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)
| Product Number | 7666-B-X2 |
| Synonyms | 2-Bromo-4-[(trifluoromethyl)sulfanyl]aniline; 4-Amino-3-bromophenyl trifluoromethyl sulfide |
| CAS | 940077-66-7 |
| MDL Number | MFCD24850034 |
| Molecular Formula | C7H5BrF3NS |
| Molecular Weight | 272.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 7666-B-X2
CAS: 940077-66-7
Molecule Weight: 272.08
Formula: C7H5BrF3NS
![2-Bromo-4-[(difluoromethyl)thio]aniline](data:image/png;base64,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)
PN: 7666-B-00
CAS: 100280-41-9
Molecule Weight: 254.09
Formula: C7H6BrF2NS
![5-[(Difluoromethyl)thio]-3-bromobenzene-1,2-diamine](data:image/png;base64,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)
PN: 7666-B-01
CAS: 2092804-30-1
Molecule Weight: 269.11
Formula: C7H7BrF2N2S
PN: 5666-B-X0
CAS: 2252-45-1
Molecule Weight: 257.07
Formula: C7H4BrF3S
PN: 6666-B-07
CAS: 4837-13-2
Molecule Weight: 239.08
Formula: C7H5BrF2S
PN: 8666-B-05
CAS: 2149590-52-1
Molecule Weight: 302.07
Formula: C7H3BrF3NO2S
PN: 8666-B-06
CAS: 2149597-89-5
Molecule Weight: 284.07
Formula: C7H4BrF2NO2S
PN: 8663-B-11
CAS: 16368-43-7
Molecule Weight: 304.08
Formula: C7H5BrF3NO2S
TSCA: Not listed on TSCA inventory