| Product Number | 8H66-1-4V |
| Synonyms | 2-Amino-3,5-bis(ethoxycarbonyl)-4-(2-ethoxy-2-oxoethyl)thiophene |
| CAS | 58168-14-2 |
| MDL Number | MFCD09837427 |
| Molecular Formula | C14H19NO6S |
| Molecular Weight | 329.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-1-4V
CAS: 58168-14-2
Molecule Weight: 329.37
Formula: C14H19NO6S
![Ethyl 2-amino-4,7-dihydro-5H-thieno[2,3-c]pyran-3-carboxylate](data:image/png;base64,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)
PN: 8H66-1-3Y
CAS: 117642-16-7
Molecule Weight: 227.28
Formula: C10H13NO3S
PN: 8H58-1-66
CAS: 4815-30-9
Molecule Weight: 257.3
Formula: C11H15NO4S
TSCA: Not listed on TSCA inventory