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)
| Product Number | 8H70-1-01 |
| CAS | 3159-07-7 |
| MDL Number | MFCD00901197 |
| Molecular Formula | C13H9NOS |
| Molecular Weight | 227.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 265 ℃
TSCA: Not listed on TSCA inventory
EINECS: 608-646-0