![Methyl 3,4-di{[(4-methylphenyl)sulfonyl]amino}benzoate](data:image/png;base64,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)
| Product Number | 8769-1-20 |
| CAS | 175204-19-0 |
| MDL Number | MFCD00102617 |
| Molecular Formula | C22H22N2O6S2 |
| Molecular Weight | 474.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8769-1-20
CAS: 175204-19-0
Molecule Weight: 474.55
Formula: C22H22N2O6S2
![3-[(Phenylsulfonyl)amino]benzoic acid](data:image/png;base64,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)
PN: 8669-1-1G
CAS: 28547-15-1
Molecule Weight: 277.29
Formula: C13H11NO4S
PN: 8H69-1-5Y
CAS: 151721-35-6
Molecule Weight: 261.3
Formula: C13H11NO3S
TSCA: Not listed on TSCA inventory