![Methyl [8-iodo-6-(trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetate](data:image/png;base64,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)
| Product Number | 4H23-K-X1 |
| Synonyms | [8-Iodo-6-(trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetic acid methyl ester; 8-Iodo-2-(2-methoxy-2-oxoethyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine |
| CAS | 1092352-47-0 |
| MDL Number | MFCD11553037 |
| Molecular Formula | C11H8F3IN2O2 |
| Molecular Weight | 384.097 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-K-X1
CAS: 1092352-47-0
Molecule Weight: 384.097
Formula: C11H8F3IN2O2
![Methyl [6-(trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetate](data:image/png;base64,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)
PN: 4H23-3-T8
CAS: 1221792-68-2
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![[6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-3-U8
CAS: 1221792-70-6
Molecule Weight: 244.173
Formula: C10H7F3N2O2
![[8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetic acid hydrochloride](data:image/png;base64,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)
PN: 4H21-7-20
CAS: 1216549-15-3
Molecule Weight: 315.07
Formula: C10H7Cl2F3N2O2
Melting Point: 126 ℃
TSCA: Not listed on TSCA inventory