| Product Number | 7866-3-18 |
| Synonyms | 2-(Methylthio)-3-(trifluoromethyl)aniline |
| CAS | 256508-73-3 |
| MDL Number | MFCD01764739 |
| Molecular Formula | C8H8F3NS |
| Molecular Weight | 207.21 |
| Units | Price (USD) | Availability |
|---|
PN: 7866-3-18
CAS: 256508-73-3
Molecule Weight: 207.21
Formula: C8H8F3NS
PN: 7866-3-02
CAS: 63094-56-4
Molecule Weight: 207.21
Formula: C8H8F3NS
PN: 7866-3-X0
CAS: 207974-07-0
Molecule Weight: 207.21
Formula: C8H8F3NS
PN: 8863-3-10
CAS: 2092802-41-8
Molecule Weight: 239.21
Formula: C8H8F3NO2S
PN: 7866-3-05
CAS: 1301739-31-0
Molecule Weight: 261.19
Formula: C8H5F6NS
![3-(Trifluoromethyl)-4-[(trifluoromethyl)sulfanyl]aniline hydrochloride](data:image/png;base64,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)
PN: 7866-7-03
CAS:
Molecule Weight: 297.64
Formula: C8H6ClF6NS
PN: 7861-7-34
CAS: 4274-38-8
Molecule Weight: 229.65
Formula: C7H7ClF3NS
PN: 7869-3-X2
CAS: 19406-49-6
Molecule Weight: 193.19
Formula: C7H6F3NS
TSCA: Not listed on TSCA inventory