![Benzyl N-[(1,3-benzodioxol-5-yl)(phenylsulfonyl)methyl]carbamate](data:image/png;base64,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)
| Product Number | 8H63-1-97 |
| CAS | 952182-82-0 |
| MDL Number | MFCD09817425 |
| Molecular Formula | C22H19NO6S |
| Molecular Weight | 425.46 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 162-164 ℃
TSCA: Not listed on TSCA inventory