![3-[(3S)-Piperidin-3-yl]-3,4-dihydro-1H-2,1,3-benzothiadiazine 2,2-dioxide hydrochloride](data:image/png;base64,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)
| Product Number | 8H69-5-S0 |
| CAS | 1389310-34-2 |
| MDL Number | MFCD22377792 |
| Molecular Formula | C12H18ClN3O2S |
| Molecular Weight | 303.81 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 252-254 ℃
TSCA: Not listed on TSCA inventory