![Ethyl 8-bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-B-20 |
| CAS | 1038389-86-4 |
| MDL Number | MFCD12025881 |
| Molecular Formula | C11H8BrF3N2O2 |
| Molecular Weight | 337.096 |
| 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: 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
![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
![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
![8-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
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
![Ethyl 7-bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-B-0F
CAS:
Molecule Weight: 337.096
Formula: C11H8BrF3N2O2
![Ethyl 2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-3-P1
CAS: 108438-46-6
Molecule Weight: 258.2
Formula: C11H9F3N2O2
Melting Point: 106-108 ℃
TSCA: Not listed on TSCA inventory