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)
| Product Number | 8769-1-04 |
| Synonyms | 2-{[(4-Chlorophenyl)sulfonyl]amino}benzyl alcohol; 4-Chlorophenyl [2-(hydroxymethyl)phenyl]amino sulfone |
| CAS | 353254-99-6 |
| MDL Number | MFCD01647380 |
| Molecular Formula | C13H12ClNO3S |
| Molecular Weight | 297.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8769-1-04
CAS: 353254-99-6
Molecule Weight: 297.75
Formula: C13H12ClNO3S
![N-[2-(Hydroxymethyl)phenyl]-4-iodobenzenesulfonamide](data:image/png;base64,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)
PN: 8769-H-01
CAS: 952182-65-9
Molecule Weight: 389.21
Formula: C13H12INO3S
PN: 8669-5-0H
CAS: 7454-47-9
Molecule Weight: 267.73
Formula: C12H10ClNO2S
PN: 8H69-5-1C
CAS: 4750-28-1
Molecule Weight: 267.73
Formula: C12H10ClNO2S
TSCA: Not listed on TSCA inventory