![Ethyl 6-bromo-8-fluoro-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-B-0G |
| CAS | 2379918-57-5 |
| MDL Number | MFCD32200326 |
| Molecular Formula | C11H7BrF4N2O2 |
| Molecular Weight | 355.087 |
| 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-B-0G
CAS: 2379918-57-5
Molecule Weight: 355.087
Formula: C11H7BrF4N2O2
PN: 4H23-3-3A
CAS: 2379918-41-7
Molecule Weight: 276.191
Formula: C11H8F4N2O2
![Ethyl 8-fluoro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-3-3X
CAS:
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![Ethyl 6-bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-B-00
CAS: 1427460-68-1
Molecule Weight: 337.096
Formula: C11H8BrF3N2O2
![6-Bromo-8-fluoro-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-16
CAS: 2407339-59-5
Molecule Weight: 327.033
Formula: C9H3BrF4N2O2
![Ethyl 6-bromo-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-B-0V
CAS:
Molecule Weight: 319.106
Formula: C11H9BrF2N2O2
![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 6-fluoro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-3-3Y
CAS:
Molecule Weight: 258.2
Formula: C11H9F3N2O2
TSCA: Not listed on TSCA inventory