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)
| Product Number | 8664-3-X7 |
| Synonyms | 2-Amino-5-[(trifluoromethyl)sulfonyl]nitrobenzene; 4-Amino-3-nitrophenyl trifluoromethyl sulfone |
| CAS | 400-23-7 |
| MDL Number | MFCD00523745 |
| Molecular Formula | C7H5F3N2O4S |
| Molecular Weight | 270.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8664-3-X7
CAS: 400-23-7
Molecule Weight: 270.18
Formula: C7H5F3N2O4S
PN: 8663-3-17
CAS: 1548-72-7
Molecule Weight: 255.17
Formula: C7H4F3NO4S
PN: 8663-1-Z2
CAS: 21731-56-6
Molecule Weight: 216.21
Formula: C7H8N2O4S
![2-Bromo-6-nitro-4-[(trifluoromethyl)sulfonyl]aniline](data:image/png;base64,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)
PN: 8664-B-X0
CAS: 156425-42-2
Molecule Weight: 349.08
Formula: C7H4BrF3N2O4S
PN: 8H63-3-34
CAS: 2149590-83-8
Molecule Weight: 255.17
Formula: C7H4F3NO4S
![N-Methyl-N-[4-(methylsulfonyl)-2-nitrophenyl]amine](data:image/png;base64,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)
PN: 8663-1-Y9
CAS: 30388-44-4
Molecule Weight: 230.24
Formula: C8H10N2O4S
PN: 8663-3-41
CAS: 2149597-47-5
Molecule Weight: 255.17
Formula: C7H4F3NO4S
![4-[(Difluoromethyl)thio]-2-nitroaniline](data:image/png;base64,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)
PN: 8666-3-27
CAS: 1221278-70-1
Molecule Weight: 220.19
Formula: C7H6F2N2O2S
TSCA: Not listed on TSCA inventory