![Ethyl 6,8-dibromo-5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-9-0H |
| CAS | 859787-43-2 |
| MDL Number | MFCD22421937 |
| Molecular Formula | C11H10Br2N2O2 |
| Molecular Weight | 362.021 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H23-9-0H
CAS: 859787-43-2
Molecule Weight: 362.021
Formula: C11H10Br2N2O2
![Ethyl 8-bromo-5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-32
CAS: 135995-45-8
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![6,8-Dibromo-5-methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-9-1R
CAS: 1427460-90-9
Molecule Weight: 333.967
Formula: C9H6Br2N2O2
![Ethyl 5-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-0K
CAS: 67625-35-8
Molecule Weight: 204.229
Formula: C11H12N2O2
![Ethyl 6-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKSAAASkgEWX7ONAAACRXpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh1/ziggVo5o0qd2ktZP2bTKJoZFIUjkpL/9+5wQoARakJOfz3eNz7s6ePOyKNWyMrfOqTIignIAp0yrLy1VCfr9+G0XkYTpJ0Qkdyzohb03zPmZsu93S9M0UeleVNK0K0tnHuzrv+WwVreyKSc4F+/P89NIyo7ysG12mBqk6H9ft5FOV6qbdxX9CsELbTV6yzp0VdtOt9ldy93C6qzPy+S9ztM0QhWW+NrCsbKEb2EhO8eFfYGVKY3VjMljscVpRD/99Onl+rNKPwpQNDt0KearXL439SHGiqNYm/cDFcPD9MSGFQEA3VTGzVu/Bjdy0FqAlaAXaA+2DDkCHoCPQMWjB8UW7QAeBHgJdhI85XxsX9HX/bnDnMIefh3cOP9rvV9sKVDFnMiEjRVUcBzCSNJBOYukiJzlV4kwXVErugaRC+gEo6sdcgkdjqWIIqPTDAEKcxL0ctIPt4NlxBPZdyDjEORdSBf6nFFRxGQGmVfH4pOJOuB/ETvqqNUsVyitVUh46b0kjr5NH3feiEBPMThmeThZVmZ0NIc8SshCkTf0vs6zlIfsEKpsZiw3tFnCu54DsA65Ww4DqA66yw4DXB1wfnAB5C/CvgGA4QtAHXI+dgNktIOwDriOHgagPuP4dBuI+0Hb7MOHsvdK1p2P4x8VluR0j78S5qHh3+u4wF0XvTusdxrvK2V3kovLHC2GQuS7+bYSdnRd2vL1weHWzsbNrj+FlP/0HiFPGLaMPFJ8AADBnSURBVHhe7d0JvNVz/sdxg7Fka2oUo4wMxlpooyaUIWvWsmsYI0uYsvwRYshWKHulJEtEDKk0KcvInqJEQiFLZEk1VMz3f97fM7/jnm/3nvM7n3vuvWd5PR+P3yPO93dv59zu+b3Pd/v8VnMAABisFj4AAEAcBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIABSZU1u2TDvO6tDB/eOYY9wzo0e7//78c3h6jSFAAKDIhAFS8RgzaFB4eo0hQACgyERhEflh6VI3btgw/1jvvfeucGbNIkAAoMiEASI/LlvmHzu7Q4e0xyU6f8WPP7pR113nzt1nH3damzbhaTkjQACgyIQB8kMiPCbcfbd/7I7zzqtwZlJ0/p3nn5/67x6tWoWn5YwAAVAwvvvuOzdr1qzwYQSiEKh4nLn77u7eq65yyxYvDk9PnXPB/vu7mS+84H78z3/CU0wIkGKTeIO5vn2da97cufXWSx477eTcpZc69+234dlA0XjwwQfdBhts4FZbbTV3+OGHuwULFoSn4H/C8IiOi7t0cVMffzw8PdX+xpQpYVO1ECDFZPZs5zbfPPGvtlrlh9p0DlBEpk2b5jp06OCDQ8evf/1r/+d6iQ9HV155pfvhhx/CLyl7USBEVixf7hbMnetuPvts//hzjzxS4exfzq+sd1IdBEixWLbMua23TgZFixbOTZjg3JIlzi1d6tzEic7tvHOyTefoXKDALVy40P31r391q6++ug+MP/zhD+6f//ynW7RokTvttNPcmmuu6R/fYost3OjRo8MvL2thgES+++or//glhx6a9nhV51cXAVIsBg5MBsR22yWDI6THtt02eU4trgMHcrVixQrXv39/t9FGG/mA0LDVtdde65YnPkVX9NZbb7mOHTumeiZ77rmnmz59eto55aqqQIgCRPMhFVV1fnURIMVijz2S4fDgg2HLL0aNSp6TeKMBhWjs2LGJTvLWPhDU8zjppJPc559/Hp6WZsyYMW7LLbf0X7PGGmu4v/3tb+6rxIWynIWBEA5hXXXccRXOXvX8fCFAikWDBslwSHT7q6Q3os5p2DBsAerU7Nmz3b777pvqTbRr18699tpr4WlV+vHHH12/fv3c+uuv77++fv367oYbbvC9mXIUBUJlh/Z3zJo6tdLz840AKRZrrpkMh5Urw5Zf6M2kc3QuUAC++eYbd3biU3E0Md60aVN33333hafF9tlnn7nu3bu7X/3qV/77/fGPf3Tjxo0LTyt5q4RG69bu/M6d/T6PD2fODE8nQMpenB7IF1/QA0FB+Omnn9ztt9+e+FVs6C/06667rrvsssvcsjwt8HjllVfcbrvtlurR7L///u7dd98NTytqX37yid8U2O+EE/wu80JEgBQL5kAKklYH5TIUUw5efvnDxK/rX1IX96OOOsrNnz8/PC0vRo4c6TbbbDP/96iX06tXL/dtke+H0q7yMTff7M5IBKR6DRcddJB/rBARIMUiWoW1/fbJpbshPaY2ncMqrFqhi1d0kdxpp53c5Zdf7mZWMnxQLhYsWOzOP/9frmXLwa5Zs5Nd+/YHu+effz48Le+WJn73L7nkErfOOuv4f4vf/va3bvDgwb4XVEz++9//+k2A5+27rw8OBYgq66pQYqEiQIqFfom22ioZELvumtz7ocf0yWTSpORjamMfSK3QLuloeEYXrChIdGiVUZ8+fdzrr78efllJWrZshbvttlfd7rvf5cNjn31Gukceme5+/vm/4ak1at68ee7II49M/Tu0aNHCPfPMM+FpBen9GTP8UFU0V3Fboie18OOPw9MKDgFSTLTLvGnTZFBUdqiNneg17ueff3Z77bWXv0hpQldeffVVd9FFFyUyfqu0MNEmuPPOO8+98MIL6d+kBCQ+MLuxY+e4zp3v9cGx225D3U03veSWLEnfz1Hbnn32WR8e0b+BQkXhUoi++eILd1fiw0YUHH27dnWzX3klPK1gESDFRuO7l12WrH9Vr17y2HFHamHVIpXXiHoaSyrZ1Pnmm2/6CePtt98+LUw0Vt+zZ0//qVghVMzeemuhO/HEx3xw6DjnnAnuo4++C0+rMxq+0jBW1DvU8JaGuTTcVQhUVn3skCGuZ/v2Pjh6dezopjz0kPu5yIbdCBAgB1OnTvUlNtZaa61YQ1Rz5szxgbPrrrumhUmjRo38hrhJkyYV1V6GhQuXJj6rTHGtWiWD44gjHnIvvvhJeFrB0IS6JtajZcQKcc1d1aXXJk70E+PRno0HrrvOLc1zjaraQoAAMelipCEpXYi0iS1XH374obv++uvd7rvvnhYmv/nNb9xf/vIXN2HCs2758gz7fOrQ8uU/ubvumub+9KdhPjg6dhzhHnhgZuKTfnH0pLTEV0t9o5+5lgBrKXBtenfmTHftySenhqtuPP109+kHH4SnFRUCpBxcfLFzt94aPoocdevWzV989ttvP79ipjo++eQTN2jQIF/fKSom2KhRR9emzXXukksmu8mTP3Q//FAYYfL00x+4gw9+wAdH69ZD3NVX/9t9911+KuSq0q6G/FREccSIEW748OF+NZv+1P8//vjjvl070fNh/PjxfvOhft7ajKg5LG1OrElR0cgmG23k9ttqK9fnkEPc9CKZ3M+GACkH9es7t8Yazs2YEbYgpqFDh/qLziabbOIvCPn0hSZS77rHHXPMla5t2yGpeYX27Yf5ZbHjx8/1K51q25w5i9zf/vZE6vn06DHWzZ37dXhaTjSZfdddd7ljjz02Vd8q7qEFCieccIIPlurcK0RDhjfeeKMvh6Lvq/IoKpOSr5CKVFY0ctjNN7uVRTRkmQ0BUg4Sb47Eb7Bze+0VtiCGd955x9+bQj2FiVo+XYMWL/7RPfHEHD8pHS2L1aH//vvfJ/g2nRNX9PWDBr0cNnlRe0UarurX73nf21Cbeh/qEVl9+eWXbuDAgavMA+lo0KCBH05ST0ALDNT7iI4zzzzTnXjiib5dw3zh17Zv396HUWULGeJQQUbNQ6lAo76fAk2FG/MhLBqpIcpsRSOLEQFSDnRDnmbNkiES3GgGmelTabQk9Pzzzw+ba5R6HePGved7Ie3aJecedLRtO9SdccY49+ij77ivv858a9KKXzN//qqr9CoLkCefnOMf69BhuBs27A0fKBbvvfeer7YbTWDr2Hzzzf1Fe9SoUb7nlYtPP/3U3Xvvvf5irJ5g9D3Vg7jgggvMFXpnJHrmGkqMvp9KyKuUvIU+bFSnaGSxIUBKgbreiS65mzMnbPmFgkMBssUWyUBBLCoEqAtB69at63S1lOZDJk36wF188WR/YY8u/OolnHrqWPfQQ7P8CqlQdJ6Onj1XLTpYWYD85z8rfU/nyy9tG1I1vHTcccelPtnXq1fPX/Tzualv5cqV/lP+EUcckbrxlHqJ2sD5H+P9vlWWJlokoeeum1rp5lZxhEUjmzRpUq2ikcWCACkFL72UDAfdlTDT/gINYem8q64KW1AJXaA00aqx67lz54bNdUY9gueem+/69n0m8U96d1pIaKVURdHjZ5013v/57LPzKm3PB13UtTotuq/5hhtu6DdXWnsGcb3//vs+oKIg0Z0Nn3766fC0WDSpr2XXCiN9Lw2dafhNr60y2m9yxx131FjRyEJHgJQCbT5q3jwZDkOGhK2/ePPN5GR6osvvqjEJWQ40XBJtQtOwSaFaufLnxOeHTxIXvefcYYc96AYPTt+bEgXEvHnfujZthvr5jIpDUvkKEBVLbNu2rf95acxfn971qbw2aaluxaGo3r17V3nhz0a9qOOPPz5VNn677bZbZf5rypQpvgZa9PfVZNHIQkWAlIrEL7MPkEaNnPsuw47gxBvbn3fCCWEL/ke7xDt16uQvClr1U11aJqoNg5UtU9Un5ZqcXK0YEAMGTPX/PXToL72UfATIE088kZrk1gW1tvdXhLRiLuoF7bHHHtX6+b744ouJ4G2TComDDjrITZ482R1++OGpx3bZZZdEj/C58EvLAgFSShK/1D4cEp+8qqThhMSbPfHRKjn0hVVoSacuDFo2+v3334fNWenT66233uoOPfTQ1BLObIcuwF27dvXlN/I55FMxILR6q1One/yE/OefJ1cuVTdANLwT7WPR5Lh1/iHfdAfEbbfd1j8vra7SJk4r7flR2G+66aZp/2Ybb7yxD6tiL0tTHQRIKdGbZJ11nFtrrcwT6jfdlAyatm2TFfGQ8lIiVDURqlIlua6eeeyxx/wKnOiCqkOTsRr+OOSQQypdptqlSxd/oYuGSnTo79bkcD4KMIYBMXr02/7/L7hgUqXtudD8hp6vfl66wBYahb82feo5qoSJVkhVh5YLazGFvp96Wt9l6umXCQKk1GjXucLhwAPDll9oNVHioubPu+eesLVs6YLQrFkzf4HQBrC4tIu64li4ehOnnnqqH9pZHLPGkcqkPPzww37fg1YtRd9LgTR9+vTw9NjCgFCJ9W7dHvaPvfLKglXa44rCQ5PNEyZMCJsLxvLly30YRyGiCgDVoQ2I+l5XsRDFI0BKjTZV/e53yXDI9MZWm87RucaNWKXm6KOPTl2045Qq0a7qAxNBHV3sd9xxR3f//fdXe0ezPjmrzEk0ZKLVRf/3f//nVwjlqrKAiIKja9fRlbZno2GrKDw0R1DotFIqCpHmzZvHDvXKECDpCJBSpF6FwkG9jEx7F9RL0XnqtZS5YcOG+QtD48aNY21wU28hmt/Qmv8HH3wwVujkIlpSuvbaa/u/p2XLlu6jjz4KT8uoqoDo3Xtiqq2y9qqoNpWG6DRsVcg9j5DmZqIilho2tCJA0hEgpUgXMs1vKBw031EVzZNovkTzJtWYZCx2Wv6pT9Oah8h2UVRIaEd61Os444wzTBPtuVBJeK300d+npcW6eVVcVQXExx8v9jeAqqq9MlqiGq22KsQ5j2y0OKFp06b++d92221hcywESDoCpFRphZVWWqmQYqZVPVqxlXhD/KgVXGVIw03Rxfncc88Nm9NoT4GW9epcLRNVL6S26BN09Hdrg17cCfZMAaH6WJnaK9Jrj/Z5aLVVsdLdCrWwQRv+LJPqBEg6AqSUaQ+DeiHa+1GV775zrzdq5K5JnDdDe0nKzN///nd/QdDwkCZcq6KeR3QB182g4txMqiacc845/jlo+GzWrFlhc43RDnP9vVosYJmLKSQXXnihfy1777132JQVAZKOAClln36a3HWu3efahV6FyUOGuE1XS04wasKxXDz55JOpUiUq/JdJNGyl8NCQUl3S8l89F9VtUqXbmqZ9LfoZae6jrjcJ5oN6c1HNKy29zgUBko4AKXX6RVcvJEMpd22E2nnnnf0bQ3V9yoF2h2sjmF7zPVmWMmuoKhq2qqueR0UK+Wj118EHHxw2550KI+rvUnmSUqHCiXpNKrmey4cmAiQdAVLqKpRy/zlDKXeVYtCncU3S1nYNo9qmwPzzn//sLwS6OGaipbrRaqvanPPIRvtGtPpLz0u7oWuKemaaM9C8y9dfV+9mUoUmKlGiMImLAElHgJSDRHC8pgtNIkiWZxi/jm7ZqnH2UnbNNdf416mqrdn2BESf9E8//fSwqc6pJlMU+gqUmqD7eej1X1yCS70fSbwv9Nq0uzwuAiQdAVImrt5rL9c08YuvOk9V0TJNrU7RGn/VEipFL7/8sn99OrKN52t8XBcLfdKv6aW6VqoAq+eYbQVZRJsIdcSh+RX9nLTEOZ/1uQqFeqKqd6afX7bfhQgBko4AKRNvvvmmH4rQ3dtUqrwql156qX+DdO7cOWwqeuptRPfhvu6668LmNFp1FZUn0SbBQqXQV+0sXeTjDDHp/iE64oh2nOteG6UqKpyp1XhxECDpCJAy0qNHD//Ln6lE+dKlS1Nj67qhUik59thj/evaZ599su4aj3ofCpFs59Y11c/Sc83Uu4yoEq/urx5HdA/zfN5JsNB88MEHfhjwd7/7XayqugRIOgKkjGgYon79+v4No6Gcqqiek94k22yzTca9EcXk7rvv9q9Jy3Dj3B8iuq+1fhaF7o033vDPVcMx2cQNEC0e0PfUPcwLPUCrK5pMjzOMRYCkI0DKzE033eTfANpVXNWFQY+3a9fOnzdgwICwueho34aG7hSc48ePD5tXoX0PGu5T2Y7qFkasLTvssIP/98pWgj5ugNx1113++xXzrvO4osrC119/fdi0CgIkHQFSZlasWJG60c7IkSPD5hTVW9LGMS1hXbhwYdhcNNSDioZievXqFTZX6pZbbvHna8ivWFxxxRX+OWsOK5O4AXLMMcf47zdq1KiwqeSo/pleq+42mA0Bko4AKUP6FK43gcZ9dZOcqmjyVOedcsopYVPR0H2x9RoUInGH43QnQX2NKs8WC9XG0nPeK8OGUYkbINFigzjDfcVOiyvUO91kk03CplUQIOkIkDJ1wAEH+DdCpvX92q0dlbDQOHuxUVDqwqDhq1zKj2joSvfgKKY7zikctQRbR6ad1XECRLWu9G/esGHDsKlk6WZTej9k2xdEgKQjQMqUSphr+ec666yT8X7R1157rX/D7LHHHmFTQdMnZ02Y67lrAj0uzX/oazTMV2yicjRaWVSVOAGiJd/6Pu3btw+bSpZ6bnrN2UrVECDpCJAyFg3v6G5tVdEksnZs67yHHnoobC5IWgSgpbp6zhrLz8XTTz/tv073MC82Rx55pH/uTz31VNiUEidANHSn76PlweUi2nH/6KOPhk1pCJB0BEgZ0xBN9Ck901r/aE/E73//e1/JtNBpk6Cer8bxsw1JhO69917/tWeffXbYVPCi0vSZikPGCZBi/hlYxfnZCQGSjgApc0OGDPFviLCUe6dOnXzPQ117HdGd6Jo1a5Z6rBAPbfzTvIeW4Wba61KV22+/3b/OPn36hE0F75JLLvHPPdPd9uIESDH/DKzi/OyEAElHgJS5ykq5R8sai/mw7uHQvhd9fZxd3YUmKsvRv3//sCklToAU88/AKs7PTgiQdAQIfCl3vSlU1VUF9KJ9ItpgpaGt6NBQlsbXKz5WaMekSZP8Dno9f8sQTDF/+o7zKTpOgBTzz8Aqzs9OCJB0BAi8rl27+jeGVlvpz0w71Qvd3Llz/fJjDWXlWs+rmMf/44zjxwmQYv4ZWMX52QkBko4AgaeqrlrSqzdHtlpZxUC77KNeVabqwyHdY0Nf16VLl7Cp4EWrsCZOnBg2pcQJEFZhVY0ASUeAICUq+dGqVauwqSip6rBejxYExKm0KgobfY2GwYpNixYt/HPPtK8nToC89dZb/vuoHlq52HPPPf1rnjZtWtiUhgBJR4DAi+4Xol5ILru2C5luAhXdMOjqq68Om6ukHdj6WcS5v0ah0O7xtdde29WrVy8vO9H1+hs0aBA2lSyV9VHPO9uNwwiQdAQIPC2BLcU3hqrTase97qz30ksvhc2VioaCdMvTYqEFBHrOe++9d9iUJk6ASLR5VDvzS51uB6zw2HTTTcOmVRAg6QgQpO4NrT0e+vRZalSmO3p9cepbDR482J9fTHMAF154oX/OV155ZdiUZptt/uK23rp7+PAqjj/+eP/9NKFe6rTQQq81TvUBAiQdAVLmFBi6sBbbJ+5caDVZdIOoo48+OmxehW68Fd0mNted7HVBr2+LLbbwr+/tt98Om9NsuGFjt8EGjcOHVzFixAj//bp37x42lZzzzjvPv1bdKycbAiQdAVLm9EbQG0JDWKVMxRUbN27sX+vw4cPD5lWoPpjOHTRoUNhUcKL6XdoQmo2q9WqeKxsNXUUlzleuXBk2lxRVL9DPb/r06WHTKgiQdARIGdOKI5U614SpJtFLnXbY66KonoWqEWcS3V9Dk6uFPqwX9a7uvPPOsGkVcQNEVI1X3zfXvTTFZObMmf41qhceZ98TAZKOAClj0TLX0047LWwqWeeee65/zbvsskvWUifRhTnbvEJd+ve//52aAI4TdLkESHRb20zVmotdNHcUd9c9AZKOAClT2iioC0/9+vX9mH+50I2XWrZs6S8C2n2ciYY0tHpLF9xsPZa6oOW60d6PbCU4IrkEiJa0qoeqm2tpd3+pUWVpDWvqffDOO++EzZUiQNIRIGVIXfXubdv6N0KcicNS895776VKnYwbNy5sThN9QlWPpdBK2Uf3QdfcR6a9HxXlEiBywQUX+L9DtzcuNbfeeqt/bfvvv3/YVCUCJB0BUoaW3nOPG5F4E1y87bZu5YoVYXNZiFYZ/f73rdzChd+EzSkaFop6LBryKxTa96G5K20ezOV2w7kGiIprRr2QuJ/Si4GGL3V/G/27Pv/882FzlQiQdARIuVmyRNtuE//yq7nFEyaErWXl1FP7JC4iJyb+fND9/HPVE6gfffSRr6mlC8c555wTNtc6TfxG92e55ZZbwuaMcg0QiSrVqtxHnInmYqB5Lb2mXFcfEiDpCJByc/HFPjzcgQeGLWVnyZIf3CGHjEr0MAYneiSZl3C++uqrbsMNN/QXj549e8YeMsq3WbNm+ZVheh6nn3562JyVJUA0dBeVhNHEerGbN2+eL/miXpXqfuWCAElHgJQTFdnTxWOttZwrwEnhujBr1kLXtu1Qf+i/M9HS3o022shfQA5MBLBKYNQmDVtFPY+jjjoqdoHIiiwBItprojkjzR3Nnj07bC4aCv7olgXZFlFUhgBJR4CUk8MPT/Y+evcOW8qaeh/qhXTpMsotXbo8bE6jHkC067tp06b+wlrTdNHThLnmPKKehyU8xBog0qtXL//3b7fddlmLDhaqSy+91L8G3TRt6dKlYXNWBEg6AqRcTJmSDI9GjZyLUQ+qnGj+44wzxvkQ6dNncti8Ck0sH3zwwf5CEvUGNCxSE7TPI1qqqwnzXOc8QtUJEO1Ijz6977fffn5JdDFRqZ7VV1/dv37rxlkCJB0BUg40Xt+8eTJAhgwJW+FU/2qZ22efkT5Exo6NV85e8wHR5LpqZ6n4YpxyGHHo1rzRRkYdWkacy2qrqlQnQEQlYbbcckv/nLTBsK7mgnKl4T+9bg3DaQWeFQGSjgApB3fckQwP1UoyDn2Ugxde+Mi1ajXYdegw3H30UbxemuZBVIxPk7LRxX6HHXbwQ06aM4n7KV3LhXWRu/jii1NDZDpUi0r3KM/Xhbq6ASK6YVWTJk1SIVJo+2NCzz77bGoBRL9+/cLmnBAg6QiQUqeJ3sSnZB8gzz0XtiJwww0v+l7IcceNcStWxA9b3XxKN62KPp1Hhy7Y2uine4z07t3bXX755alDcwq6AGuISsNTFb9Oj6m2VbZyK7lQKXvtrNdRXdoTstlmm/nnuvvuu/thvUKkYSsFpp6nythUV7R587LLLgubyhIBUuq0b0Hh0bVr2IJKLF/+kzv22DE+RG68Md4NqEK6iZUma7XHQAFSMRiqOtSD0c2g/vGPf2QtyZ4LlakZNmyYn7PQMFv092kuo7pDYqrY27x5c//9tKBAn/QLhXps+jeIFh7kckfKyqgned1116XCqFu3buEpZYkAKWVabqlPm4mLmJs/P2xFFebP/9YPY2k4a+rUj8PmnKmOlCoBa+xd8ybqfehP/b8ef//998MvqZbPPvvMD3vpXvDa6xCFhqoQq2cTzdvo4nrKKadUq/eg1VhdunRJfT+VfolT1LEmzU/8rkeT/Qrw6sx5yOOPP57aB6NJ+D/96U/uiy++CE8rSwRIKUt86kz81mvtYtiCLB5//F3fC9HE+qJFy8LmgqPd8qpr1qFDBz9RHIWGxv5VguXRRx9NzVXo0/Q111zj93ToHO1tGTBggFtRjbI2KuYY9bY0hzN69OjwlBqn4T714KL5KC3Vta62EvUE99lnn9TPUsHx+uuvh6eVNQKkVD35ZDI8mjRxzrDeHc5ddNHTPkTOPHOcK8QKHuq5KAja/q8wZnQ0bNjQnXzyyW78+PEZJ/G1okpFEvWpWl+3zTbbJH5tngxPi03zIhqGi55HmzZt3JgxY8x7VuJSj0fLm6PaVup1aZOgZZ+HaD7rrLPOSvXeNt98c/fAAw+Ep8ERIKVJnyQTFwMfIPfdF7YipiVLlruDD37Ah8iYMYWx+1q7wPUpO9obEh1ardWjRw+/sTHXOwiqTEu7du1S36tz587VKpz42GOPpYZ8dOi/tWpJq7fySTXBNGTWqFGj1N+leadcy5NENG+inpQCWN9LPZm+ffsW/CqzukSAlKIbbkiGR+KiUJAfnYvIzJkLXadO97hRo2aGTbXm3Xe/cgMHTnCtWx+SFhqauFZxx+eeey4vRQ7vS3zYiJbnaqWWvvc331RdqTgTXYwffvhh16pVq7TnrF7JRRdd5Od+ct3NrvvT6+6IWja94447pn3fAw44IKequiEFb8Xvecwxx/hhQWRGgJSixJvJrbGGPlqGLSgSb7210A0a9LIvr6Ie0E47Xe0aN/6z23LLP/h7dLz0km2FWDbLli3zq5ei+QxNuN9xxx3V2ofyyiuv+CGlqAhkxUOPqdegoTSdU3GZs/5fj2tCXD2s8Gs116JKwdXpLWkY8NBDD019T5Xu1+5/xEOAlKJPP3WuGpOHqH3qQEyb9pkbMGBqIv/v96ERHUcc8VDiIv6ae/vt2ltJp5VMWqoaXVi1XHeKyuFUg+ZCFCb9+/d3Bx10UNrQU5xDIXLIIYf4xQLV3fGv3o+Gv6L9N7ozoZY71/R8TakhQIAcRBd19Q4qE7XH8dNPuqAucP36Pe/23ffetNA45phH3NCh09yHH9Zuxd+QhsdURiW6iB9++OF5ncvQsNS0adPcQw895Jfb6iKu3of+1P9rNZfacx3uqoqG+u6+++5Uj0Z7Y84//3z/PJA7AgTIQXSBV/l37RcJZQsQ7W7X3pIrrnjWz61UDI3u3R/zlYE/+aSwLmb6VD506FC38cYb+4uuPrX36dPHLdHNyYrI1KlTXevWrVNhqIKYpXiv99pEgAA5qHjB79lz1fupVxYgqvY7Zco8d+mlU9wee9ydOkcbFU855XF3//1vuc8/L/yLsUqhqBxItKNd8xf33HNPXibwa9Inn3zijjvuuFRwqBz9v/71r/A0GBAgxUal2Pv2TVbXXW+95LHTTsnNgrV8g6NyFF38zzprvP/z2WfnVdpe0fDhyfuN6GjTZqg77bSx7pFH3vYVgIvRnDlz/A21oguy9qHU1KR+dWh/iJY8awe+nmeDBg3czTffnPMyZ1SNACkmKk2y+ebJJbqVHWor4rvFFYMoCObN+9aHgfaJqH5W2F6R7nSoISvtbv/227ot85FPWoqr3d66OGv3u3a8f6oFHAVAcyoVNxaeccYZbtGiReFpqCYCpFgsS3xa3XrrZFC0aKF3r3a6JXeZT5yYLNWuNp2jc1EjKgaEVkzpvzXZXVl7OVD5E62Kim61u/766/tNg/msIpwLFYiM6mDpUD0wbThEzSBAisXAgcmA2G67ZHCE9Fji06A/Z9CgsBV5UjEgFi/+0U+Et2s3LDWHUW4BElHVX+2Ej6rfNmvWzG8krC0qCKnCkNHfr7L6qv+FmkWAFIvEpyofDg8+GLb8YtSo5Dl77hm2IE/CgBg9+m3//xdcMKnS9nKj4oXaGBj1APTfM2bMCE/LG/WAVAhSBSH196lApEq3Z6oBhvwp+wDRagyVLai4A7Y6x6TEsSxxuOocN920agHEBg2S4bBwYfrjFX3+efKchg3DFuRJGBBaYdWt28P+Me3pCNvLlW7kpF6ILurqFah3ol5KPqnwowpARnMw2rWuUvaoPauFD5QTfXqJSlrn4/hV4rggcXyVOFx1j5Ej05/smmsmH8+0gkRFFHWOzkWNqCwgouDo2nV0pe3lSvMgmg/RvIjeH/Xr1/fzJdUpGy8qXaKCj9H7TndEVEFI1L7VwgfKSXR/YxWlU9XNsDdhOfLSA1ExREsPRDe50Tn0QGpMVQHRu/fEVFtl7eVMK7NOPPHE1H1KtHJLK7hypfvPqz6WCj3q+6jw47333huehlq0WvhAudCkmz4R6V4Iqs9T8JgDKQhVBcTHHy92u+02tMp2OPfyyy+n3btEFXS1pyQbFXLU/eGjOynqtrIq+Gi93wfyp2wDRGOy+mXUJ6OiEK3C2n77VXsnosfUpnNYhVVjMgWE6mNlakeyFpV2r0eVedWb6N27t9/lXplnnnkmdd91HV27dvWFHlEYyjJAtCpEE3samy2UjU9ZKSC22ioZELvumtz7oce052PSpORjamMfCIqA6mipnlZUDVd1toYMGZKqhquCjUcccUQqOHbeeWdf2BGFpSwDZM899/S/lP369QubCpt2mTdtmgyKyg61sRMdRSQMCvU2tKO9qmBBYSm7ANHmJv1iaolhXe2WrRbVu7rssmT9q3r1kseOO1ILC0UtHKpS+ZFMQ1soDGUVICqupruY6Rd0zJgxYTOAOqTJ8l69evlby1J+pDiUVYBceeWVPjw6duwYNgEAclQ2AbJgwQI/aa7Jc5VbAABUT9kEyPHHH+97H6effnrYBAAwKIsA0c1utAtWJafzXY8HAMpVyQeINi61adPG9z4GajMeACAvSj5ARowY4cND90HmVpYAkD8lHSDa7RqVTHjqqafCZgBANZR0gFx00UU+PA466KCwCQBQTSUbICqRoKqda621VqyKnwCA3JRsgBx22GG+93HuueeGTQCAPCjJAJk8ebIPj0aNGlFLBwBqSMkFiOrp7LTTTj5Ahg4dGjYDAPKk5ALk9ttv9+Gxyy67UAIaAGpQSQXIN9984297qV3nzz//fNgMAMijkgqQs88+2/c+unXrFjYBAPKsZAJk9uzZ/v7K6667LvdMBoBaUDIB0rlzZ9/7uEx36wMA1LiSCJCxY8f68GjatKlbtmxZ2AwAqAFFHyDLly93W2+9tQ+Q+++/P2wGANSQog+Q/v37+/Bo166dL90OAKgdRR0gCxcudBtuuKFbffXV3WuvvRY2AwBqUFEHiOpcqfdx0kknhU0AgBpW1AEyYMAAt/POO7vPP/88bAIA1LCiDhAAQN0hQAAAJgQIAMAkLwGiiWwdVcnWXpmVK1e6ESNGuP322881btzYlynRny1btnS9e/d2M2bMCL8EAFCLcruqVyFbQGRrD3322WeuTZs2qa+r6gAA1J28XIWzXdCztVe0YsUK38vQ+U2aNHF33nmnmzdvnt9x/tVXX7k33njDDRw40LVo0SL8UgBALYp3Vc8iW0Bka69oyJAh/twtttjCbxQEABSmeFf1LLIFRLb2ijp16uTPHTlyZNgEACgg8a7qWUQBke2Io2HDhv7cL774ImwCABSQeFf1LMKgqOqIY8011/TnahUWAKBwxbuqZ5EtILK1V0QPBACKQ7yrehbZAiJbe0UdO3b05zIHAgCFLd5VPYtsARG2P/30027vvfd2G2ywgdt0001d9+7dUz2OwYMH+3ObNWvmvvzyy9TXAAAKS9VX/RyEAREK29XLGDNmjPv000/d999/76644gq/+kq032OXXXbx5+sWtQqU+fPn+/0hixYtctOnT3eDBg3yVXgBAHWn6qt+DsKACGVrX7JkiatXr17q/xcsWJDaTJjpAADUnbxchbNd0DO1L1261F1zzTXuwAMPTHtcPY7hw4e7fffd1zVq1MjXwtKfChbdSOrNN99MOx8AULsqv6rXkihYFAxz584NmwEABaxOA0QWL17s+vbt6zp06BA2AQAKWJ0HiChE1ltvvfBhAEABq5MAOeyww3xV3R9++MF9/PHHrmfPnqvMgQAACludBMgTTzzhWrdu7dZdd12/VLdHjx7u66+/Dk8DABSwOgkQAEDxI0AAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAAJP/BzpPHiaUpebxAAAAAElFTkSuQmCC)
PN: 4H23-9-31
CAS: 67625-37-0
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![Ethyl 6-bromo-7-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-34
CAS: 907945-87-3
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![Ethyl 6-bromo-8-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-B-0B
CAS: 1260763-32-3
Molecule Weight: 287.088
Formula: C10H8BrFN2O2
![Ethyl 6-bromoimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-9-0C
CAS: 372198-69-1
Molecule Weight: 269.098
Formula: C10H9BrN2O2
TSCA: Not listed on TSCA inventory