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)
| Product Number | 8H31-1-00 |
| Synonyms | N-Methyl-(4-thien-2-yltetrahydro-2H-pyran-4-yl)methylamine |
| Purity | 97 % |
| CAS | 916790-87-9 |
| MDL Number | MFCD09879934 |
| Molecular Formula | C11H17NOS |
| Molecular Weight | 211.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory