| Product Number | 6663-5-X9 |
| Synonyms | 3-(Chlorosulfonyl)phenyl methyl sulfone |
| CAS | 5335-40-0 |
| MDL Number | MFCD04037968 |
| Molecular Formula | C7H7ClO4S2 |
| Molecular Weight | 254.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-5-X9
CAS: 5335-40-0
Molecule Weight: 254.7
Formula: C7H7ClO4S2
PN: 6663-5-03
CAS: 849035-99-0
Molecule Weight: 332.78
Formula: C8H9ClO6S3
PN: 6663-7-10
CAS: 1188525-46-3
Molecule Weight: 272.69
Formula: C7H6ClFO4S2
PN: 6662-5-32
CAS: 585-47-7
Molecule Weight: 275.11
Formula: C6H4Cl2O4S2
![3-[(Difluoromethyl)sulfanyl]benzenesulfonyl chloride](data:image/png;base64,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)
PN: 6666-7-01
CAS: 929341-55-9
Molecule Weight: 258.68
Formula: C7H5ClF2O2S2
Melting Point: 93-96 ℃
DOT/IATA/IMDG: UN 3261 - HC 8 - PG III
TSCA: Not listed on TSCA inventory