| Product Number | 8869-3-X2 |
| Synonyms | 2-(Trifluoromethylsulfonyl)aniline |
| Purity | 98 % |
| CAS | 426-59-5 |
| MDL Number | MFCD00792413 |
| Molecular Formula | C7H6F3NO2S |
| Molecular Weight | 225.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8869-3-X2
CAS: 426-59-5
Molecule Weight: 225.19
Formula: C7H6F3NO2S
![4-[(Trifluoromethyl)sulfonyl]benzene-1,2-diamine](data:image/png;base64,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)
PN: 8664-3-X8
CAS: 2355-16-0
Molecule Weight: 240.2
Formula: C7H7F3N2O2S
PN: 8663-7-01
CAS: 779-87-3
Molecule Weight: 259.63
Formula: C7H5ClF3NO2S
![5-[(Difluoromethyl)sulfonyl]-2-fluoroaniline](data:image/png;base64,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)
PN: 8663-3-42
CAS: 2091370-09-9
Molecule Weight: 225.19
Formula: C7H6F3NO2S
PN: 8663-3-67
CAS: 2149601-84-1
Molecule Weight: 243.18
Formula: C7H5F4NO2S
![3-[(Difluoromethyl)sulfonyl]-4-fluoroaniline](data:image/png;base64,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)
PN: 8663-3-38
CAS: 2091504-46-8
Molecule Weight: 225.19
Formula: C7H6F3NO2S
PN: 8663-3-68
CAS: 2149597-76-0
Molecule Weight: 225.19
Formula: C7H6F3NO2S
Melting Point: 78-79 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
