![3-Amino-2-cyano-3-[4-(4-fluorophenyl)piperazin-1-yl]-N-methylprop-2-enethioamide](data:image/png;base64,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)
| Product Number | 7H67-3-X7 |
| CAS | 338422-39-2 |
| MDL Number | MFCD00243959 |
| Molecular Formula | C15H18FN5S |
| Molecular Weight | 319.4 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 150-152 ℃
TSCA: Not listed on TSCA inventory