![(2S)-2-Phenyl-2,3-dihydroimidazo[2,1-b][1,3]benzothiazole](data:image/png;base64,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)
| Product Number | 7H70-1-2S |
| Synonyms | (S)-BTM, (-)-Benzotetramisole |
| Purity | 98.0 % |
| CAS | 950194-37-3 |
| MDL Number | MFCD15072149 |
| Molecular Formula | C15H12N2S |
| Molecular Weight | 252.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 95 ℃
TSCA: Not listed on TSCA inventory