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hydrochloride](data:image/png;base64,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)
| Product Number | 4854-7-21 |
| CAS | 161605-61-4 |
| MDL Number | MFCD01114784 |
| Molecular Formula | C9H11ClF3N3O2 |
| Molecular Weight | 285.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory