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)
| Product Number | 7H61-3-31 |
| Synonyms | 2-Mercapto-5-[3-(trifluoromethyl)phenyl]pyrimidine |
| CAS | 344282-81-1 |
| MDL Number | MFCD00243479 |
| Molecular Formula | C11H7F3N2S |
| Molecular Weight | 256.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 262-265 ℃
TSCA: Not listed on TSCA inventory