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hydrochloride](data:image/png;base64,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)
| Product Number | 7H66-7-56 |
| CAS | 2149601-65-8 |
| MDL Number | MFCD29767674 |
| Molecular Formula | C9H13ClF2N2S |
| Molecular Weight | 254.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory