![2-{[(2,4-Dichloro-1,3-thiazol-5-yl)methyl]amino}-3-[(2-thienylmethylidene)amino]but-2-enedinitrile](data:image/png;base64,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)
| Product Number | 7H70-5-X9 |
| CAS | 650615-97-7 |
| MDL Number | MFCD11869785 |
| Molecular Formula | C13H7Cl2N5S2 |
| Molecular Weight | 368.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090