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)
| Product Number | 6H21-1-0A |
| CAS | 2060-64-2 |
| MDL Number | MFCD04974042 |
| Molecular Formula | C9H6O2S |
| Molecular Weight | 178.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 211-215 ℃
TSCA: Not listed on TSCA inventory