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)
| Product Number | 3H37-1-74 |
| CAS | 214958-29-9 |
| MDL Number | MFCD03787072 |
| Molecular Formula | C14H9N3 |
| Molecular Weight | 219.247 |
| Units | Price (USD) | Availability |
|---|
PN: 3H37-1-74
CAS: 214958-29-9
Molecule Weight: 219.247
Formula: C14H9N3
![2-Phenylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-FS
CAS: 4105-21-9
Molecule Weight: 194.237
Formula: C13H10N2
![4-Imidazo[1,2-a]pyridin-2-ylbenzonitrile](data:image/png;base64,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)
PN: 3H37-1-14
CAS: 55843-91-9
Molecule Weight: 219.247
Formula: C14H9N3
![4-[6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]benzonitrile](data:image/png;base64,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)
PN: 3H37-3-74
CAS: 907960-23-0
Molecule Weight: 287.245
Formula: C15H8F3N3
![2-(4-Fluorophenyl)-7-methylimidazo[1,2-a]pyridine-8-carbonitrile](data:image/png;base64,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)
PN: 3H37-3-92
CAS:
Molecule Weight: 251.264
Formula: C15H10FN3
![4-(8-Methylimidazo[1,2-a]pyridin-2-yl)aniline](data:image/png;base64,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)
PN: 3H30-1-E0
CAS: 365565-88-4
Molecule Weight: 223.279
Formula: C14H13N3
![2-(4-Fluorophenyl)imidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABO5AAATuQGq8dqSAAACSHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjfGBYxRSRa0qrdTuxbaV9m7lgJMiBaiAnN5+xxBSIFlQiGZsz2fj+T1m8XBKd3DQRZnkWUg4ZQR0FuVxkm1D8vH+PPPJw3IRYRAGZmVIPqvqa25Zx+ORRp86Vac8o1GekmZ8fiqTXsxR0rzYWoIxbv15fXmrmVmSlZXKIo1UmczLuvMlj1RVv8V/lrBSVRySzGrCrbQ4NLP9Fcw8jJ7KmHzv5RHHVojCJtlp2ORFqio4CEbxYT9gqzNdqErHsD5jt6Q27n25eH3Ko32qswpdM0MSqd1bVewj7EjznY72OBk6P59CknIEVJWnq6JQZzCe6VYclAAlQdmgHFAuKA+UDyoAxRn+cZxjAMcIjiEcY7iLed9ps/D7+UuH5BkeB79fXR8TJ0Iys2kgAxdmksrAWEFdYSzq6BvLqOTd9mWcUyGYDYJy4bggqRMwATiXkAG4VDie25pL5yWkAQiczdqcSiZ8aC0mVbKgNddRXFG6zrdt+zHOcQNjHVnTQnri2sRw5jXWt/ttx/Y9TLt1zftysc6zuONCEodkzUktyG+9KcVFEwJ5EesCj7mZwIR2AdEHjIJXYHUPkH3A6D0O2H3AnI5xwOkD5iyNA24fMCdvHPBuNj0B+Dev5I+nNegDpgzGV+CsT9RVM4EMxa6rbIIZ6N1U5QQzkLyp4glmoHpT9RPMQPjmlphg3Ds5mGIG8rc30Sjj3wh6H7E6ZWm1Vye6N9eq1blzLfzSLP8BFlTo5iu9Pg4AADBhSURBVHhe7d0H2BTV3f5xUzSWxBJbQE00dmNiFOw9iKCiiL0bY7DEElswFkwwNlBiJyqCoqCiYsOCf0XsCr4iioKI2A2xETFRY8t5uQ//s+8+59lnd+a3s/37ua69KDO7O7t7Zu6ZM6cs4AAAMFgg/g8AAJIgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgBlePzxx92f//xn9/XXX8eLmh4BAgAGH3/8sTvxxBPdt7/9bbfAAgu41VZbzY0fPz5erakRIACQwjfffOOGDh3qlltuOR8ceiyyyCK5v++6665u1qxZ8dOaEgECAAk9+uijbv3118+Fhf7+yCOPuH/961/ulFNOcd/73vf8/+tP/fuTTz6JX6KpECAAUMIbb7zh9t5771xwLLvssv4qRFcj+XTl0adPn9x6nTp1ctdcc43773//22a9ZkGAAEAHPv30U3fGGWfkqqgWWmghf99D9z+K0b2QddddNxckG264oXvyySfj1RoeAQIABYwcOdKtuOKKuRDYaaed3IwZM+LVOqRWWUOGDHFLL7107jUOOOAA9/bbb8erNiwCpIY233xzt8IKK7htttmmYR+qA15mmWXcHXfcEX88oCE988wzbrPNNssd9Ndaay03bty4eLXE5syZ44499li34IIL+tdbbLHF3Jlnnuk+//zzeNWGQ4DUyAMPPJAroM3wUBPGZq3nRWuYPXu2O+SQQ3LNcpdaail34YUXui+//DJe1WTatGmue/fuuX1m5ZVXdqNHj45XaygESA189dVXufrR/fff302YMKFhH7ry+MEPfuA/iy75gUbz5Zdfu4suujZXjr/zne+4ww8/3H3wwQfxqpm466673Oqrr54Lkq222so999xz8WoNgQCpgUsvvdQXnM6dO/vmf43uoosu8p9H9cX//ve/48WoEVWTfPe733UbbLCBGz58uPvwww/jVVreww+/7nr1Gj6v7O7pFllkfnXy888/H6+WuS+++MINGjTILbHEErnQ6tu3r3v//ffjVesaAVJlH330Ue6m2ogRI+LFDUlXVGuvvbb/TP37948XowbU7FR17fnVjAqTbt26uSuuuMJX17SyWbPmuCOPvNt16XKlf2y33UA3duzD8WoV995777lDDz00V2225JJLusGDB2dWbVZpBEiVHX300b6gbLzxxk11z0A3GfW51NxRBy/UjgI93ARWQ40LLrjAbbHFFm3CRAcsVZ3o6vGtt96KX6JpzZ37Hzdw4ONuo42G+uDYcsvhbtiwyfOuCGo7jtWzzz7b5jdaY4013D333BOvVncIkCp68cUX/Vngt771LffUU0/Fixter169fOHfc88940WootNPP93/Durs9u677+b+X3+/7LLL3LbbbuurTPIDZZNNNpl3YB3YtENwfP31N2706BfnffZrfXB07XqlO+OMCe799z+NV62pG2+80f34xz/O/S49e/Z0L7/8crxa3SBAqmi77bbzheLAAw+MFzUFtZFXRyt9Rg3vgOpTwwaFg05Sxo4dGy/OUV27elJvv/32ueal4aGm2bp/Mn369PhpDWnixHfmndTcnKuuOvjg293Uqe/Fq9WNzz77zI/uu+iii/rfQ7/Pcccd5/75z3/Gq9YcAVIlaq2kwvD973/fvfPOO/HipqFeuvqcv/zlL9sN84DK0k3y0PFN/Q6S0oHp2muvdTvvvLNbeOGF24SJ7m2pJ/aUKVPip9W9t96a644/flwuOHr2vN7dffcM1yg1x6pa3HfffXO/hfpb6f5VPQ0bT4BUgVpcqJ+ECsFZZ50VL24qc+fOzY1SetVVV8WLUUG9e/fOhfd//vOfeHEiahV4ww03+GrIcAYcHquuuqobMODyeWHyZvy0uvLvf3/hLr74abfJJvPvc2y66dXu8ssnuU8/bYwb0zHNN9KlS5fc77Deeuv5K816QIBUgeqW9cOvssoqFe19+vrrr/ub2TqbvPzyy/1lcHjo3/r/++67r+L13Koa0edVkJQaMwjZ0L0NfedqeZVV1ZOqUsaMGeOH31AfiQUXXNx16tTL/eIXg9xOO41ygwc/6SZPnl03Z/TffPNfd+edL7vu3a/LXXX84Q//z737brYj4mr/0X5UbD/Tfqj9MSu6mh82bJhbfvnlc0Gyxx57uNdeey1etaoIkApTc8nFF1/c/+C33nprvNhMZ/rqkHTCCSf4dv5hGOmkD92r0Jmqqjp0kMiyj4AKexjyWtuHynrhhRdyVU9XX311vDgTuqIZN27CvAPysNyN6PDo0eN6d+65j7lJk971B/FamDJltjvwwNty27TPPre4//mf/2tAYKX9QvuH9hPtL+EeX9KH9kvtn9oPtL9qvy2Hnt+vX7/cduh3P+2002rW/4oAqTANjaAfWh2UyqWrl5tvvtlXVRQqyOqUpEvdffbZx/361792RxxxhD8r0p/6t+pTu3bt6tuax8/VjVcNs6Chp8st5KJ5E3QjV9uZZgA6pKOrhHXWWcf/hnvttVe8uCLUokk3ps8++9E2Z/t6dOs2wg0Y8LB74om33JdfJr8HFp7fu/eN/vVjYXlMzXJPO218m/cfM2ZaWUGm8q/9QPtD3FpND+0/2o+0PxXaz7T/aT8MnQTzH9oftP9qPy6nNmLmzJlul112yb2uxtS77rrr4tUqjgCpIA3Kpvb2KoTl3IRU50MV0PxRPfXQGdHxxx8/77L9Tt8hKQ21wrn77rv92Yz6pISOTHqoL4f6q5Rb1aUDml5Po5iiMg477DD/HWtcpVpUF+pA/eyzf3eDBj3hdthhZJsw2Xrra1z//g+5CRNeL9nPIv95d9zRvgquowC55ZaX/P9vvPFQX6X2ySdfxKskpvKucp8/u6D2C+0f2k+0v6TtKa79Uvun9lPtr/n7r/Zn7dfav600pl44gdBDzbGffvrpeLWKIUAqRJ0E1YlLP6rG1bEIs5yp5VYoIGuuuaZvYpll/ar8/e9/9wPHad6C8F4Kvv3228/8Xm+++WZuZ1SdMbKlKlF9t+pbVC9zTTz//D/8Deydd76hTShsscWweWX5QXf//a/Ou2r6Kn5am3X13K++ansV0lGAzJnzuRsxYsq8Mmpv4qryrXKef7Wh/UD7g/aLLOm9tP9qPw7vpf1b+7l1WCN1HNXwSD/84Q/96+nK/6CDDmrTB6hSCJAKUUsW/Zi63LUMyqZROvPnIlAYFWvXn6VJkya53XffPbdDKQTUlFOT66Sl5+k11By0UYZnaAQKZ40Wq++2Xlv2TZ/+gRsy5Bm3226j2wTEZpsNm7d/TG2zblgW+muoGqrQ8izFk0WpvKvcq/xXg/bncJKph/b3ckbn1ZXMUUcd5U8oQjCpbFhb5CVBgFSACuZKK63kf0SdxaShNvm77bZbrlDp8lSzm9WC7l2ob0DYFjXjnDhxYrxaUeV8FyhM/QDCsBfqVd4I/W009tRVVz3rb24rCNQLPF8ICF2h6M8ddxzVptor6wBROVZ5DmVb5bxW9+q0f+dXQ2n/L6fToEa80Jhn4fXU+jPLBjz5CJAKCGfdmogmzVm3CrXqsvVctcE///zzUz2/Uu6///7c8NM6u9FZTZqD1qhRo/xzrVdjaCuUL3UsK7dTqqpNJk+e7M98//a3v7Vpkqp/6/+13Fq9UsiHH37a7p5ICAjdU9ljj/lXLBp6JF5eLpVbld9wlq5yrfJda9rPtb+Hvjc6DqQ9WYvdfvvtbUJSJxtZjzRMgGQsv97/3nvvjRd3SE0FQ1PMn/3sZ/4sop7oSiLcsNVj1113TVylpftBYXA/tVSBnYaICUOVqFloWrp60QHz97//vfvFL36R+z2TPLS+nqfnZ90bOj8gxo2b6f+unuMhaLIIEJVXldvweVSek5bhatF+r/1f26fjgY4L5VAn5nPPPTc314kaBWhfzAoBkrG9997b/1A77rhjvKhDGp4g3G/QBFP1Vqjz6VI43NRX65Skrb/yW6RlfRbUKlTHHaoD1VooDY2QrL4IP/rRj9oFw09+8hPXo0cP3wRVDT509aE/9W/9v5bHz9Hr6PWyGnk5PyB0FbL77vOvQkaNeqHdcguVU5VXbbvKb6WqdLKg/V/HAW2r9hcdH8ql/mgHH3xw7vcrpwlxPgIkQ/l9H5KOoKnCEX5UjSPVCEO8a+jpTp06+W3WzfGkTRuz7BPTisLZs64Ekh4AdEWsIMgfMFEhpGalapb6ySfJemlrPa2v54UQ00Ovq9fX+5QjDoh7751/FaJ+Jp9//lW75WmofIb5alRuVX7rnY4DYVw5PbIIEV01htfL6iSVAMmI6lbV41Q/TtLe17o8DVce55xzTry4rumAEcb3Uq/zJDf9dBYULqXr+QywHg0ZMsR/b6oj19zapahOXWUqTCqlExt1YNMN23JPUvR8vY5eT6+r19f76P2s9+zigNBVSJ8+N/n/UzPdeHlSKpdhVASV13KDrtr0nWrbdZwotzqLAKljacd/UmefcM9DZxqNSNUXYe6CLbfcMtHB47zzzvPrV3pcsGYyderU3H21JANUqq9Bfn+eHXbYwb9GJeh19frhvfS+ln5DhQLinnte8f+n3uWFlpei8qhyqe1SOc2quq3awpWIjhfldBIkQOpU/gi0V15ZupDrrCi0tlIHpnLPCGvplVde8RMX6bMcc8wx8eJ2dFMvtAw5++yz48WIaKiScFNVg+eVohvcYaga3ae47bbb4lUqQu8T7q/o/dO2bCoUEPlXIYWWl6LyqO1R+VQ5bVQ6Pug4oc+i40aSq/1CCJA6ddJJJ/kfJekcGKGfhw4MWf2QtaTqjFAVpya7peTPjVKN3rKNTK3W9F3pRnapA4e++3CvQ5OX/eMf/4hXqSi9X5g0TduRpCwEHQXE2LEzTAESmo6rXNaqH1WWdJwIJxI6flgQIHVIZzZpZuHTIGpaV3XZ9dZUtxxqKqjPpQHkkgz/0OyzM2ZBZ/X6jtRnQXNCFKMDZhjPTM1Ts25mm5TeNzT31vYkDZGOAkJXIbvuemOHywtR+QsDGapcNgsdL0I/ER1H0iJA6lCaecDVGSsMT3LBBRfEixuaLrPVukqfLUlVS/788OXU6zYrzUYXxjbS2EnFqLoonMScfPLJ8eKa0HZoe7RdaauzyqXyp/dWeWzk6uFCdNzQZ9NxJG3nTgKkzmjSGP0YusGZ5AadBkzT+roUTXLDudFoKIgwL4mafJaicXu0rtrnN9uOXg7t6OHm79Zbb120WlQTCoV7Hn379o0X15S2R9ul7avWxEcqd3pPlcNaDU1SSTpuhKosHU/SIEDqiEbADG3LTz/99HhxO+oEFjrgPfjgg/HipvGnP/3Jf0bdDyoVCvpOwll2LeYyqFfqyKfvRMN9v/322/HiHB1MNtpoI7+uqgRrVW3VEW1PqKrUdlb6pEnlLQyZrnLYrHT80GfU8STNUPAESB25+OKL/Q+hS8kks4GFg4JG32xm6nAW5i1J0gJIw1Br3c6dO6e+JG9Gjz32WK5BghobFBPuO6n1U7VvmCel7Qqtsyp9PyLcM1L5S9pBslGFUXx1XEmKAKkTGhAwDKU9cuTIeHE76u8QDqpJqnYaXej8pI6VpehKLlySn3rqqfHiljJnzpxcv5rf/e538eI21CEudBJMEtS1FA7s2t5KduQLHXkbrVOuRaiq03ElaX8qAqROHHnkkf5H2HTTTUtW08gtt9zi19ckMknWb3Q6+ws9zpMMG6FZ1bSuOkpVq668HoXm3T//+c9LHhQ0fIjWVSe+RhA6G2q7k/joo8/csGGT/YRRSaic6fVV7pr96kN0HAmTUun4kgQBUgdeeOEFX8WgJopJJ57RkA/60f7yl7/Ei5pWGPcq6aB/4TvShD6tKIyJpgYZL730Ury4DTXYUD8LtWCrVA/zrGk7tb3a7iQNTq644hnfbPfqq0ufgIjKmb4/lbtWoeOJPrP2nSQIkDqgMfXTnEmp85eaMmrnKXeO8UaigSX1PekSW9VUpcycOTPXgmvChAnx4qamwAhDlSQZNE9jraU5cNSLcJKQZKy4Sy6Z6ANEMxqWovIVqohV7lqFjidh8NZSnUyFAKmxUJery+QkneVEczboORrQrZXoEjv0eXniiSfixQX169fPr6/RZuutRVGlqKpKVVb63El6GOt7CTelH3rooXhxXdP2aru1/aV+3zQBovKl11V5a4Uq4nxhoMgkc8MQIDWkeYV/+tOf+i8/TWuScLaoYbBbTZh/YMCAAfGiglR3HQ6Omg2vFehmuT6vbp7rJnop9913n19fQ6oX6x9Sj7S9YSh4fY5i0gSIypdeU+Wt1ei4os+e5KqurgPkysMWKPpodKFlkUIkzST1Xbp08c+7884740VN7/rrr/effauttooXdWj48OH+OZquNclleSMLY4Lpnpqa7yahGQEb+YQkHPD0OYpJEyAqX3pNlbdWo+OKPruOM6UQIDWi6qrQCVDzDCelM64wZLvmwmg1qqPVZ9e4REnpO+vatWuig0wjUwfBUG+fpi3/euut55/TqM3BQ/NTfY5i0gRIGPeqle4xBjqu6LPrOFPqirQhAqQZHXTQQf5L79atW7yoKM2LkPYA2kxUoMPN4aT3jEQDB4YWO9OnT48XNzx9LxqiRN+LhiwpdT8gUEdLtf7TQ1MINCJtd/gMxTqOJg0QlSt9jypnpQ6gzSoEaKl5WAiQGpg4caIv7Br4T01409AgcvqxdEbdqsIZc9ohtffdd1//vJ49e8aLGp4GR9Rn0zAuGjQxqcmTJ/vnaWj3RhbmWNfn6UjSAFG50muVuqJpZuGKvdSglQRIlalFxyabbOK/8FI9gwsJ9fmt2rdBwjzeI0aMiBcVpQNrGLq6UatrCtHVlU5G9LnS9iC/6aab/PO23377eFFD0fbrc+jzdCRpgKhc6bVUzlqVji/6DnS8KYYAqbJwE1hnih9++GG8uKRLLrnEPz9pn5FmFFpiXXbZZfGikkLrmjXWWKPiA/FVgxoFhLNvTRSVVrOUp9CLXp+nI0kDROVKr9WKLbCCJN+nNESAFHo0Ig2QuMIKKyT6YTqiKVv1/CRTvTar0EPYMj6RpnMNY0M1w/wpYZ4Kjf2lz5ZWaAmYtHd/vUpSJpIGSLN8J+UIU/eWmiK6aQLkmTtOb7dOFo9+uyzgNll9/heU1aNTp06JelIXomHe9RrqINeqQufAJEPeFxKqbZrloeor6/AjzVKekpSJpAHSLN9JOZJ8n9IQAZJEqwQIVyDJzjaLIUD+T7OcbScpE0kDpFm+k3I01RVIs8iiCqtZ6qzLUc49EKqw2mqW8pSkzj5pgHAPJNn3KQRIlZV7E51WWPZWWMJN9LZuvPFG/9xmaYWlz9ORpAFCKyxaYdWtcpvxhn4gG264YbyoZYQpRtP2A6EZb3thzouVV145XtRQtP36HMXmikkaIKEfiMpZq9LxRd8B/UDqUDkdCTU5kn6sJZdcMl7UEtQzOITAu+++Gy8uio6E7WmwSfXQL9WLu56F3vT6HMUmfkoaICpX+i5Vzlq1J7qOL/oOSk3GRoDUiHUoE/1gYY6L9957L17c9MJQLosvvni8qCiGMulYmP533Lhx8aKGoO3W9utzFJM0QETlS69ZaiiPZqTjij67jjOlylFdB0gzsw6mKKEKp5mqYZIKdfZbbLFFvKhDDKZY3FFHHeWf88c//jFe1BC03dp+fY5i0gSIypdes9g9lWYVBqdMUoVHgNSQdTj3Y4891j+vFdup//a3v/WfvX///vGiDjGce3HhOWpY0Ii03dp+fY5iBg681a2yyqFu8ODSJ2wqX3pNlbdWE/qA6DhTCgFSQ9YJpcaMGeOfs/HGG8eLmt4qq6ziP/vDDz8cLyqICaVKTyilchjqvJ95pvTZeT3R9mq7tf2lTsJOP/0ct+iiK7kBA86PF7Wj8qXXVXlrNTqu6LPrOFMKAVJjliltP/jgA38DXmeZSZ/TDEKLIX1XX3zxRby4IKa0LT2lrRx66KF+/b59+8aL6pq2V9ut7S/l5JNP9uuW6l0tKl8qZ1q/WMuuZqPjiY4rOr7oOFMKAVIHtt12W/8DpOnM1b17d/+cCy+8MF7UtELV3W9+85t4UUEzZ87MNTiYMGFCvLipvfTSS7l5U6644op4cTvPPfecb2Sg76tRTkq0ndpebbe2v5Q0ASIqZ1o/SVVOs9DxRJ9Zx5ckCJA6oKa8Sn01RZw0aVK8uKBrrrnG/2it0h9EZ4TLLrus/8xJq6969+7t12/VTpcKDn1+BYkCpZQePXr49RuloUGYilfbnUTaAAnVWCp3Sa94G13o/6HjSxIESJ048sgj/Y+w6aab+s6GpXz88ce5/hDqV9Lsrr76av9ZV1111UTfzwMPPODX17ScpdqyNzNVYel7UJWWqraKefLJJ3NNnadNmxYvrivaPm2ntlfbnUTaAFE5U3nTc1T+mp2OI/qsOq7o+JIEAVInVN+41FJL+R9i5MiR8eKCQvNLjYfUzFRIV1ttNf9Zk1THaKDK0Lfh1FNPjRe3FN1ED2N/JRn54IADDvDrbrPNNnXbiU7bpe3Tdmp7k0obIBKu4lT+mv0eWhhXrVRz6HwESB25+OKL/Q+x4oor+oEXS5k1a1buZvqMGTPixU0jjE2k7yVJVcKll17q1+/cuXPD9q7OkprzqozoO7nzzrHx4jbUCzucyAwcODBeXBe0Xdo+bWea0QgsAaLypnKn51nGXmsUOn6Em+c6riRFgNQRnTmvvfbaqQr5fvvt59ffZZdd4kVNYe7cuX74e33GJKPvfvTRR344D61/3XXXxYtbljoWLrxwJ7fmmr3d7NnF+8KMHj3af38LLbSQe+SRR+LFNaXt0XZp+7SdaVgCRMLovCqHKo/NSMcPfUYdT9IgQOpMGJZBNz7feOONeHE7GmohtLZp1KEoigktr9Zbb71Ec6iEaj21ZU9yr6RVaEffbbfT5p2gnOr69r3LffNN8e8mNI9VGL/88svx4prQdoSTA0tzY2uAqNyp/Om5zdgiK/+Yk3boFgKkDvXq1cv/IHvuuWe8qKAzzjjDr68euVn9iPVA41eF1mlPPPFEvLidF1980V+C68bq008/HS9uebNnf+K23fZaP5zH0KHF+zZoqPtf/epXvlyttNJK7pVXXolXqSq9v7ZD26PtsgzFbw0QUflTOVR5VLlsFjpehJ78Oo6kRYDUIe0s4TI9SRWCfrjQWsRyZlaPNFdKOGAkufkr2223nV//wAMPjBfh/3voodd9gGy00VA3ZcrseHEbGvZlgw028N+pevM///zz8SpVofcNowloe6zD0ZQTIBJ6+KtcWubyqUfhSlPHD0sAECB16qSTTvI/igY0S9IaRmfcatao5yQZgqCe6fPusMMO/rOo6qBU81MJ4zlpgMo0N1Zb0TnnPOZDpFevUe6TT4o3StDBOsxfs9hii1V9cEG9n95X76/tsIaHlBsgKoehKkvlM8l+Wc/CkEg6bliv2AmQOqWbdcstt5z/Ya688sp4cUFnnXVW7iDayMMvhD4xGlI7SdWJWsqEK7BSczhDY1995fbc82YfIv36PRAvbkct2fr06ZM7UKiHdjkH8iT0+qEnuB56/3Jb1JUbIKLyGIZ6VzltVDo+hNHAddywIkDq2NChQ/0PoyBJ0rFHZ0Rhule1GHnzzTfjVeqeWgtp+3VWdM8998SLCzrvvPP8czTwXZKrFTj36qsfuc02G+ZD5LbbSs+PogYJCucw86HK17BhwxI1bEhDr6fXDS3v9H563ywaRGQRIKJyGa720wybXy90XAjfr44X5VxJESB1TD9sqIM+4YQT4sUFffbZZ7nRNFdfffVELbnqRQgP3QRP2gR39uzZuUHvbr311ngxirjllpd8gGy++TD32mvJrih05rr++uvnDhoqY+psV2wmwCT0fL2OXi+8tt4nyyvprAJEVD5VThstRHQ8CN+xjhM6XpSDAKlzjz76qC+ouqmetDmlZhQL/UnUC7neOxkqKEO1lT7rJZdcEq/SoUMOOcQ/Tz2Tkd6JJ97vQ2SffW5xX3yRrKe1rhI0NH7oYKeHhr9Qr3AdWBXqSWg9ra/nhWF59NDr6vWzvroJN8EVJFlQOQ0hovJbzpl8Neg4EEYl0PEhixlNCZAGsPfee/sfaMcdd4wXdej999/PnSlqMLjx48fHq9QFtWYJN8xVXZH0ykM0F0RoWlmrFkKNbu7c/8wrV6N8iAwcmK55qubf0IG+S5cuuYNIeKjMaZRpjTCtlj46S9ef+rf+PwyMmf/Q6+j1Ss3rkYYaVFx++eX+PcPBXv0d0nZC7IjKa6jWUzmu19ZZ2v/Dd67jgo4P5dIJwMEHH5z7/bKqPiZAMqY6y9BZ8N57740Xd0g3IjU/tp6ng2yaSauqQe3pQ1NdVUMlvechqhPfbLPN/HOPOOKIeDFSePbZv7sNN7zKde16pXvkEVuV55QpU9yZZ57py1u4P1DqofW0vp6n52dF1TR//etf/bS0ITT00N/DkC56bLXVVomGgS9F5TZUo6o811s/Ee334XPr+y63AYQareg1w2fWSZz2xawQIBUQOguutdZaqTpRad1jjjkmt9NsvfXWNa/SUgsz9egNhVpNlZO0tso3atQo/1zNRJdk4hsUd8UVz/irkG7dRrj33is9DlsxqnqaOnWqvyelhiC6+ggP/Vv/r+VZVlG9+uqrforoMBx5eOjqQB0PdWWj+UO0P5x//vluiSWW8MtVBjVtbbln5Cq/KsfhNVW+az3sifZz7e/hu9BxIM2xo5Dbb7891+JRD13ZZX31T4BUgOoXw9m6ZRKpG264ITdtqSbh0c5c7o3PtFRfqgHpQgsQnRGqXjrtpW+53wXa09Amhx56pw+Rww8fW3Kok3qgOU4GDBjgZ5vMDw3dL+zZs6dvzdXRyYXq/zWLoc6e9RwFygUXXFDWAVblWOU5XPWonKu8V3sUX+3X2r/DZGra77X/l0OjPHTr1i33HavFY6UarRAgFaJCEApERztGMToDC0M267H00kv7s7ZKB4l2Ss2nEIZk10MdspLO4xALV2O6EVjODo+2Zs/+V26ok2HDJseL64JaZakV1ZprrtkmNFTFqyapuieRpMl7oNcL1bx6aFiPu+++O14tFZXr0OFQD5V7lf9Kl1Xtx9qftV+H99b+Xs4MkxqcVOPLhfs86juifiNZ3qeKESAVonr/zTff3P+Qhx9+eLw4MdXZ5hdw9fRVpy21+MqSdk5dyuffMF1hhRX86KbW6ov8+0H33XdfvBhlGj/+NR8gW2453GXQ9SITkyZNdX/4wx/8WW9+aKjcqoHJTTfdlGj6g2LU4z20UNJDVzDTp5fuH9MRlW+Vc5X38JraD7Q/ZNk0WbTfav8NPfb10P6d5p5iTNuvaRHC4JW6qjrooIOqMsoDAVJB+S2Pyr3xeNttt7Vp0x8O8GpZoTM51SunoZE8dZWkOuV4Z1e9qdr5J5nPo5i99trLv95OO+0UL0JG7rhjurv11pfi/64aVZ/pxv6gQU+47be/0nXuvLNbcMH59yxU1aSxzlQXn7bqsxT1iVDVT2hSrJv8xx13XFk3nVXeVe7z7xvoof1D+4n2l7Qj4Gq/1P6p/TQ/oPTQ/qz9uhyazXOdddbJvaaGkLEOdWJBgFRY1n0fdEZ09NFH58428h8629fZjOYVVxPMww47zO9k+lP/1iWybh7mt+MPD13u6swo6RzmpeT3ial1QwBk6+uvv3ETJ77jzj77Ude9+3X+Kig8NtjgWHfkkX/0V5zlnoAk8dZbb+Xm2dFjmWWW8SFQ7r0M7QfaH8IQIvkP7T/aj7Q/FdrPtP9pPwxX3/kP7bfaf8u9spk5c2ZuXhA9FE5pmtVnhQCpMLW/DuPxZHkjS5etGrZaNybVxDG0VEn60Dapik33KLSzZLmzq5NWuFpK2isf2QgH8t69b/QH+lhYnpY6Lj7++JvzytvDuXsv4dGjx/Xu3HMfc5MmvVvwPatBzXG7du2aK9+6WT9hwoR4tdS0X2j/0H6i/SXsy0kf2i+1f2o/1f5qrQ4O1FqsX79+uRHAF154YXfaaaeVXS1oRYBUQZjWs9LjPymsHnzwQXfttdf6QR3zm2Tq3/p/XfIm7X1slXZcMGQn/8Cu6q1YmgDRQI66z9K//0P+Pkv+a++00yg3ePCTbvLk2XVz/0UnLsOHD3fLL7987gCuq4HXXnstXrUs2n+0HxXbz7QfZrmf6bOppVr+Z9MVUNafLS0CpAp0FhNaNZUzmmYjyB+Z+KqrrooXo8LyD/I773zDvDPetlcEpQLk00+/dOPGzXQnn/yAH3cr//V0VXPJJRPd1KnlD6tRSfFZuprI6iy93BGCa0VXV/kjCKh6LIurqywQIFWSPwfGO++8Ey9uGieeeKL/nEnnRkG2wsE+DAE/Zsy0gstjCo3jjx/nNt306jahscceo33HxRkz6nPYj2Li+wSdO3f2fT2yGC24GnR/Z999981tf1b3d7JEgFRRs8/Cp5vlaWZnRPbCgf/++1/1f2rsrPyBFwsFiO5t5IfGfvuN8dPovv66vUVTPYlbKmlk22q2VEqrEi3MKoUAqaL8ecCfeuqpeHHDSzs/PLIXQkDNa3X1oL+PHv1iu+X5NEijWlSNGDFl3tVxbYf0qJRa9pVIo1Afl6Qje9cCAVJlasIXzoIa5VI6iXHjxvnPpaaLjTSvSbPJDwhVS+nvPXten7sKKRQgraQWvbWTULNeDSgZgkO97MvpXFgtBEiVqQCH4QtUH9sMdHYX5jTp379/vBhVlB8QugrZfff5VyGjRr3Qbnkrq+Z4UcXE43xp6KPBgwdXfCiVrBAgNaBLaRUW3dRr1JYh+S666CL/eTS5UK3ao2O+OCDuvXf+VYg6/H3++Vftlrc6NW7J73muDr9Zj1hbiFpmDho0qM1Iw5qDpdyRhquNAKkBnbGvu+66vuDsv//+vkleoz60A4a5BkaOHBl/VFRZHBC6CunT5yb/f7rHES/H/IP5eeedlyvHOphr/DrLIKhJ3HXXXW2mA85qrpNaIEBqRC1DQgFqhof6uTTTPZ1GVSgg7rnnFf9/mj+k0HLMp45/GnooVCcttdRSfgqCrKqTpk2bNu9KsHtun1l55ZUzm22xVgiQGtLQCBrDRpfNjfrQkCVqn64rEdReoYDIvwoptBxtaRDUMIOmHpoYTo1ErObMmeNH9g2zP2okXs3sWMlRKaqFAAGaSEcBMXbsDAIkJVXJ6r5eCBKNKp1mYFB1+BsyZEibOT8OOOAA9/bbb8erNiwCBGgiHQWErkJ23fXGDpejMM2oqYEUw8i66iir0RZKjfE2fvz43H1OPTR9r3VStnpGgABACerbpAmxQiBowikNGhoP1zNr1izXp0+f3HqaKveaa65p2vuDBAgAJKR5bvIndtPfNWyPmuOfcsopubnN9af+XekpqGuNAAGAFHTVoauPMOq0HvmTR2m+d12JtAICBAAMdB9E90NCs181Zde9j1ZCgABAGTRfh0bPradh1quFAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8L21wTXTRszVTAAAAAElFTkSuQmCC)
PN: 3H32-3-CL
CAS: 347-12-6
Molecule Weight: 212.227
Formula: C13H9FN2
![4-Imidazo[1,2-a]pyridin-2-ylaniline](data:image/png;base64,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)
PN: 3H30-1-F5
CAS: 139705-74-1
Molecule Weight: 209.252
Formula: C13H11N3
TSCA: Not listed on TSCA inventory