![2-[4-(tert-Butyl)phenyl]-1,3-thiazolidine](data:image/png;base64,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)
| Product Number | 7H70-1-0U |
| CAS | 210625-01-7 |
| MDL Number | MFCD09027137 |
| Molecular Formula | C13H19NS |
| Molecular Weight | 221.36 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 82-84 ℃
TSCA: Not listed on TSCA inventory