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)
| Product Number | 8H70-1-2J |
| Purity | 98 % |
| CAS | 74630-73-2 |
| MDL Number | MFCD00139592 |
| Molecular Formula | C12H8N2OS |
| Molecular Weight | 228.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 133 ℃
TSCA: Not listed on TSCA inventory