![{1-Phenyl-3-[(trifluoromethyl)sulfanyl]propan-2-yl}({[3-(trifluoromethyl)phenyl]methyl})amine](data:image/png;base64,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)
| Product Number | 7866-3-10 |
| Synonyms | (1-Benzyl-2-(trifluoromethyl)sulfanylethyl)(3-(trifluoromethyl)benzyl)amine |
| CAS | 1208078-71-0 |
| MDL Number | MFCD23381840 |
| Molecular Formula | C18H17F6NS |
| Molecular Weight | 393.39 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7866-3-10
CAS: 1208078-71-0
Molecule Weight: 393.39
Formula: C18H17F6NS
sulfanyl]propan-2-yl})amine](data:image/png;base64,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)
PN: 7766-3-12
CAS: 1208078-51-6
Molecule Weight: 339.42
Formula: C18H20F3NS
![{[3-(Trifluoromethyl)phenyl]methyl}({1-[(trifluoromethyl)sulfanyl]butan-2-yl})amine](data:image/png;base64,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)
PN: 7866-3-07
CAS: 1208079-50-8
Molecule Weight: 331.32
Formula: C13H15F6NS
sulfanyl]propan-2-yl})amine](data:image/png;base64,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)
PN: 7766-7-03
CAS: 1208079-09-7
Molecule Weight: 359.84
Formula: C17H17ClF3NS
![{3-Methyl-1-[(trifluoromethyl)sulfanyl]butan-2-yl}({[3-(trifluoromethyl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 7866-3-14
CAS: 1208080-93-6
Molecule Weight: 345.35
Formula: C14H17F6NS
![{3-Methyl-1-[(trifluoromethyl)sulfanyl]pentan-2-yl}({[3-(trifluoromethyl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 7866-3-15
CAS: 1208080-68-5
Molecule Weight: 359.37
Formula: C15H19F6NS
sulfanyl]propan-2-yl})amine](data:image/png;base64,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)
PN: 7766-3-05
CAS: 1208080-77-6
Molecule Weight: 343.38
Formula: C17H17F4NS
![{4-Methyl-1-[(trifluoromethyl)sulfanyl]pentan-2-yl}({[3-(trifluoromethyl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 7866-3-16
CAS: 1208079-11-1
Molecule Weight: 359.37
Formula: C15H19F6NS
TSCA: Not listed on TSCA inventory