![N-[2-(Methylthio)phenyl]oxo(diphenyl)phosphoranecarbothioamide](data:image/png;base64,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)
| Product Number | 8674-1-00 |
| CAS | 680213-17-6 |
| MDL Number | MFCD00239138 |
| Molecular Formula | C20H18NOPS2 |
| Molecular Weight | 383.46 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory