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)
| Product Number | 8663-B-X2 |
| Synonyms | 3-Bromo-2-hydroxy-5-[(trifluoromethyl)sulfonyl]aniline; 3-Amino-5-bromo-4-hydroxyphenyl trifluoromethyl sulfone |
| Purity | 95 % |
| CAS | 1440535-13-6 |
| MDL Number | MFCD24850035 |
| Molecular Formula | C7H5BrF3NO3S |
| Molecular Weight | 320.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-B-X2
CAS: 1440535-13-6
Molecule Weight: 320.08
Formula: C7H5BrF3NO3S
![2-Bromo-6-nitro-4-[(trifluoromethyl)sulfonyl]phenol](data:image/png;base64,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)
PN: 8666-B-X2
CAS: 1440535-14-7
Molecule Weight: 350.06
Formula: C7H3BrF3NO5S
![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
![2-Amino-6-bromo-4-[(trifluoromethyl)thio]phenol](data:image/png;base64,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)
PN: 8666-B-X0
CAS: 1432075-81-4
Molecule Weight: 288.08
Formula: C7H5BrF3NOS
![2,6-Dibromo-4-[(trifluoromethyl)sulfonyl]phenol](data:image/png;base64,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)
PN: 6663-B-X0
CAS: 432-79-1
Molecule Weight: 383.96
Formula: C7H3Br2F3O3S
![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
TSCA: Not listed on TSCA inventory