![5-Bromoimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-9-13 |
| CAS | 1026201-52-4 |
| MDL Number | MFCD11043994 |
| Molecular Formula | C8H5BrN2O2 |
| Molecular Weight | 241.044 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-9-13
CAS: 1026201-52-4
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![Ethyl 5-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-24
CAS: 135995-46-9
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![5-Bromoimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-9-1Q
CAS: 1782764-21-9
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![5-Bromo-7-methylimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-3P
CAS: 1227954-90-6
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![5-Bromoimidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H56-9-2Z
CAS: 878197-68-3
Molecule Weight: 225.045
Formula: C8H5BrN2O
![3-Bromoimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-3F
CAS: 354548-73-5
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![Imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-16
CAS: 64951-08-2
Molecule Weight: 162.148
Formula: C8H6N2O2
![5-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-13
CAS:
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
TSCA: Not listed on TSCA inventory