| Product Number | 6663-1-0M |
| Purity | 97 % |
| CAS | 1623-91-2 |
| MDL Number | MFCD00221991 |
| Molecular Formula | C24H18O4S |
| Molecular Weight | 402.46 |
| Units | Price (USD) | Availability |
|---|
PN: 6663-1-0M
CAS: 1623-91-2
Molecule Weight: 402.46
Formula: C24H18O4S
![2,2-Bis[4-(4-aminophenoxy)phenyl]sulfone](data:image/png;base64,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)
PN: 8663-1-04
CAS: 13080-89-2
Molecule Weight: 432.49
Formula: C24H20N2O4S
PN: 8663-1-05
CAS: 30203-11-3
Molecule Weight: 432.49
Formula: C24H20N2O4S
PN: 6663-1-X0
CAS: 80-09-1
Molecule Weight: 250.27
Formula: C12H10O4S
TSCA: Not listed on TSCA inventory
