| Product Number | 6663-B-06 |
| CAS | 1032825-02-7 |
| MDL Number | MFCD11053812 |
| Molecular Formula | C7H6BrFO2S |
| Molecular Weight | 253.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-B-06
CAS: 1032825-02-7
Molecule Weight: 253.09
Formula: C7H6BrFO2S
![4-[(Difluoromethyl)sulfonyl]-2-fluorobromobenzene](data:image/png;base64,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)
PN: 6663-B-15
CAS: 2092815-88-6
Molecule Weight: 289.07
Formula: C7H4BrF3O2S
PN: 6663-B-29
CAS: 2149598-11-6
Molecule Weight: 307.06
Formula: C7H3BrF4O2S
PN: 6663-B-03
CAS: 1207970-78-2
Molecule Weight: 253.09
Formula: C7H6BrFO2S
PN: 6663-B-18
CAS: 2091952-34-8
Molecule Weight: 289.07
Formula: C7H4BrF3O2S
PN: 6663-B-30
CAS: 2149590-43-0
Molecule Weight: 307.06
Formula: C7H3BrF4O2S
PN: 6663-3-0G
CAS: 171421-55-9
Molecule Weight: 192.18
Formula: C7H6F2O2S
PN: 8669-B-43
CAS: 263349-73-1
Molecule Weight: 254.07
Formula: C6H5BrFNO2S
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory