![N,N-Dimethyl-1H-thieno[2,3-c]pyrazol-3-amine](data:image/png;base64,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)
| Product Number | 7H32-1-00 |
| CAS | 2227272-46-8 |
| MDL Number | MFCD31536735 |
| Molecular Formula | C7H9N3S |
| Molecular Weight | 167.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory