| Product Number | 8H66-1-5V |
| Purity | 98 % |
| CAS | 4506-71-2 |
| MDL Number | MFCD00005862 |
| Molecular Formula | C11H15NO2S |
| Molecular Weight | 225.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-1-5V
CAS: 4506-71-2
Molecule Weight: 225.31
Formula: C11H15NO2S
![2-Amino-5,6-dihydro-4-[4H]-cyclopenta[B]thiophene-3-carboxylic acid ethyl ester](data:image/png;base64,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)
PN: 8H58-1-0D
CAS: 4815-29-6
Molecule Weight: 211.28
Formula: C10H13NO2S
PN: 8H68-1-17
CAS: 85716-87-6
Molecule Weight: 267.36
Formula: C12H13NO2S2
PN: 6H23-1-0Q
CAS: 92315-47-4
Molecule Weight: 196.26
Formula: C10H12O2S
PN: 6H21-1-0Q
CAS: 19156-54-8
Molecule Weight: 182.24
Formula: C9H10O2S
Melting Point: 114-116 ℃
TSCA: Not listed on TSCA inventory