![2-Amino-3-{[(2,4-dichloro-1,3-thiazol-5-yl)methylidene]amino}but-2-enedinitrile](data:image/png;base64,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)
| Product Number | 7H70-5-Y1 |
| CAS | 650615-92-2 |
| MDL Number | MFCD09998540 |
| Molecular Formula | C8H3Cl2N5S |
| Molecular Weight | 272.11 |
| 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