| Product Number | 8663-3-47 |
| CAS | 1532769-02-0 |
| MDL Number | MFCD24063109 |
| Molecular Formula | C7H5F4NO2S |
| Molecular Weight | 243.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-3-47
CAS: 1532769-02-0
Molecule Weight: 243.18
Formula: C7H5F4NO2S
PN: 8663-3-48
CAS: 1543078-04-1
Molecule Weight: 225.19
Formula: C7H6F3NO2S
PN: 8663-3-63
CAS: 2149597-69-1
Molecule Weight: 243.18
Formula: C7H5F4NO2S
PN: 8663-3-64
CAS: 2149590-96-3
Molecule Weight: 225.19
Formula: C7H6F3NO2S
PN: 8663-3-43
CAS: 1000339-65-0
Molecule Weight: 189.2
Formula: C7H8FNO2S
PN: 8663-3-45
CAS: 2149590-75-8
Molecule Weight: 273.16
Formula: C7H3F4NO4S
![2-[(Trifluoromethyl)sulfonyl]aniline](data:image/png;base64,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)
PN: 8663-3-33
CAS: 17095-18-0
Molecule Weight: 225.19
Formula: C7H6F3NO2S
PN: 8663-3-46
CAS: 2149597-72-6
Molecule Weight: 255.17
Formula: C7H4F3NO4S
TSCA: Not listed on TSCA inventory