![Ethyl 2-amino-6-methyl-4,5,6,7-tetrahydrothieno[2,3-c]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 8H70-1-T7 |
| Purity | 97 % |
| CAS | 24237-39-6 |
| MDL Number | MFCD01147322 |
| Molecular Formula | C11H16N2O2S |
| Molecular Weight | 240.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 100-102 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090