| Product Number | 8663-B-12 |
| CAS | 321686-87-7 |
| MDL Number | MFCD00526332 |
| Molecular Formula | C7H6BrF2NO2S |
| Molecular Weight | 286.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-B-12
CAS: 321686-87-7
Molecule Weight: 286.09
Formula: C7H6BrF2NO2S
PN: 8663-B-11
CAS: 16368-43-7
Molecule Weight: 304.08
Formula: C7H5BrF3NO2S
![3-Bromo-5-[(trifluoromethyl)sulfonyl]benzene-1,2-diamine](data:image/png;base64,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)
PN: 8664-B-X1
CAS: 156425-17-1
Molecule Weight: 319.1
Formula: C7H6BrF3N2O2S
PN: 8663-B-10
CAS: 2149601-85-2
Molecule Weight: 316.07
Formula: C7H4BrF2NO4S
PN: 8663-B-09
CAS: 2149597-88-4
Molecule Weight: 334.06
Formula: C7H3BrF3NO4S
![3-[(Difluoromethyl)sulfonyl]bromobenzene](data:image/png;base64,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)
PN: 6663-B-14
CAS: 51679-56-2
Molecule Weight: 271.08
Formula: C7H5BrF2O2S
![1-Bromo-3-[(trifluoromethyl)sulfonyl]benzene](data:image/png;base64,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)
PN: 6663-B-26
CAS: 2728-70-3
Molecule Weight: 289.07
Formula: C7H4BrF3O2S
PN: 8769-3-X0
CAS: 24906-77-2
Molecule Weight: 207.19
Formula: C7H7F2NO2S
TSCA: Not listed on TSCA inventory