| Product Number | 8H69-1-2S |
| CAS | 36090-27-4 |
| MDL Number | MFCD00453080 |
| Molecular Formula | C10H12N2O3S |
| Molecular Weight | 240.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-2S
CAS: 36090-27-4
Molecule Weight: 240.28
Formula: C10H12N2O3S
PN: 8H62-5-0A
CAS: 112539-09-0
Molecule Weight: 259.7
Formula: C10H10ClNO3S
![N-[4-(Aminosulfonyl)phenyl]-2-bromoacetamide](data:image/png;base64,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)
PN: 8669-9-00
CAS: 5332-70-7
Molecule Weight: 293.14
Formula: C8H9BrN2O3S
TSCA: Not listed on TSCA inventory
