| Product Number | 8663-7-00 |
| Purity | 98 % |
| CAS | 1550-27-2 |
| MDL Number | MFCD00435125 |
| Molecular Formula | C7H3ClF3NO4S |
| Molecular Weight | 289.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-7-00
CAS: 1550-27-2
Molecule Weight: 289.61
Formula: C7H3ClF3NO4S
![1-Chloro-4-[(difluoromethyl)sulfonyl]-2-nitrobenzene](data:image/png;base64,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)
PN: 8663-7-02
CAS: 2488-54-2
Molecule Weight: 271.62
Formula: C7H4ClF2NO4S
PN: 8663-5-14
CAS: 97-07-4
Molecule Weight: 235.64
Formula: C7H6ClNO4S
PN: 8663-3-17
CAS: 1548-72-7
Molecule Weight: 255.17
Formula: C7H4F3NO4S
![1-Chloro-4-[(4-chloro-3-nitrophenyl)sulfonyl]-2-nitrobenzene](data:image/png;base64,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)
PN: 8663-5-00
CAS: 1759-05-3
Molecule Weight: 377.15
Formula: C12H6Cl2N2O6S
PN: 8663-7-01
CAS: 779-87-3
Molecule Weight: 259.63
Formula: C7H5ClF3NO2S
![2-Nitro-4-[(trifluoromethyl)sulfonyl]aniline](data:image/png;base64,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)
PN: 8664-3-X7
CAS: 400-23-7
Molecule Weight: 270.18
Formula: C7H5F3N2O4S
PN: 8663-3-41
CAS: 2149597-47-5
Molecule Weight: 255.17
Formula: C7H4F3NO4S
TSCA: Not listed on TSCA inventory