![Methyl 7-aminothieno[2,3-b]pyrazine-6-carboxylate](data:image/png;base64,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)
| Product Number | 8H30-1-0E |
| CAS | 244014-85-5 |
| MDL Number | MFCD00204059 |
| Molecular Formula | C8H7N3O2S |
| Molecular Weight | 209.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 130-133 ℃
TSCA: Not listed on TSCA inventory