![{[3-(Trifluoromethyl)phenyl]methyl}({3-[(trifluoromethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
| Product Number | 7866-3-08 |
| Synonyms | (3-(Trifluoromethyl)benzyl)(3-(trifluoromethyl)sulfanylpropyl)amine |
| CAS | 1208078-52-7 |
| MDL Number | MFCD23381764 |
| Molecular Formula | C12H13F6NS |
| Molecular Weight | 317.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7866-3-08
CAS: 1208078-52-7
Molecule Weight: 317.29
Formula: C12H13F6NS
![{3-[(Pentafluoroethyl)sulfanyl]propyl}({[3-(trifluoromethyl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 7866-3-12
CAS: 1208079-90-6
Molecule Weight: 367.3
Formula: C13H13F8NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-16
CAS: 1208080-37-8
Molecule Weight: 263.32
Formula: C12H16F3NS
![{[4-(Trifluoromethyl)phenyl]methyl}({3-[(trifluoromethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7866-3-09
CAS: 1208080-80-1
Molecule Weight: 317.29
Formula: C12H13F6NS
PN: 3831-3-77
CAS: 16065-24-0
Molecule Weight: 215.219
Formula: C11H12F3N
![{[2-(Trifluoromethyl)phenyl]methyl}({3-[(trifluoromethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7866-3-06
CAS: 1208079-32-6
Molecule Weight: 317.29
Formula: C12H13F6NS
![{[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]propyl})amine](data:image/png;base64,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)
PN: 7766-3-15
CAS: 1208079-74-6
Molecule Weight: 313.33
Formula: C13H16F5NS
TSCA: Not listed on TSCA inventory