7g+RUdIDMn7/IHXZY1+jf/fplts7xy6PuDRw4sM5mjtORr46A4++t5ZhjjgmOmGGn4UX+/ve/u4033jijbtV35/HHHw/68lipb094lqqDjrClFvJX0QEiHTuOj/59zDE93MKFmePk+OVRNzRY3pFHHpm189bMcYXus6EjYR0Rx9dDR8xXX321+/rrr/3i+AUvvfSS+9///d+M+tRoAddee20wekAS9D0JX/vcc8/1H4ZRxQfIDz8scUcf3T36mwKlpvIoLI1fpHb8aooZ38HosoQ6AtYVHRHryNjv3a4j6H/84x95HTFXiqlTp7o//vGPGfWn5fjjjw/GK0uSDjLUt0evr7MRv9kvbCo+QKR374nR3xo0eGLlUeTPN9qqKo/06ZKGhqHwZ47TCKu6MVos41bpCFlHyv74WnvssUdwZI1s3377rbvhhhuy7intvPPObvDgmvtl5UMdQ8P3Ugs7NZJAfggQp3bmy1zDhr2jv7dr93qN5ZEuzdVQ1cxxatdfrDPHTZo0yR133HEZ66zl5JNPDo608VOrtq5du7rNN988o45+85vfuAceeMAtWbLEf0qidI8sPvRJTX1IUDsEyH89/fSk6O8HHdTJzZ79bY3lkbzqZo7T3/RYKXj++eeDI+n4+utIW0fcOvKuVK+//rrbb7/9MupFlyUvueQS98UXX/jFU6NRBcL3V0dEtbCDHQHyX8uXr3CnnNI3euzmm4fXWB7J0VmFzi78meN0FqJ5rEuNjqTvv//+4Mg6vj068tYReCVdOvn000/dOeeck1EPWg477DD3zjvv+MULIj6O1k033eQ/jBwQIDHqTBg+poEWp0yZV215Bc7AgR+4Xr0mrPyRMCGRhe5j6H5Guc4cpyPriy++OKsBwP777x8ckZczddi788473TrrrJOx7dttt53r16+fX7ygNCRNOJ6WerXn0jERmQiQGB0YNmkyMHr8qqsGV1t++PCPMx4766z+QQuuadNoxlkbakG19957Z+xcynXmuLfffjs44o5vqxYdmesIvdz07dvX/e53v8vYVgXJXXfdVTQ9wTUkTbhu6tsDGwLEM2rUzIwy1ZWfMOHzlUeSHbPKaNGlsH/+8003aVLNQ8VXohkzZmS0yQ8X9fFQX49ypiPvYt+x5qO6oGzatGnRBaXGM4sPzmjp5Q4CpEoXXfRMVihUVX7q1K/cP/4xLhgGxS8bLo0bP+kefviNIHAqmVrAqLe4P3OcepWrd3mlUFAoMPxLOwqWur60Y1XTpbrRo0f7xYvGfffdF62rJh2j707uCJAqvPPOnKwgqKm8fPTRV65Dh7fcGWc8lfW8cDnhhF4rv7Svu/HjPwvuoVSK6maO07hEGteqEhXjzeVcVddYYIsttiiJxgIaDDM+0u9jjz3mF8EvIECqcfXVQ7ICoLZmzpzvunR5Oxgm3n+NcNGwKffc81owF8myZcXRKS5pGhG3qpnjNIKuRtLFT81bdaQeryMdyeuIvpDNW3NVLs2VNRhmuP4aVSCpoVMqBQFSDbXAUkus2pavjvqT9OgxwV144b+yQiRcjjyym7vzzlfcyJEzg06NpU5zcGgujqpmjtPcHYWgo2NNXavLY61btw4midKkQlo07pJaA4WL/h0+pnIqr+fp+Wl3bpOaOtjpCL8Q61BbNXWYnDZtml+8JGgwzHA7mje/1n8YNai4AKlLc+d+H4z4e+mlz1V7A15Dqdx664igldfixaXVjFWXBDT7X64zxyVBl8JGjBgRDLuuYSr88LIueh29nl5Xr5/mJbeahvjQEX9d0pH5NddcU+WQLcOH/9RnqlTpQEGDYf52/Xpurx1Wc598PMkvgmoQIHXkq68WukGDJgVzsh94YKesINFyyCFd3PXXD3MvvPBRMOhjMdN841XNHKf5yX9p5jgrBVb//v2DnurhQHm5LP61+9oseh+9n943rQmlNPSJjuj999YggzoDKCTdWNa9gXIfNPLum692h+1ez/2pfj33+K3H+w+jGgRIEViwYLF79tkp7tpr/+0OPrhzVpBoOeCAv7tLLvm769Nn8MqjweIZD0pHb1XNHHf66ae76dOn+8UToZvMGjrdnzsivuhGbsOGDV3z5s2DHaD6nWh9qmtOqr/rcZVTeT1Pz9fr+K8d34lqPdK66a3BGHWEH3/PpIc5r4nOuCpl2PrvFnzl/nb6xu6uM+u5DpfWczMn1u0ZX6ko6wAZPPhDd9llz7lXX53hP1S0dKYxZMhHrmXLF4MzkDBA9tjjbrfNNme69dffPdiJHHvssa5Tp051dqNVM8ddeeWVWTPHqTnkK6+84hdPhIbgPuGEE7J25FrWW289d9JJJ7lHH3008aN0vZ5eV6+v9/HfW4vWK40hwtUbX0f6flgmMdFSdWqaOOuDDz7wi5eNicP/HoSHlr637uyWLyvus/5iULYBon4XBxzw06UhNa0tRYsWLQ3uhdxyy3C39943u803P96ttdbWGT9qtdjRzV/N5laImda0Q9POdKONNsraoXXo0CGVHZp2zLp84+/QtO36u/pPpHlvIk7vo/fT+/r9HrTo72kESdJTvValuql7d9ppp5VnyM/6xcvOiuXLXP879ohCZMKwB/wi8JRlgHz77Y9BB77w6P2BB4q3M1Nt/fjjUjd06Cj35z83y5ojI74ceuihwdDY6vGdtGHDhlU5c5wu96RxSUU7TbXm8rdRYaXOeLNmzfKfUlB6f62Hf39Ai9Zb6580TZ1b1SVDnTFYx3RSK7Du3bu7LbfcMuM11RhCne3SutdTjGZNeikKkK7X/MYt/HauXwQxZRkgN9wwLAqPM8/Uzc7kj4rrkpp1vvjii8FQ2P5AhPFFw2ers95HH33kv0ROqps5Tpdtkp45LqRWW5tssknG+2lH3aZNm6Ibglvro/Xyg0Trn1brM/Vf8Bst6MxBZxC51M+YMWOCVmbx11HLM40VpeE+KtHQf54chcirPS/xH0ZM2QVIfF6P+vW7lP3ghhrRVpcwdHlDzWX9nXy47Lnnnu6OO+4IbnrXlpqVXn/99VnDrO+yyy5uyJAhfvFE6J6Of7lKrbk0smsuO8a6oPXTemp94+uv7UnjXpXODO69996sZtM6k9AZRU09wXW5U3ODq2Nn/Lk6g9VotZVswRdTXecr1ggCpONlq7h5n6TTSKIclFWATJ/+zcofwM83njXceqUZNWqUa9GiRdBBLr5jiC+6pq0j1ep2FNrxPPHEE1kd2zbYYINUZ47T0fDWW2fe49Egi6UymVRI66v1jm+HtkvblwadKeiMwe/7ojML/36M7uG0atUqGEomXnbbbbcNJlvCT8YOvD46C3m23WH+w/ivsgkQXaY6++wBUXioFVOlU0AoKBQY8Z1FfFHQaDKncH4KBVB1M8d9+WV6owvrxny8k5r6aHTr1s0vVlK0/vG+Jto+bWda9HlXNXSMetfrjEN9V7bffvuMx9WvRWemCxcu9F+uoi1Z9K3r+bfNoxCZ9lZpNsRJW9kEiOYxD8ND85urb0UaNKqsdrJqcaQdr5p2qhXUrrvumjE8hv6tv+txlVN5PU/PrwvvvfdesKPw+xXEF7+Fj5bDDz88tX4Ooktwl19+ecZ7qmVRvvdtioW2w+9Loe3VdqdFZxL+4JX+pSotZ599tps5c6b/dPzXlNe7RgHS+8bfuaVLCFlfWQTIa6/NjMat0hAhGk03SRqS+vbbbw9GSvXvB+S66Pl6Hb1eXQ11rZ2abq77ZxrxRSH41FPpHnWpSXCTJk0y3lcDLZbb0bC2R9sV305td5ozLupARd8xf/h8Lfvuu68bOXKk/xT4Vqxwg1rvH4XI+Ofv8ktUvJIPkC+++MEddVT36OxDQ6onQU0idcS+4447Zv0Aa1pyHR5Dr6/3sTbBzJd6X2vAvs022yxaJ7WuSnuCI71+48aNo/fUEXL79u39YmVF2xc/E9D2p13POsOId0LUJc00z37KzedTX3cdLvtVECBdrl7Hff911SMZVKqSDhDNqdGs2XNReFx88TN5z7OhyzUahsO/IRkuaqqpNve6Eakj9Hfffbfaocn1dz2uciqv5/lNPcNF76f3TfNyUU3uvvvuaF169uzpP5wodTbUMCHh++kei27aVwJtZ7wDouohjc6XcfEZIDVrIHIzvHOT6CxkeJdz/IcrWkkHiObcCMNDQ6J//rm9mac6aDVq1Chrx65ln332ce3atUtsylW9jl5Pr+u/lxath9ankAoZIJrrInwvXdIbMGCAX6SsaXvjl0JVH2kiQPKjsw6dfQQhsvJsRGcl+EnJBsjEiXMzRrEdMWK6X6RWNFLsddddlzVMtdrW6+Z3Lv0mLPT6eh+/Lb/WR+uV1ki2vkIFiHpuh++jI/FBgwb5RSqCtjt+JqJ6SQsBkj/d/wjPQnRfRPdHUKIB8t13mUOVtG5tuyGoQf/U/j2+49b1Yv2Y0xiaoyZ6P72vP2ie1i+twQnjChEgvXr1yrgHkGaT1lKg7Q/rQvWi+kkDAZI/tcBSS6wwRNRCCyUaIDfe+FIUHhooMdeJl3QTUTvM+BGg/l+jyxY6OHx6f62Hv25a3zRvfqYdIFOmTMnovNayZUu/SEVSPYR1ovpRPSWNAEnGtDf7RQHSs+UWQV+RSldyAfLMM5Oj8NBQJVOn5jZgnYbn0FDo4Q9Ki+5FjB8/3i9ap7Q+/j0SrXda802nGSAaciO+LRpXq6ZhNiqJ6iE+zpjqKenBCwmQ5KhXehgi6q1e6UoqQGbMyByqpH//3G40a8gHf6esyXGS/sEmReul9Yuvr9Y/jUHu0gwQjdYbvraG9EhjlNpSpvqID+Gi+koSAZIcjYul8bEUIBova8GXpTkPfFJKJkA0VEmTJgOj8GjRYqhfpEbqZxEfvXSdddZxAwcO9IsVJa2n1jdcd21H0v1G0gqQV199NbrvoUtx+jeyqV7Cy5aqryTriQBJlkboDc9CNHJvJSuZANGcHmF4nHBCr5yGKpk7d25Gh0D1xfAHmSt2Wt94HxJtj7YrKWkEiPo3aIbC8HU1Pzqqp/oJ60r1llT/EAIkWZojRHOFhCEye9Jwv0jFKIkAee21GRlDlYwfX3XHvaosWLAg47KVxghKesrTQtF6x8c40nZp+5KQRoBolsTwNXXWVKhZA0uV6id+lqz6SwIBkrwJL94fBcirPdLtx1PMij5A5s792h1wwPVuzz3bBgHy+ONv+kWqpVZLxx13XPTj0RF8qYZHSOsfPxPR9iXROivpANHIvfGZEwcPHuwXQRVUT2Gdqf6SGAGZAEme5ksf8vDxrnvzjTkDKVbaMZ500gVu002Pctttd4E755xOOQ1VEt8p6h7C2LFj/SIlSdsRvyei7cxX0gHy17/+NXq9E0880X8YNVB9hXWneswXAYK0FHWAaJpQfenXWmtLt+OOx7hZs2p/NKbOd/G+FKVyw7y2tD3htmk78+1smGSAqFVR2OdDQ8SXy9DshaL6CofWVz3m22qNAEFaijZAdNM4PrzIoEHP+EWqpeE/4j3M1RS2HMWb+Gp78xn2JMkA0bSu4WtpzgnkTvUW1qHqMx8ESGGE90Rqs5SLotwS3RjeYYcdoi/9pZde6hepkcaQCp+bRsesYuF30NN2WyUVIJqHIrxHo+aoGo0YuVO9hc2fVZ/5TERGgBSGHxI1LeWiKLckPsnQ7rvvntMEQxrFNjxz0aWdYuthnjRtX3ipTtttHcU3qQDRzIvh62ioctjFh7xXvVoRIIVRjgHxS4puS7t27Rp92ddcc82ch1CPD8l+1VVX+Q+XJW1nuM3afoukAqRBgwbR6wwbNsx/GDlQ/YV1qXq1IkAKgwCpY/6Ae7m2g9ePIzzt16i28+fP94uUJW1nOIqvtt+yk0giQGbMmBHV/1ZbbZVI8+JKpvpTPYafq+rXggApDAKkDvnX80866SS/yC/SjH7h89OcX6EYxefZUD3kKokAad26dfQamuME+VM9hnWq+rUgQAqDAKlD8X4DOuqaN2+eX6RGGhsqnIZWkzPV9bDshabtDSelUj3kOlZWEgGy5557Rq9RV1PzlhvVY1inql8LAqQwCJA6MmTIkIwB915++WW/yC+KNx2t1KPf+NFqrk0/8w2QOXPmRJ/hzjvv7D+MPKg+Va+qX9VzrgiQwiBA6oB+EJtuumn0BbcOuBcfQyjtaWiLlbY7rAPVRy7yDZC+fftGz2/WrJn/MPKg+gzrVvWcKwKkMOIBUtNSTup0azSZTnxyp/r167ulS3ObXVDGjBkTvYbuo1Sy+H0k1UtttWnT3q255mbB8uST/f2Hf9Fll10WvW+/fv38h5EH1WdYt6rnXBEgheEHRXVLOanTrbnvvvuiL/YGG2xgbmVy++23R69z//33+w9XFG1/WBeql9p68ME+bostGgbLgAEj/Id/0S677BK8py6zpDHhVSVTfYaXB1XPuSJACqNcQ6Imdbal48aNc6uvvnr0xX7qqaf8IrUW73swYcIE/+GKou0P6yKXvgOPPfay2223W4Ll2Wdz6z2ukQPCHdyuu+7qP4wEqF7DgM51CH8CpDAIkALRvN7xexYXX2wfT19DPIRBtMkmm1T8XNvaftWD6kP1UtshMDp3Hh9N2DV48If+wzV68803o8/ytNNO8x9GAlSvYR2rvnNBgBQGAVIgTZs2jb7Qu+22W613clUZOXJk9FqW/g/lKN4fRvVTG/kESO/evaP3u+mmm/yHkQDVa1jHqu9cECCFQYAUQI8ePaIvs4YqyXewvc6dO0evV2mdB6sT71So+qmNfAIkfg+qW7du/sNIgOo1rONc7m0JAVIYBEjKNM/BeuutF32ZH3nkEb9Izlq2bBm9Hq1/fhJvtaP6qY18AiQ+9Pjo0aP9h5EA1WtYx7kOkU+AFAYBkiINVbLffvtFX+TGjRv7RUw05En4mvmezZQL1UNYJ7UdEiafAIk3xba2pEPNVK9hHau+c0GAFAYBkqJ4L+ktt9wykbmeRX1HwtfNdfiTcqV6COtE9VMb+QTIwQcfzGeQsvhnqvrOBQFSGARISnTTL2zmqXGahg9PbhL6+PhL5TpxVK5UD2Gd1Hb8pHwChM8gfZbPNESAFAYBkgL1LI/PTZ50K53tttsueF01WcXPwqbNqp/ayCdAws9gjTXW8B9CglS/uXymIQKkMAiQFOjIKRwlV0vbtm39InkJx9FST3b8TPWhelH91EY+AcJnUBi5fqYhAgRpST1ApH379tEXWEfGuXaEqglnIFXjDKT8cAaCYlOQAJGLLroo+hKrF7p6oyeB6+/ZLNfL8wkQPoP0WT7TEAGCtBQsQL7//vtoPB8t5557rl/EhFZY2WiFVX5ohYViVLAAEc2uFp6Ga1Gv9HzRDyRbXfYDmT59uv8wEqB6DeuYfiAoFgUNEHn44YejL7N6pat3ej7oiZ6t0D3RmzRpEr3f66+/7j+MBKhewzpWfeeCAEFaCh4gcuKJJ0Zf6P33398tWbLEL1JrjIWVrS7Hwuratav/MBKgeg3rmLGwUCzqJEDUC1290cMvdW2PkqvCaLzZCj0a75NPPhm93w033OA/jASoXsM6Vn3nggBBWuokQES90cP+Ifrv0KFD/SK1wnwgmepiPpC33nor2kGdeuqp/sNIgOo1rGPVdy4IEKSlzgJEbrzxxuiLvfnmm5unQmVGwp9ZZyTMJ0DUJDscqmannXbyH0YCVK+qX9Vzrk3gCRCkpU4DRMOcHHTQQdGX+/jjjzedQTAn+s+sc6LnEyCy++67R+87e/Zs/2HkQfUZ1q3qOVcECNJSpwEiH3/8sfvNb36TVwCMGTMmev4+++zjP1xRtP1hXaheaivfALnyyiuj9+3Vq5f/MPKg+gzrVvWcKwIEaanzAJE+ffpEX3Bdt8/1Gq/E51h///33/YcrgrY7rAPVRy7yDZABAwZE761RB5Cc+CgOqudcESBIS1EEiFx44YXRl1zXe7/77ju/SI3uvPPO6Pmae6QSxedcUX3kIt8AUcu6sFFErmM1oWbhWGOqX8s8OgQI0lI0AaKhTnbZZZfoi37++ef7RWqkS2HhDmz99dd333zzjV+krGl7td3hjkb1kYt8A0TUpyf8/OhQmIx4B0LVrwUBgrQUTYCIvtzxoU5yvZYe7/9QaZ0K450HLf1hkgiQBx98MFqHZs2a+Q/DQPUY1qnq14IAQVqKKkAkvhPSEfXUqVP9ItXSjyNsTrrxxhu7+fPn+0XKkrZT26vt1vZbdhI9e06IAmT48NzOXkJqhr3qqqsG67HRRhsxMm+eVH+qR9Wn6tXazJ0AQVqKLkDUjLdhw4bRF/6AAw7IaaiTRo0aRc+96qqr/IfLkrYz3GZtv8XXXy9yzZu/4G69dYRbvHip/3CtxT+7/v37+w8jB6q/sC5Vr1YECNJSdAEiX3zxhdtiiy2iL/3111/vF6nWf/7zH7faaqsFz9NUuuPHj/eLlBVtXzhlsLZb21+X+vbtG31u1mv2+En8npLq1YoAQVqKMkBk2LBhGUOd6N+1dd1110U/GPWLKNdLKdqueL8PbXddU+fQHXbYIVqnF1980S+CWlC9hXWo+lS9WhEgSEvRBojozCP84uuMZO7cuX6RKqlF17bbbhs99+qrr/aLlAVtV7iN2l5tdzF4/PHHo/U6/PDD/YdRC6q3sA5Vn/kgQJCWog4Q3fvQPZDwy6/rwLUd6uSVV16JLu1oGThwoF+kpGl7wm3Tdmp7i8XixYszRlvWwJmoPdVXWHeqR9VnPggQpKWoA0SmTZsW9W/Q0r59e79Ite6+++7oeeuss44bO3asX6QkaTu0PeG2aTuLjT6ncP00flMuDSEqmeopPq5YLt/36hAgSEvRB4j07t07+gGon0htfwTLly93xx13XPTc3/72t27SpEl+sZKi9dd2hNuk7dN2Fhvdn9l1112j9bzvvvv8IqiC6imsM9VfEvfvCBCkpSQCRNQzPfwRqMd6ba/3L1iwIONG8zbbbFOyIaL11vqH26Lt0vblKuzvoWW//Tq4yZNrHh4jXj4XL730UrSu6667rvv000/9IohR/aiewjpT/SWBAEFaSiZANDZWOCeCFo2dVVu6+b7jjjtGz9UR/BtvvOEXK2pa3/iZh7anto0KfPFA0HLFFYP9IhmsASJnnXVWtM5/+MMfivJsqRioXlQ/YV2p3pJCgCAtJRMgolF6w9kHteQytafGhoqP2Kt7CKVyY13rGb/noe3IdayrOD9AtIwdO8svFsknQDSXxYYbbhit+x133OEXwUqql7COVF9JzqlCgCAtJRUg8sADD0Q/Bs0jksuOVENBxC9naVFT2CSuM6dB6xVvqqtF628d0iLkh4eWpk0HuuoauOUTIPKvf/0rGmJGLcZefvllv0hFU32ELQZVT6qvJBEgSEvJBYia8WrmwvAHoRkNc+lkpelAjz322KydcrH1WNf6+GGn9c51OtOqxAOhfv0u0f8PHVr1uGP5Bohcc8010XZo+uLp06f7RSqS6kH1EdaN6ilpBAjSUnIBIrr2H//RaW71XOh6s5q+xvuJ6P8121tdDwOv99d6+Oum9U3q/kE8EB56aEz0/yef3GdlGGe/RxIBorOp+NAcO++8s2lui3Ki7Vc9hHWi+knjbJgAQVpKMkBk6NChGUOdWFqsqPNdvMe6Fo1qq6HRCx0kej+9bziqbrho/ZLuJBgPhPnzF7nDDusa/btfv+zZHJMIEPnkk0/c1ltvnbHDzHXisHKh7Y4HqupF9ZMGAgRpKdkAkZYtW0Y/DPXY1SCMuVJzYI0hFQ7AGC7qvKgZ/tKeHlevr/eJd5bUovXRetW2uXIu/EDo2PHnuUCOOaaHW7gw85KgXz4f2t5wiHItanlUaSGi7Y23uFJ9pPk9I0CQlpIOEPXajR/FnXjiibUe6sSnUWzjQ8HHF92LaNeunZs4caL/NBO9jl7Pv8cRLlqPNEfV9QPhhx+WuKOP7h79TYFSU/l8aZa9tddeO9pefYaW8C9F2s74d1b1kPbsjQQI0lLSASIfffSRW2+99aIfyEMPPeQXyck777wTzOgXXh7zF/XFOO2001yrVq3cU0895d5991332Wef+S8T0N/1uMqpvJ4X78sRX/R+el+9f9qqCoTevSdGf2vQ4IlgfpCayufr3//+d0aI6F5Aud9Y1/bF73lo+1UPafr6668z3nPcuHF+EcCs5ANEevbsGf1ANNRJEjthNQ9W2/x4B8TaLGpa7P+tpkWvr/fJpTlyvqoKhB9/XOYaNuwd/b1du5+PiqsqnwQdeccvZ2nE5XJt4qvtis9xo+1O88xj2bJl7rHHHsu6p8bAlkhSWQSInHvuudGPRGMIJXnvYPTo0e722293hx12WEZHRsui5+t19Hp63bpQXSA8/fSk6O8HHdTJzZ79U5Ph6sonQZfq4jfW1eJMgZpUi7O6pu3Q9sRb1Wl707xEOWLECLfnnntmfO90htugQQO/KJCXsgkQ9Y+I9zS/6KKL/CKJ+OGHH9yoUaNchw4dgpvfJ510kjviiCOC0Npuu+2iRf/W3/W4yqm8nqfn17XqAmH58hXulFP6Ro/dfPNPR6vVlU+KWh/tt99+GTs83WROq1VSoWj94zfLtWg709oujVx96qmnZryfFvUf+uCDD/ziQN7KJkDkzTffzDhDyGca0FI1a9aC4H7Go4+ODW6OV6WmQFBnwvAxDbQ4Zcq8GssnRQ0i4p0NtWhgwXvvvbfkhoLX+mq94wMjatH2pbEtatV10003BZdv4++nseOeffZZvziQmLIKEFHrpvAHtMEGG5T9jVmZMeMb17nzeNekycCMnf3jj7/pFw3UFAhqxBZ/nauuGlxj+aRpGI/42FlaND+GLsuUAq1nfD4PLdqepIcnEbU47NatW8bkXVp0H07DwqfRKRGIK7sA0Y8qPlTJwQcfnNNQJ6VCZwYKiNNP75exg48vQ4Z85D8t8EuBMGrUzKzXqql80jSQYHwU33DRNK/qQFqMtF7xaWjDRduR5MCIoTFjxmTM1qlF9zl06dY6SjOQq7ILENFgg5tttln0w7r55pv9IiXp/ffnBpem/vjHPlk79nA56aQ+7pFHxrpJk6ofJqQ2gXDRRc9kvXZV5QcP/tANGjTJLVmS/E1vtRjS3C/+Tln3EQYMGFDnR9h6f62Hf/9Gi9Y7jRZPs2bNChqMhINThsuhhx5adOO5ofyVZYCI2teHPzIdmZXKJZA4XU56++057oEHRrtGjX5uYusvOgt57LE3g7OS2qgpEELvvDMn63388qNHfxr9XaH28svTMx5Pgu4ZPPjggxlNYMNFTWGbNWuWanPYquj99L7xJsjhovXU+iZ9r2PRokXBeGj+fRUNddOnTx+/OFAQZRsg0qJFi+iHttVWW7l582q3g61Lagk1btxs16bNSHfccT2zduDhcvbZA1ynTuPd9Om5j9lVXSD4rr56SNb7xumMaP/9O2Y8fvnlz7tp077OKJeExYsXB/0att9++6ydtha1fNPlm169eiV+yUivp9fV6+t9/PfWovXS+mk9k9a/f/+s91UnRDUPXrhwoV8cKJiyDhBdYth3332jH13jxo39IkVBl39ef/0Td9ddr7qjjvp5SBF/Of/8p123bu8ELa3yUV0g+HRGo5ZYNZXXGZLCLF7mgAM6ubZtR7oFC5Lfmep+Vr9+/VzDhg3dqquumrUjDxddQlKT1uuvv9498cQTwT0DNaiYM2eO/5IB/V2Pq5zK63l6flWX0MJF76/10PqkcZ9NoxioKbj/vmeffXZqTYGBXJR1gMiHH36YMdTJo48+6hepE+r5/cor091tt73sDj+8a1ZYaNHO+5JLnnVPPvme+/zz4h1wUGdNug8SH09Ly5FHdgtG9122LPn7I6J7Xbpc5N9Mru2S66gB4aL30/vmO7FXdTTM+6WXXprR+VCLDobUlwgoFmUfINK9e/foR7jmmmu6CRMm+EUK4ocfFrsXXpjsbrzxJXfooT9P5OQfvesy0IAB/3Hz5tV9p8NcfPfdj659+zHuwAM7ZWzTGWc8VeOUuUn46quvghvamkvFb0ab76LX0+vq9fU+adF9k/bt2wfNz+PvrwYhXbp0KZve+SgfFREgcs4550Q/yN12261gPcIXLFjgevTo4c4663K3445/Wrkzui0rNDRsiO43PPPM5GB+jlI3c+Z895e//DtrO5s3f8F98kl+l99qSyMTqFWSbjBr2BiNSKvLQTWNGqBF5VRez9Pzk5gBsjaGDBmSdblMnWI1pL++Q0AxqpgA0Y8wPjDiJZdc4hdJjG7W64jxhBNOiHrGr7HGpm7TTY9yO+10TbAz1VSyLVoMDZrBfv993TZHTYvu65x6amY/FYXlww+/UbbbnKvJkycH91H8sx4NgaORpoFiVjEBImPHjs2YOEqtW5Kim7BqhaOxj6q6ubvKKmu4rbZqsPJM43E3dOiUrEmbypWmyNXQKkcckXmfRxNX6YxL908q0fz5891f//rXrInMdLls2LBhfnGgKFVUgIjGKAp/rLrWPGPGDL9IrakljOYf0ei6fseucNGN2vPOOy8YymLRouRbJZWKb75Z5O6557WsZr9Nmw50775bdcuocqT7GB07dnSbbLJJxvdEfUrUwCON1lxAWiouQDTUyTHHHBP9cA855JBg7oTa0oinbdu2dQceeGBWWISLJo1Sn4EXXnihzntLFxs1Db700uey7o/cdNPwom5plgTNbb/XXntlfFd0tqob9GnenAfSUnEBIrrctOmmm0Y/4ltvvdUvkmHSpEnurrvuyvrxxxf1QL788suDHu+5BFKleumlaa5x4yczQuSQQ7q4Dh3ecosXl9dRuPqXnHHGGVnfmaOOOirVudCBtFVkgMjgwYOjy05qb6+jwzjNaqhgUQsd/4cfLhpG4tprr3WvvfaaeS72Sqa+MBpFWFPoxoNEw7ZoWPlSp0nN9B1S0/H490aNOZ5++mm/OFByKjZApHnz5tGPWrPEvfjii0EP5B122CErLOI//htuuCG4IY9kzJ2rHe2IrF7v557b1b33XuGm+k2SplnW8Dnx7446tLZp04bLmigbFR0g+iHvs88+WSHhL2oZc9tttwVDSyA9EyfOdeed93QQHnvv/cjKsL7cbbbZke6yy64tmSHKdWChKQTi3x8N5nnBBRdUO4wKUKoqOkBkypQpVTa73XvvvYPRT9VOH4WjK4HPPz/FHX5425VH8KesPGr/6RLi+uuvX9STJH322Wfu/PPPz2qNV79+fTdu3Di/OFAWKj5ARL199cNX00o18/3449K8bFJONOxLq1aPu3XX/XleFy3FNk2rAq1169YZ461p0SVRjeALlDMCBEVNYa5Rcf0zRDXF/uCDD/ziBTVo0KCs+2VrrbVWcLmzUEPlAHWJAEFJUPPoPffcM2NnrV7cf/nLX9zXXyc//0hN3nvvvWDEAT/UzjzzzLw6pgKlhgBByVD/Gg0Xo46a8R33xhtv7P75z3+m3v9GY5ypr49/z0z3y1599VW/OFD2CBCUHJ1xXHPNNVnjSO2xxx6pzEOu4UUefvhht+GGG2a8n+6ZderUiWHWUbEIEJQsjRBw7LHHZl1KOuWUU4IhZ5IwdOjQYPj/+OtrhGVNl6wBEYFKRoCg5D333HNB66z4Tn6NNdZwN954o3k+D81kqSmQ/XBq1KhR0PQbAAGCMqHZ/Nq1a5c1Ta3GKOvWrVuth5rRvDEtW7aM5nEJFw1po8ExAfyMAEFZUY/1iy++OOj9HQ8AzWM+evRov3hE9zE6d+6cMcimFt330JD9DLMOZCNAUJbefvtt16BBg4wwUGfRpk2bulmzMudnHzlyZNaQNhpgs1mzZu7LL7/MKAvgZwQIylrfvn3d7373u4xwWGeddYLh+XWf46yzzsp4TMuRRx7pJkyY4L8UAA8BgrK3cOFCd+edd7q1114764wk/u/tt9/eDRgwwH86gGoQIKgYmoK4SZMmWWcc6667rmvVqpVbvLhypxwGLAgQVJxRo0a5DTbYIAgPTU08e/ZsvwiAWiBAULHoQQ7khwABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAk/8HzCMfxrvWwIwAAAAASUVORK5CYII=)
| Product Number | 3H32-3-BU |
| Purity | 95 % |
| CAS | 944580-91-0 |
| MDL Number | MFCD11035989 |
| Molecular Formula | C8H5F3N2 |
| Molecular Weight | 186.137 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-3-BU
CAS: 944580-91-0
Molecule Weight: 186.137
Formula: C8H5F3N2
![Imidazo[1,2-a]pyridine-7-methanol](data:image/png;base64,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)
PN: 4H56-1-NG
CAS: 342613-80-3
Molecule Weight: 148.165
Formula: C8H8N2O
![Imidazo[1,2-a]pyridine-7-carbonitrile](data:image/png;base64,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)
PN: 3H37-1-1H
CAS: 952566-04-0
Molecule Weight: 143.149
Formula: C8H5N3
![Imidazo[1,2-a]pyridine-7-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-F2
CAS: 136117-73-2
Molecule Weight: 146.149
Formula: C8H6N2O
TSCA: Not listed on TSCA inventory
![7-Methylimidazo[1,2-a]pyridine](data:image/png;base64,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)