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)
| Product Number | 8663-3-37 |
| CAS | 1994470-94-8 |
| MDL Number | MFCD30342506 |
| Molecular Formula | C8H9F2NO3S |
| Molecular Weight | 237.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-3-37
CAS: 1994470-94-8
Molecule Weight: 237.22
Formula: C8H9F2NO3S
PN: 8663-3-36
CAS: 2149597-71-5
Molecule Weight: 267.2
Formula: C8H7F2NO5S
![3-Bromo-5-[(difluoromethyl)sulfonyl]-4-methoxyaniline](data:image/png;base64,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)
PN: 8663-B-00
CAS: 2092803-48-8
Molecule Weight: 316.12
Formula: C8H8BrF2NO3S
PN: 6663-3-68
CAS: 2149590-13-4
Molecule Weight: 222.21
Formula: C8H8F2O3S
PN: 8869-3-X2
CAS: 426-59-5
Molecule Weight: 225.19
Formula: C7H6F3NO2S
TSCA: Not listed on TSCA inventory