![2-[({5-[(Dimethylamino)methyl]-2-furyl}methyl)thio]ethan-1-amine](data:image/png;base64,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)
| Product Number | 8H66-1-2J |
| CAS | 66356-53-4 |
| MDL Number | MFCD00277202 |
| Molecular Formula | C10H18N2OS |
| Molecular Weight | 214.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory