| Product Number | 8663-1-0A |
| Purity | 96 % |
| CAS | 60781-34-2 |
| MDL Number | MFCD02976182 |
| Molecular Formula | C10H11NO6S |
| Molecular Weight | 273.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-1-0A
CAS: 60781-34-2
Molecule Weight: 273.26
Formula: C10H11NO6S
PN: 8666-1-09
CAS: 24290-27-5
Molecule Weight: 241.26
Formula: C10H11NO4S
![Methyl [(4-amino-2-nitrophenyl)thio]acetate](data:image/png;base64,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)
PN: 8666-1-0A
CAS: 1427460-64-7
Molecule Weight: 242.25
Formula: C9H10N2O4S
TSCA: Not listed on TSCA inventory