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)
| Product Number | 8H48-1-23 |
| CAS | |
| MDL Number | MFCD27501019 |
| Molecular Formula | C16H20AsN3O3S |
| Molecular Weight | 409.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory