| Product Number | 8H58-1-X2 |
| CAS | 175137-03-8 |
| MDL Number | MFCD00068163 |
| Molecular Formula | C10H15NO2S |
| Molecular Weight | 213.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H58-1-X2
CAS: 175137-03-8
Molecule Weight: 213.3
Formula: C10H15NO2S
PN: 8H66-1-4X
CAS: 76575-71-8
Molecule Weight: 171.21
Formula: C7H9NO2S
![Methyl 5-(tert-butyl)-3-[(2-chloroacetyl)amino]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H58-5-20
CAS: 648859-22-7
Molecule Weight: 289.77
Formula: C12H16ClNO3S
PN: 6H23-1-0Y
CAS: 1021432-60-9
Molecule Weight: 182.24
Formula: C9H10O2S
TSCA: Not listed on TSCA inventory
HTN: 2934.99.9000