![5-Chloro-N,N-dimethyl-1H-thieno[2,3-c]pyrazol-3-amine](data:image/png;base64,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)
| Product Number | 7H70-5-0P |
| CAS | |
| MDL Number | MFCD31536727 |
| Molecular Formula | C7H8ClN3S |
| Molecular Weight | 201.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory