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)
| Product Number | 8663-3-X5 |
| Synonyms | 2-Hydroxy-5-[(trifluoromethyl)sulfonyl]nitrobenzene; 4-Hydroxy-3-nitrophenyl trifluoromethyl sulfone |
| Purity | 95 % |
| CAS | 15183-75-2 |
| MDL Number | MFCD00986405 |
| Molecular Formula | C7H4F3NO5S |
| Molecular Weight | 271.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-3-X5
CAS: 15183-75-2
Molecule Weight: 271.17
Formula: C7H4F3NO5S
PN: 8663-1-Z5
CAS: 97-10-9
Molecule Weight: 217.2
Formula: C7H7NO5S
PN: 8663-3-39
CAS: 2149597-38-4
Molecule Weight: 321.17
Formula: C8H4F5NO5S
PN: 8663-3-17
CAS: 1548-72-7
Molecule Weight: 255.17
Formula: C7H4F3NO4S
PN: 8663-1-Z8
CAS: 84996-11-2
Molecule Weight: 231.22
Formula: C8H9NO5S
![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
![2-Nitro-4-[(trifluoromethyl)thio]phenol](data:image/png;base64,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)
PN: 8666-3-X4
CAS: 933673-33-7
Molecule Weight: 239.17
Formula: C7H4F3NO3S
![2-Iodo-6-nitro-4-[(trifluoromethyl)sulfonyl]phenol](data:image/png;base64,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)
PN: 8665-K-01
CAS: 1440535-20-5
Molecule Weight: 397.06
Formula: C7H3F3INO5S
Melting Point: 58-61 ℃
TSCA: Not listed on TSCA inventory