![2-Ethyl 7-methyl imidazo[1,2-a]pyridine-2,7-dicarboxylate hydrobromide](data:image/png;base64,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)
| Product Number | 4H23-9-0K |
| Purity | 95 % |
| CAS | 1427460-34-1 |
| MDL Number | MFCD21602379 |
| Molecular Formula | C12H13BrN2O4 |
| Molecular Weight | 329.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-9-0K
CAS: 1427460-34-1
Molecule Weight: 329.15
Formula: C12H13BrN2O4
![Ethyl 7-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-2L
CAS: 70705-33-8
Molecule Weight: 204.229
Formula: C11H12N2O2
![Methyl 7-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-J8
CAS: 1220397-16-9
Molecule Weight: 190.202
Formula: C10H10N2O2
![Ethyl 2,7-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-8M
CAS: 81448-48-8
Molecule Weight: 218.256
Formula: C12H14N2O2
![Ethyl 6-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABG+AAARvgFsrrmqAAACQ3pUWHRtb2xTb3VyY2UAAHichZTrb9owEMD/lZM/Dz/zRIQKUU2a1HbS2kn7NpnE0EgkrpKUx3+/cwKUAAvKw/bd/Xz23dmTh12xho2p6tyWCRGUEzBlarO8XCXk99v3UUQeppMUjdCwrBPy3jQfY8a22y1N302hd7akqS1Ipx/v6rxns1XUVismORfsz/PTa8uM8rJudJkapOp8XLfCJ5vqpl3Ff1ywQlebvGSdOSuqTTfbX8ndy+muzsjXXuaomyEKy3xtYGmrQjewkZziy7/BypSm0o3JYLFHsaIe7n06eX606Wdhyga7boY81evXpvpMUVDYtUk/cTLs/HhMSCEQ0I0tZlWl9+B6TqwFaAlagfZA+6AD0CHoCHQMWnD8UC/QQKCFQBPhY8zXxjl9238YXDnM4efhm8NL+z8+LxgymZCRoiqOAxhJGkjXYuYi13KqxNlYUCm5B5IK6QegqB9zCR6NpYohoNIPAwhRiEs5jA66g2XHEdh3LuMQZc6lCvyvVlDFZQQYVcXj0xBXwv0gdq2vWrVUobwaSspDZy1p5HXtcex7UYjxZacATycLW2ZnXcizhCwEaSP/yyxreQg+AVtlpsJ6dhM403NA9gGXqmFA9QGX2GHA6wOuDE6AvAX4V0Aw7CHoA67ETsDsFhD2AVeQw0DUB1z5DgNxH2iLfZhw+l7q2sMxvHFxmW7HyDt+LjLeHb47zEXSu8N6h/GuYnYXucj88T4YZK6TfxthZ+eFHS8v7F5dbOzs1mN410//AQpjxbw5h0x4AAAudElEQVR4Xu3dC7zVU/7/cWMwuQ9mqEwuI5kuxr3EEElmNK6R6wxRiKYeMWPck0t4GIZKpGlIaiqDir8YIUNMurk0lEaEVLqQ0sUP67/fa/tu56zO3mfvz/nus2+v5+OxH9VZ37PP3qdzvu/vd10+ayMHAIDBRuEHAADIBgECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIABQYB9++KHr06ePa9Gihdtyyy3d1ltv7Vq1auW6devmpk2bVu3YjTbayD9qkqktH+rvKwEANvDMM8+4bbbZxjVt2tSNHTvWLV++3K1Zs8a98sor7oQTTtggEDKFRKa2fKi/rwQAqGbBggX+bmPnnXd2S5cuDZu9fv36Vft3ppDI1JYP9feVAADV9O7d25/wBw0aFDallSkkMrXlQ/19JQAVZfr06W7WrFnhh1HFXnvt5U/48+bNC5vSyhQSmdryof6+EoCK8Nlnn/kr6x/84Af+cdlll7nPP/88PAwJDRo08Cf8devWhU1pRSGR6VFf6u8rIXdvvOHcGWc416iRc5tumvzz9NOde/318Eig4L7++mt33333uZ/85Cf+JLbVVlv5h/7+05/+1A0dOtR988034adVtLoESE0yteVD/X0l5GbMmGRoHHVUMkj0A6Y/9W99XO1AkXjhhRfcL3/5S3/y2jTx89mrVy+3YsUKP6PokksucZtssolv22+//dyLL74YfnrFogsL8dMP0+abO7fHHs6tXVu9Tf/Wx9Weww8dkA/z5893nTt3Tp24Onbs6N5+++3wMDd79uzEtc9RqeO6dOniPvjgg/CwihMNot9zzz1hU1qZQqKmtkmTJvnvvWZ7NWrUyJ1zzjlu8eLF1Y6xqvlVoLAuvlg/Cc4NHBi2JA0YkGzXcUABrFq1yl199dXuRz/6kT9h7bnnnu6JJ54ID9vAuHHjEtc/e/jP2TxxEXTddde5L7/8MjysbK1fv77avxWiOrE3adLELVu2rFpb5IYbbqj275pCIlJT25FHHukeffRRt3DhQvfFF1/4acHt27evdoxVza8ChdWsWTIg/vvfsCUpcTXn23UcUI++/fZbN3z4cNe4cWN/otp2223d7bff7r766qvw0LR0Er3lllv8iVPP8bOf/cw9/PDD4WFlQ2NDQ4YM8eNARx99dNicWkjYLPH7/Mgjj/iuPy0kfPXVV/OykFDhv8UWW4QfNsn8lVAYDRokA2LlyrAlSR9Xu7qxgHryn//8x7Vp08afoDbeeGN3/vnnuyVLloSHZW3RokWua9eu/rn0nIcccoh77bXXwsNK2uTJk90+++zj35/GgW699dbwEE8LClXKpHnz5v7OTOHasmVL1717dz8duqpMIZGpTVavXu3Du1OnTmGTSfqvhMIhQFBEFi1a5n7/+9/7Kbk6OR122GFuxowZ4WFmqvWk8IiC6dxzz/XhUsref/99d+qpp6ZO6Lrz+G+6HoV6Er2WHXfcMadB+0wIkGJEF1bBae1Cw4YN3W233Vaxg73r13/thg2b6Vq16pW4Im7mdtllFzd69OjwsNioG0vdWTrJ6QpcV8rhmEGx0xX+Nddck5qeq/pW48ePDw8rmJWJi8++ffv6i4A4ECDFqEePZEAwiF4Qb731lp+KGl2x6XHQQQe5/v37x3blVuyee26+O+64Ue6AA4a4Nm3udnfcMcr3y+ebBtQ1sK5uHH3fNeD++OOPh4cVpREjRviaVnrdGtPQxUcxBqBCRBV/40CAFKO5c5PdWJmm8ar93Xert6HOdJJU37NOArqS1IyVaH1D9NC/r7/+ej81tdy8++5yd8EFT/jg0OPqq59zixevCg/LO931nXbaaanvuaahFuv3e+rUqa5t27b+daoL7rzzzottmmwcTjrpJDdz5szEqWOtLxvfs2dPxkDK3qhRzm2yiXMdOjj35pvqT0j+qX9rIaHaEbuLLrrInwhOPPHEah/XnYfuQHQnUjVMNHNGQRPnmEAhfPbZWnfzzf9OvL/7fXD87nePuddfL/w4hBYdavGhvtcahL44cdetxYnF4JNPPvFrKqKxoV/96lcbDHgXgwkTJvifW93VabrwhRdeGNv3kAApZipEl7gKcw0bJkNjp52S/05cTSB+jz32mD8RqB8+0y+Yro7vvPNOf8KITh567L777u6Pf/yjmzJlSvgpRev//u8bN3Lkm+6IIx7wwdGx4wg3fvwc9+234ZGFo/InKoOiwV99n7fffns3cODAxGv/v/DQeqGyI7qYiKYh66Q8qkIv6AgQwCV3hNOJ6Yc//GFOpTa0OEuriLVYS58bhYlC6A9/+IOfxlms9Z+mTPnQde48xgfHwQcPdQMGTHVffpn9eo76poKMmtyw2Wab+e+xdu979tlnw8PyShcZP//5z/3X1xW9BqQraSFkiAApJ7ozuf9+rfYKW5CBFnppVopOChrAtfr000/d3/72N3fMMcekTnKbbLKl23ffc91NN73gpk79OPG1Ch8mCxZ87nr1mpga57j00mfcRx+lmTKeg48//tjXxNKq5wcffDD10L/18Y8++ij8FJO5c+f6PvworI8//vi8T2548803/ert6Guefvrpfu1GpSNAysl55yVnZ40cGbYgAw2I66Rw6KGH+jCJg0qaa8V2ly4XuObNe6ZO1kce+WDi673gXnppgZ8mW59WrVrv/vrXV/3dhl7LqaeO9aFmoW6c5557zl1xxRWudevWqe6c2h6qznvggQe6P/3pT+7pp5+u09W7Pv8Xv/iFf14F9uWXX+5nGMVJ5UV69OiRKga5//77J/7vXgoPq1gESDmZNs25jTd27mc/03zIsBU10MlAXU/bbbdd3q4o16xZnzjZzXN//vOz7le/GpYKk8MO+7u75prn/JTZdevy25//+OPvuA4dhqdCbMyY2aa7Ia1Gv+CCCzYIDJXpOPzww123bt18IOtx9913p/6ujx9xxBGpcYzooW6gs846y/3rX//yZVJypXGQu+66y///6fl22mknN2zYsDp3G+p59fqrPq/uLuv6vOWGACk3Xbsm70KuvTZsQUA1h7Q4TicI1SCqDwqK559/P/Hf83zihJscuNbj0EOHJa6gn3UTJ86rdRwi+pxHH92w6m3UVtX06Qv9x1q3Hupuu+3lxFV69ntPRJ588snEcxyQOvErQM4880z397//PeeuKc1e0poJzWCK9g7RQ2s+dJLOpa5WRHcKmkEXjUPptb788svhYVlRbSqVFInubHS3FPedTbkgQErNO+8kFxKm62pRCYjEL7cvc1KhK6izdfLJJ/uThK6oC+Grr75JnOQWuH79Jrv27ZN3B3q0bfs316fP0+6JJ+bWeLKPjvvNbx7eoBuspgBRID3wwCz33nsrqn08G6pNFdW/0uPggw9OPNcDdep6qkoL7TRG8tvf/jY1o2233XYzz2p64403/ISG6PWeccYZfoJENt59913/OqLPPe644/zHkB4BUmoSV0P+DiNxe52WCrbpmC5dwhZ8Rzvn6SShmTxxnQzrQt1JGo/QWgxNpY2CoE2boYm7o+olbaI2PUaMeKPGtrpSSQ4V94uu6FWrKt8znjRQrfpRUXFFLR60nsAVSppWredR5Vl1o6VbSa+7C02/jiY+6O5DXWqoHQFSavQLlfhBd9ttp/v2sDVJiw61Wj1xRedymJJaKVTUTn3vqlekK9Zio6GAGTM+cbffPsVPsx09+q1q7VFInHzymMRJdni1Lq84AkQbQkVdOBrbGFnPkzJ01xN1l+nkr24yCw3033zzzaltddVd+Y9//CPVrvEMdZlF4zIa7xiQuLsv1PqSUkSAlKLE1ZK/w8hUC2vcuOQx++2n35SwtWKpnMPee+/tTxhajGalPRW06vif//xntSmrGkvRx7VxT75EITF58vv+zyFDvl/9XNcA0TqHaID8lFNOybigMp80G+6vf/1rasMqjZeku4OojdbqVK0mrAWgWpioGVX6t2ZYaaZVug2dkB4BUoo0oKdV6Sp1ovIm6ajsiUJEa0PgqRSGThpaO5ALDeyqJIQGarX7np6jtocWnGn20dixY31wxaVqSHTvPsHP5vr88+Tz1yVAdFJVl5VOqNokqhgojKOFe1qro+nRVppBpjGcqv9HWtuh4pmwIUBKVeLW24dDpq0p9YuhkEncoifOMGFrxdF2qjppqGJqtlebKoqnWTiaxhmddNRHr4KK6q/Xtq5Vp6yqLpb2+9YmQtHaAT20c59qEM2ZMyf8EjmrGhJvv73UHXjgEL++I2zLhV6/rtDVZaT1FcVEodGuXTv/fdTdY133Cjn22GP9c+muBnVDgJQqdUslbsF9iDz2WNj6vUsuSR5z2WVhS0XRVNMddtjBX2FrVXRtNIj85z//2Z9QdbJRV4qCQV1WKqmRDXVjaZ9wVWeN+uH19TUzSBsOWYUhobUkmrm1ZMnqDdqyoX04FB4qQf7vf/87bC4KuoNTVVl9DxXedbkTUZl1PY91bAXfI0BKmX7ZNVCeuMV36zac7umpD3v77ZMD7yoTX4E0WBpdweoOoTaabaSppDpeJ9Vrr7026zuWdDTTa9CgQal1JwombW9qWfkehsSiRat8gGgGV9hWG9XqUjjqkUsNsELQ90pVkvX9U3eWdUyEAIkPAVLqVJ1Xdxi33BK2fE+DxTompj0ASs0NN9zgTxiaipppho1WQt94442paaS/+93v6hwcIa17UHBoQx99Da3O1sK6XNQUEiqEqIWCNbWlo64gzbLS3Ud9z7Sy0p1IdDFg7YIiQOJDgJQ6ld9IXM36xYPpTkQ6abZsmQyRiRPD1rKm1cgai/jxj3+csdtIV7dnn322P7HoWHU95ZNKwkebEDVq1Cin6cQ1hcTq1etTpUrCtpooLDt27Oi/vmpIlRJ1X0UD65YQIEDiQ4CUg759k+GQ6YpMC6MSx8xo3tx9YygVUYp0otl11139yWLMmDFhc4rCQwPiOk4bROW7smtEd0O9evVKhVa2pTfShYTqW6VrC6k7TV9XhQ0tpUMKTbOz1O2mrsBcFxsSIPEhQMqBVlI3aZIspDh1atia8uTxx7sTE784g++6K2wqS1rHoBPF+eefHzZVo307dJxWpdd1ho+FTmjqRlKI5HInYrV06VK/aE4n4DhmhRWKNvXS/1sHTVfPAQESHwKkXKh2kO5C2rZNux/IB4kra500dPLQSaSc3X///f4koXLfmUqVRMdpAyjtZ1Eo0UmtcePGOY+J5ErTifW1NMuslOnOMVqxnkvtLAIkPgRIOTn00GSIjBgRtqSov1u/PFoQV65UikNdGypV8vrrr4fNKdqYSIPZOm6Wtg8usKg7SwPrltlZ2dA4kMaENO6Sz9Xy9UVlTzTpQbPmsu2KI0DiQ4CUk+nTfTfWzMTV9FerV4etnk4aDRs29OsR6qO7pL5plo7WCegEocVxmWgDKR2nkhnFQCdAzRTTa9JMrXyIuuuKZaV5HKLxK9W1ygYBEh8CpMxMPu88d2ril6N/hvUO2nAnutItNz179vTvTWW5Mxk9erQ/Tidsy0ZG+aI7BN0V6ZFp1lhVy5dntx5Cda10Z6axlnK4+4joQkhjSNpPJJsNnwiQ+BAgZWbp4sV+8ZuqzaY7AemXLOo71srqcjF+/Hh/ItE4QqYxHnUP6WSjro+pGSYdFIruPvR/o323a6P9RDTratKk98KmDUQl7C+99NKwqeRFe6RnU3KeAIkPAVKGol8QzUJKR1NGdbLVnglxFvorFA2Aa3c7hYL26s5EoanvzwknnBA2FQV1ZWnFuroZa5slpV0JFSAjR2YoqvkdbTmr9z1jxoywqeRp/w+9N22PWxsCJD4ESBnSauemTZv6XxKVqkhHNZl0jPZMKGW6o4p2obvyyivD5g2o607HFmvdJ4nWadS2W2K2AaKZXQpXzUorR/qZ1wWEuugyzboTAiQ+BEiZUneOfkn23XfftP3C2upTv3Aq9Kc9E0rVTTfd5N+rSnVnKlUiep86ke61115hU1HRSVD7cqiKb6aaT9kGiEqV6HukysLlSqVN9B5rqyZMgMSHACljRx99tP9FGTIk/cpklSDXMar7VIpeeeUVPy1VJ9r58+eHzRvQJlJ6v9ddd13YVHRUxVevVfuJpJNtgHTv3t0/15NPPhk2lY0RI0b496jtaTMhQOJDgJSx2bNn+5OrCualK0Guq1v1t2s8RBvulBK9p6hqbtWtSjPp3LmzP/7VV5P7ZxQz1ePSa9WmVOlkGyAtW7b0d17pfg7Kgbrp9P1q3bp12FQNARIfAqTMRdNa+/TpEzalRFNa27RpU1RTWmuj/Tn0urt27Ro2paWNoTRFNttFZ4W0cuVKfwGgGWPpZBMgmnWmCgQK23Kn/191yWb6OSZA4kOAlDnN/ddGSptuumnGGT3aX0G/VA899FDYVJS0aEyvV2MZ2vwpG59++qn/HI2VlAotitTdYbp1G9kEyP/+9z//vlV9t9xFEyQ0vpcOARIfAqQCRDN6tJVnOpraqS4Obfe6atWqsLmovPPOO/4uQlfVM2fODJvT0niJvg+lNN5z2mmn+dc8bdq0sMnLJkC0NkLP0aNHj7Cp7GjWmt7r888/HzalECDxIUAqgGYmtWrVyv/SPPXUU2FziqrW6pirrroqbCoa69at8zPL9DpzLUESrf8o5vcXuuKKK/xrfizNtsXZBEgpvm+r2r5fQoDEhwCpEJMmTfK/NFoHEPX/q3S5urc0yK7+8SZNmvi7EHWZ6O/6WLE9tMJe7+OYY47J2M9dkwcffNB/7i2Zdm8sMv379/evefjw4WGTl02AlOL7tqrt+yUESHwIkAoS7SetfRQkut0vxYe6dnI1ePBg/7l3ldB+KHqtes333ntv2ORlEyCl+L6tavt+CQESHwKkgmgwVeMGKqb30ksv1TrFtxhZpu5GSvFKvLYr6mwCpBTft1Vt3y8hQOJDgFQYbSKkXx5toKQ/My0yLFa5Lh6MlOJYQG19+tkESFQnqpTet1Vt3y8hQOJDgFQYTQfVjoT6BWqu/dHTlDkpdrmUL4lEs7DOPvvssKloRWtdmIWVnWjFPbOw6gcBUmFUdE670dV2m1/sci2gKCrxruO1YLJU7L333n5SQ7qp1dkEyHvvvefft0rblLt27dr598o6kPpBgFSY6JdHu7iVulxKuEcUnprJpenAxW7FihW+pPuee+4ZNqVkEyDRSvRdd901bCo7O+64oy9CmWmGHgESHwKkgmjabm2bTZWaCRMmZLWJVCRamFfMpdwj0dhFpq6nsWOnu5Ytr3cPPZS5tpfuZBS0CqVy9dFHH6W6NTMhQOJDgFSQqLrrNRm2uy1F0T7ftW1jK/fff78/traKrcUgGv9QSKbzwAOPuh//eD83ePDIsKkahZCea9y4cWFT2VAg6D1qokgmBEh8CJAKMX36dH8FqtlX2daOKhXqjtpnn338SeHuu+8Om6tZtmyZrwum70MxTyDQ61S3k7pkMhV+1Cw6ve/aVuWPGTPGH9e7d++wqWxEG6TV1p1JgMSHAKkQhx56qP+lefjhh8OmsvD222/7zbF00p01a1bYXI22stX3opj3g7/22mv9a7z88svDpmqyDRAVktTUZ62hyTQ+UKp0UaTuWT1qG98iQOJDgFSAUaNG+V+Ytm3bluXJIxJ1T6lcS6a7rBdffNEfd+CBBxbl90NjOToRKhA1bpVJtgEiv/71r/2xev/lJlosqWm8tSFA4kOAlDltjRrVuHrttdfC5rKj2WU6OagwZCZR+XrtYldsVC1Yr622vnzJJUB096ljNRZWbnRxpPeWzaZoBEh8CJAyd0ffvv6XRftFV4LPPvvMT1fVe1a/fzpR+XpN69V4Q7GIdiFUV1Omu6hILgGiiwlNe1Y3n6ZAl4tooaTuKLNBgMSHAClj6xcscAO22MJ12Xprt+iTT8LmsjVlyhTf37/DDju5BQvSv+9o9tZxxx0XNhXEvHnzfJ0yBZtOitnIJUDkxhtv9Mdn2qGy1BxyyCH+PWW73zsBEh8CpJypYm3iF2VBBRTRC/Xvf6dr2PCYxLdgoPv665pnW61du9bv+KeTSaGnNmusQwsG9VpUpiVbuQaI7tBUQ0xrgbRCvdRF3XK5VBcgQOJDgJQrLZT7wQ+c+/nPNc81bC1733zzrTv33BF+lfY996Qf+3n33Xd9ReJcTsJxW7hwoWvRooV/DarTlcvAfq4BInfccYf/nGzWzRQzdT3q/06r9XMZ3yNA4kOAlCOtb9h/f3/34TJUJS13S5asdu3bD3cHHXS/mzZtYdicopPPVlttVZA7EU05jiojawKAyo7kwhIgVXeozLUkfjE55ZRT/HvItTuOAIkPAVKOhg5Nhkf79mFLxZk8+X1/F/Kb3zzsPv98bdicohCJ7kQ0JpLvgXXdZeik36BBA/81NR6Ta3iIJUAkKomv6cLaJ6bU/OUvf/HvWxWls5lsUBUBEh8CpNysXOncTju5xNnBuTfTF9irJLfd9rIPkT59ng6bqlF3VjQmotlZ+ZriO3Xq1NTA75ZbbunXr1hZA0S0wZQ+d7/99sv5JFxITz/9tA8/FU3UAtJcESDxIUDKjWo86e7j4ovDloq1fv3X7rTTHvEhMmbM7LC5Gg2s625A/eo6yRxwwAG+qGEcZU9UwFGr4FX8Uc+t6gBz584ND8tJXQJEd0GdOnXyn9+xY8eMJVOKhRZBaoGl/n/0/2JBgMSHACkniStot9lmzm2/vUYYw9aK9t57KxIn7GGubdu/Jb5Ny8PmDah2WLTYUA+NU6gAo0KgtlIZEZ2QtbDtuuuuc82aNUs91x577BHb2ENdAkR059G6dWv/HBqDKeYQUXioy00BPFTdtEYESHwIkHKiWTW6+6iloGClivbOOOWUMYk7jex2MYzuGjZLBHMUAJoCq5PumWee6cPh+uuvdwMHDvR/9u3b15111lm+pLi6p6LP0UnviCOOiO1uRrQ//Omnn+6fv7aV95modIrGEqI7kXSbVxXSyJEj/QJIfR9rK5hZm4suusi/1wEDBoRNyBEBUi6efjoZHi1aaJpN2Irv/OlP//IhctNNudWD0qC6xiq0n0jDhg1TwZDpoUH5zp07u0GDBvmpunHQyX7YsGG+rlXVUNNDwaU9MSz0vNGdiMZEimVgXXdEKiip4FCA1KUY6IIFC1L7weih6cyoGwKkHCgwFBwKkGeeCVtRxcqV61ynTiN9iEyaZF9Ip0BR95SujFXIL3ro36+++mpWm1tl65NPPnGDBw927du394PH0Qlw5513dj179vQ1s3bffXf/MY0P9OvXz61ZsyZ8mlqpOysaE1FX0ejRo8ND6tWcOXN8eZIojCdPnhwekhWVcNGdou4c9VzqQtT/FeqOACkHuqVXeBRJSY5iN2vWIr825IgjHkicnIuvu0Z0taxxDY3DRIPueqhG1mWXXeZefvnlasdrXEZlSqL1LKoHZgkADaxrdlYUVFpsWN8r1r/44gsfitEdlrrVaqtKnI4CXcVE9TyatdW/f3+3fv368DAYESClToPl222XHDzXIDqyMmTIdH8Xct554/2q9WKgbiOdvKOupOihEidXX321H9ivjYokqppvFDoKoJkzZ4aH1UrrRKLFhlqrosV6cXXDpaPg0PqOqItwu8TPtbr/clmZH5k2bVpqDxx9L84991x/J4d4ESClTvtl6+6jBLZoLSYKjW7dxvsQefbZ+r3Crmru3Pd9l1O0o2L00Mlbg/JvvfVW+ClZUTea6kPpuTTltVu3bn5TqVxoxbrGCVQ7S8+jMYiuXbvGvp+IKiNfeumlvpCkvo7ufi688ELTYk7dqeg1qiClnktl3nMpc4LcECCl7IMPXOLskFw4qAWEyMmyZV+6AQOm+j/r05w5S93gwdPciSc+5Bo1+m3iZJfsqlF//8033+yr8sZBV+7Dhw93jRs39s+vINAVfq5TdVWAUd1jKgUfBZy6yHr16uUef/xxPxssFysTP6uqnKtp0dr8K3pOjd9oDc77778ffkqt1C116623+rEbPZemXedrISi+R4CUMvULH3ywc+PHhy0oMm++ucTdffd/3PHH/8Pf9USPU07pn/j4ENNJM1ualnvVVVf5OwidXLUmJdvS51VpYF6zoDQDrOpgvh677LKLO+aYY9zFF1/s75z00DTZ6O+XXHKJb9cYTtXP06Ndu3buvvvuc8uX174+pybjxo1zTZs29c+l7jZtB1xKK+tLGQEC5IG67WfM+MTdfvsUd+yxyVlfemjw/oILnvAr4lXssT7Nnz/fnXzyyakTt07o77zzTnhYVjTLTBt29ejRw3e3hVOK0z023XRT17JlS7/1rAa46zKuMnv2bNehQ4fUc3fp0iVxU/5BeBjyiAABvhOd5LXgMBS1ZaJ9R6ZO/djdfPO/XceOyVLyerRpMzRxZf7/3OOPv5O4ys59em3cnn/+ebf33nunTui9e/d2K1asCA/LmSYBvPDCC372V9Wpzfq3Pq5aY3HQnYqmL0d3Qfvuu2/s4zLIDgECfCc64atyr+pn1dQW+uqrb9zLLy9w/fpN9qXjo+NUMkXFG594Yq5fe1JsVPn33nvvTY1r6E/921IRuL5oUF+zsrbffnv/mrU2RIs741rZj9wRIMB3opO/HiNGvFFjW1W622jX7oFUm2ptXX75s27ixHnuyy9zG6guFN156A5EdyI6Kasase5Qio22+FXXV3TXpFlbuQ7eI34ESDF7I3ESO+MM5xo1confmuSfp5/u3Ouvh0ciBlEQnHzyGHfUUcOrhUBNAfLcc/PdcceNctdc85z/+7p1pVtCRmMhGhOJxhM0VqIxk0JTt5hqkUWv69hjj61zBWPEhwApVmPGJEPjqKOSQaIKsPpT/9bH1Y5YRSERbUKlxYZhW7nT7KyocrBmbWn2ViGKK4ar0TXdd+LEieFhKDACpBhpHcDmmzu3xx7aoKJ6m/6tj6s9pvUCSKoaEt27T3CHHfb31C6GlRIgonUit99+e2oBodaRaD2JZUV4rvQ1VGY9Wo2uxYUq6ZLr2hXUDwKkGGkzqMQvjxs4MGxJUhlqtbNpVKyqhsTbby91Bx44JHHyenWDtkqxZMkSv4I9WtWtle1a4Z4vqu8VFU/U6nmtRo+zKCXiV5EBoj0eVD6i6lRD62Nq4rE28XDWR+LKLvGbWv0FNmuWDIj//rf6xyOzZyfbdRxiE4aExjY0m0rrNcK2SqJaWtHmWqorpVpbqrkVlw8//NDvrRKNc2jflDfUXYuit1H4gXKnFaparRr9sNb10TvxWJJ4uLo8VM+qqsTr8x9PV55EH1e7urEQmzAkFi1a5QNE6zrCtkqk9RwqYaKfe1X9vemmm7LenbEmWtmuCzmVMNFzqiT9I488Eh6GIrZR+IFyd8011/gf1v333z9VZqEuj4mJx+rEw1kf/fs7F5axIEAKoqaQUK2s1q2H1thWieI66ccdRiiMjcIPlDPVG9KmMiq4tnjx4rC5eNCFVRA1hcTq1etdhw7fLxBEknY+1A6I0Z24up1ez2J6eU3dYXUpZ4LCqqgAOfXUU/0P7m233RY2FZeoRDuD6PUqXUioblW6tko3ZcqUrAa+63tAHvWjYgJE22HqB1dVO4t+RzItlFI3VqZpvGqPqbYQUBeZpt4Wckow8q8iAkS1clRwTT/A40ul9PmoUc5tsolzHTqoFrg2PEj+qX9rIaHagSISLv5TiXfty6G/a1GidlUsxKJE5E9FBMiQIUP8D/HRRx8dNhW3WbOcO+00l7i0S4aGNo7Svw1blAL1JSw/0rlz56Ioi4L4lX2AqOCaqnaq9LP2DwBQPx566KHEjTJ3yuWs7AOkT58+/ipI+wcAAOJT1gEyZ84c3x+7ww47mLfLBADUrKwDRKWfdfehTWgAAPEq2wB56qmnfHhov2btZAYAiFdZBojmnmv/AAWIdjIDAMSvLAPkzjvv9OGhqYQAgPwouwD59NNP/UpYLVzSfHQAQH6UXYCoFo/uPrQiFgCQP2UVIKoGqoJuqsmjsgoAgPwpqwBRSWndfaiwGwAgv8omQLSpjcJDpaWp9AkA+VcWAbJ27Vq32267+Q1qtD8BACD/yiJAtB2m7j7OPPPMsAkAkCclHyAff/yx31N5yy239NtsAgDqR8kHyNlnn+3vPvr16xc2AQDyqKQDRHsqa9xj1113dWvWrAmbAQB5VLIBoplWbdq08XcfY8aMCZsBAHlWsgEyfPhwHx6HH3542AQAqAclGSCrVq1yjRs3dhtvvLGbyf7gAFAQJRkgV155pb/76N69e9gEAKgnJRcg2uujQYMGbtttt3VLliwJmwEA9aTkAkSuv/56v+MgAKBwSjJAAACFR4AAAEwIEACASZ0DRLOh9KhJprZMPvzwQ9enTx/XokULX+Nq6623dq1atXLdunVz06ZNCw8HABRA7mf3QKaQyNSWzjPPPOO22WYb17RpUzd27Fi3fPlyX6bklVdecSeccELOzwcAyI86n40zhUSmtposWLDA323svPPObunSpWGzR9FEACgO2Z/d08gUEpnaatK7d29//KBBg8ImAECRyf7snkamkMjUVpO99trLHz9v3rywCQBQZLI/u6cRhUSmR7a0wlzHr1u3LmwCABSZ7M/uaWQKiUxtNSFAAKB0ZH92TyNTSGRqqwldWABQOrI/u6eRKSQytdUkGkS/5557wiYAQJHJ/uyeRqaQCNsmTZrkjjrqKD9Vt1GjRu6cc85xixcvTrV/8MEHvq1JkyZu2bJlqY9XdcMNN4QfAgAUQM1n/hyEIVFV2HbkkUe6Rx991C1cuNB98cUXfk1H+/btq3zG9wsJmzVr5h555BG3YsUKv5BQ+5+zkBAAikedz8ZhSFSVqU20s+AWW2wRftgvKFQpk+bNm7vNN9/c35W0bNnSbyA1ffr08HAAQAGkP7vn2erVq90tt9ziOnXqFDYBAEpAQQIkujPZcccdmXEFACWqIAEiK1eudH379nWHHXZY2AQAKAEFCxBRiKhcOwCg9NRrgJx00klu5syZbu3atX7Pj549ezIGAgAlql4DZMKECe6ggw7yM6u01uPCCy/0+30AAEpPvQYIAKB8ECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/H2SiITqx2ol4AAAAAElFTkSuQmCC)
PN: 4H23-1-2N
CAS: 70705-30-5
Molecule Weight: 204.229
Formula: C11H12N2O2
![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 imidazo[1,2-a]pyridine-2-carboxylate hydrobromide](data:image/png;base64,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)
PN: 4H23-9-56
CAS: 2549-17-9
Molecule Weight: 271.114
Formula: C10H11BrN2O2
![Ethyl imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-20
CAS: 38922-77-9
Molecule Weight: 190.202
Formula: C10H10N2O2
TSCA: Not listed on TSCA inventory