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hydrochloride](data:image/png;base64,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)
| Product Number | 8H69-5-X6 |
| CAS | 199105-19-6 |
| MDL Number | MFCD11869756 |
| Molecular Formula | C11H18ClN3O2S |
| Molecular Weight | 291.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 64-68 ℃
TSCA: Not listed on TSCA inventory