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)
| Product Number | 8H66-5-Y9 |
| Synonyms | 2-Chloro-3-[(4-methoxyphenyl)sulfanyl]quinoxaline; 4-[(3-Chloroquinoxalin-2-yl)sulfanyl]anisole |
| CAS | 87378-88-9 |
| MDL Number | MFCD01935262 |
| Molecular Formula | C15H11ClN2OS |
| Molecular Weight | 302.78 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 158-160 ℃
TSCA: Not listed on TSCA inventory