| Product Number | 8663-7-01 |
| CAS | 779-87-3 |
| MDL Number | MFCD00182674 |
| Molecular Formula | C7H5ClF3NO2S |
| Molecular Weight | 259.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-7-01
CAS: 779-87-3
Molecule Weight: 259.63
Formula: C7H5ClF3NO2S
PN: 8869-3-X2
CAS: 426-59-5
Molecule Weight: 225.19
Formula: C7H6F3NO2S
PN: 8663-7-00
CAS: 1550-27-2
Molecule Weight: 289.61
Formula: C7H3ClF3NO4S
![1-Chloro-4-[(difluoromethyl)sulfonyl]-2-nitrobenzene](data:image/png;base64,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)
PN: 8663-7-02
CAS: 2488-54-2
Molecule Weight: 271.62
Formula: C7H4ClF2NO4S
PN: 6663-7-X1
CAS: 383-11-9
Molecule Weight: 244.61
Formula: C7H4ClF3O2S
![4-[(Trifluoromethyl)sulfonyl]benzene-1,2-diamine](data:image/png;base64,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)
PN: 8664-3-X8
CAS: 2355-16-0
Molecule Weight: 240.2
Formula: C7H7F3N2O2S
PN: 6663-7-05
CAS: 2488-53-1
Molecule Weight: 226.62
Formula: C7H5ClF2O2S
TSCA: Not listed on TSCA inventory