![Ethyl 6-bromo-8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-B-09 |
| CAS | 1121051-30-6 |
| MDL Number | MFCD19704051 |
| 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: 4H23-B-09
CAS: 1121051-30-6
Molecule Weight: 337.096
Formula: C11H8BrF3N2O2
![6-Bromo-8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-0G
CAS: 1121051-31-7
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
![Ethyl 8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-3-Y9
CAS: 1363404-84-5
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![Ethyl 3-bromo-8-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-B-04
CAS: 1355171-40-2
Molecule Weight: 337.096
Formula: C11H8BrF3N2O2
![Ethyl 6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate hydrobromide](data:image/png;base64,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)
PN: 4H23-B-08
CAS:
Molecule Weight: 339.112
Formula: C11H10BrF3N2O2
![Ethyl 6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-3-5X
CAS: 860457-99-4
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![Methyl 8-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-3-AT
CAS: 1206983-53-0
Molecule Weight: 244.173
Formula: C10H7F3N2O2
![Ethyl 8-bromo-6-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-9-33
CAS: 847446-55-3
Molecule Weight: 283.125
Formula: C11H11BrN2O2
TSCA: Not listed on TSCA inventory