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)
| Product Number | 4H61-1-X1 |
| CAS | 306936-88-9 |
| MDL Number | MFCD01313845 |
| Molecular Formula | C15H13N3OS |
| Molecular Weight | 283.35 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 170-172 ℃
TSCA: Not listed on TSCA inventory