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hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-7-01 |
| Purity | 95.0 % |
| CAS | 306935-37-5 |
| MDL Number | MFCD01566553 |
| Molecular Formula | C12H14ClF3N4 |
| Molecular Weight | 306.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 259-262 ℃
TSCA: Not listed on TSCA inventory