![Ethyl 6-chloro-3-nitroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H55-5-0H |
| CAS | 67625-30-3 |
| MDL Number | MFCD07021399 |
| Molecular Formula | C10H8ClN3O4 |
| Molecular Weight | 269.64 |
| Units | Price (USD) | Availability |
|---|
PN: 4H55-5-0H
CAS: 67625-30-3
Molecule Weight: 269.64
Formula: C10H8ClN3O4
![Ethyl 3-nitro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H55-3-0H
CAS: 1171919-07-5
Molecule Weight: 303.197
Formula: C11H8F3N3O4
![3-Nitro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H55-3-0J
CAS: 1186405-07-1
Molecule Weight: 275.143
Formula: C9H4F3N3O4
![Ethyl 6-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-38
CAS: 67625-38-1
Molecule Weight: 224.64
Formula: C10H9ClN2O2
![Ethyl 8-bromo-6-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-D-03
CAS: 951884-22-3
Molecule Weight: 303.54
Formula: C10H8BrClN2O2
![Ethyl 3-amino-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-V3
CAS: 1171919-18-8
Molecule Weight: 273.215
Formula: C11H10F3N3O2
![(6-Bromo-3-nitroimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H55-9-0E
CAS: 1086376-77-3
Molecule Weight: 272.058
Formula: C8H6BrN3O3
![Ethyl 6,8-dichloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-5-DH
CAS: 1431965-03-5
Molecule Weight: 259.09
Formula: C10H8Cl2N2O2
TSCA: Not listed on TSCA inventory