![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-7-carbonitrile](data:image/png;base64,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)
| Product Number | 3H37-7-X5 |
| Synonyms | 8-Chloro-7-cyano-6-(trifluoromethyl)imidazo[1,2-a]pyridine |
| CAS | 1221792-55-7 |
| MDL Number | MFCD14584805 |
| Molecular Formula | C9H3ClF3N3 |
| Molecular Weight | 245.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-7-X5
CAS: 1221792-55-7
Molecule Weight: 245.59
Formula: C9H3ClF3N3
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-Q0
CAS: 178488-36-3
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![Methyl 8-chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H58-7-76
CAS: 1186405-14-0
Molecule Weight: 278.62
Formula: C10H6ClF3N2O2
![3-Bromo-8-chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-F-0C
CAS: 900019-65-0
Molecule Weight: 299.48
Formula: C8H3BrClF3N2
![8-Chloro-2-(chloromethyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-1N
CAS: 182181-31-3
Molecule Weight: 269.05
Formula: C9H5Cl2F3N2
Melting Point: 119-120 ℃
TSCA: Not listed on TSCA inventory