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acid](data:image/png;base64,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)
| Product Number | 8669-1-81 |
| CAS | 99987-05-0 |
| MDL Number | MFCD03001320 |
| Molecular Formula | C11H15NO4S |
| Molecular Weight | 257.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-1-81
CAS: 99987-05-0
Molecule Weight: 257.3
Formula: C11H15NO4S
![4-[(Isopropylamino)sulfonyl]benzoic acid](data:image/png;base64,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)
PN: 8669-1-82
CAS: 10252-66-1
Molecule Weight: 243.28
Formula: C10H13NO4S
![4-[(Ethylamino)sulfonyl]benzoic acid](data:image/png;base64,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)
PN: 8669-1-83
CAS: 10252-64-9
Molecule Weight: 229.25
Formula: C9H11NO4S
![4-[(Cyclopropylamino)sulfonyl]benzoic acid](data:image/png;base64,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)
PN: 8669-1-80
CAS: 436092-71-6
Molecule Weight: 241.26
Formula: C10H11NO4S
![4-[(Dipropylamino)sulfonyl]benzoic acid](data:image/png;base64,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)
PN: 8669-1-43
CAS: 57-66-9
Molecule Weight: 285.36
Formula: C13H19NO4S
![4-Carboxy-N-[2-(trifluoromethoxy)ethyl]benzenesulfonamide](data:image/png;base64,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)
PN: 8669-3-23
CAS: 1301739-37-6
Molecule Weight: 313.25
Formula: C10H10F3NO5S
TSCA: Not listed on TSCA inventory
