![2-(Trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-V2 |
| Synonyms | 3-Carboxy-2-(trifluoromethyl)imidazo[1,2-a]pyridine |
| CAS | 73221-19-9 |
| MDL Number | MFCD06496239 |
| Molecular Formula | C9H5F3N2O2 |
| Molecular Weight | 230.146 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-3-V2
CAS: 73221-19-9
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![2-(Difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-8V
CAS: 2059954-47-9
Molecule Weight: 212.156
Formula: C9H6F2N2O2
![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
![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
![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
![2-(Difluoromethyl)-6-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-9C
CAS:
Molecule Weight: 226.183
Formula: C10H8F2N2O2
![8-Methyl-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-5R
CAS: 874776-53-1
Molecule Weight: 244.173
Formula: C10H7F3N2O2
![6-Chloro-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-0X
CAS: 874830-60-1
Molecule Weight: 264.59
Formula: C9H4ClF3N2O2
Melting Point: 194-196 ℃
TSCA: Not listed on TSCA inventory