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hydrochloride](data:image/png;base64,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)
| Product Number | 8H63-7-15 |
| CAS | 1208078-11-8 |
| MDL Number | MFCD08567945 |
| Molecular Formula | C12H18ClFN2O2S |
| Molecular Weight | 308.8 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >297(dec.) ℃
TSCA: Not listed on TSCA inventory