![3-[(4-Chlorophenyl)sulfonyl]-1,3-thiazolane-2-carbohydrazide](data:image/png;base64,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)
| Product Number | 8H69-5-83 |
| CAS | 175203-14-2 |
| MDL Number | MFCD00068023 |
| Molecular Formula | C10H12ClN3O3S2 |
| Molecular Weight | 321.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory