![8-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-B-15 |
| CAS | 1038389-93-3 |
| MDL Number | MFCD18073566 |
| Molecular Formula | C9H4BrF3N2O2 |
| Molecular Weight | 309.042 |
| 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: 4H21-B-15
CAS: 1038389-93-3
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
![8-Bromo-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-1J
CAS:
Molecule Weight: 291.052
Formula: C9H5BrF2N2O2
![6-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-11
CAS: 1427460-57-8
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
![6-Bromo-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-1L
CAS:
Molecule Weight: 291.052
Formula: C9H5BrF2N2O2
![Ethyl 8-bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-B-20
CAS: 1038389-86-4
Molecule Weight: 337.096
Formula: C11H8BrF3N2O2
![Ethyl 8-bromo-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-B-0T
CAS:
Molecule Weight: 319.106
Formula: C11H9BrF2N2O2
![8-Bromo-6-methyl-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-1K
CAS:
Molecule Weight: 305.079
Formula: C10H7BrF2N2O2
![7-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-14
CAS:
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
TSCA: Not listed on TSCA inventory