![(Imidazo[2,1-b][1,3]thiazol-6-ylmethylene)malononitrile](data:image/png;base64,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)
| Product Number | 7H70-1-3E |
| CAS | 2168456-27-5 |
| MDL Number | MFCD30481177 |
| Molecular Formula | C9H4N4S |
| Molecular Weight | 200.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory