![4H-Thieno[3,2-b]pyrrole-5-carboxylic acid hydrazide](data:image/png;base64,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)
| Product Number | 8H66-1-3R |
| CAS | 119448-43-0 |
| MDL Number | MFCD04208027 |
| Molecular Formula | C7H7N3OS |
| Molecular Weight | 181.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory