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)
| Product Number | 8H70-1-6N |
| CAS | 941030-87-1 |
| MDL Number | MFCD09387532 |
| Molecular Formula | C13H16N2OS |
| Molecular Weight | 248.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory