![{3-[(Pentafluoroethyl)sulfanyl]propyl}({[4-(trifluoromethyl)phenyl]methyl})amine](data:image/png;base64,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)
| Product Number | 7866-3-13 |
| Synonyms | (3-Pentafluoroethylsulfanylpropyl)(4-(trifluoromethyl)benzyl)amine |
| CAS | 1208080-94-7 |
| MDL Number | MFCD23381769 |
| Molecular Formula | C13H13F8NS |
| Molecular Weight | 367.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7866-3-13
CAS: 1208080-94-7
Molecule Weight: 367.3
Formula: C13H13F8NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-29
CAS: 1208079-54-2
Molecule Weight: 313.33
Formula: C13H16F5NS
![Benzyl({3-[(pentafluoroethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-34
CAS: 1208079-10-0
Molecule Weight: 299.3
Formula: C12H14F5NS
![{[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
![{3-[(Pentafluoroethyl)sulfanyl]propyl}({[2-(trifluoromethyl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 7866-3-11
CAS: 1208079-18-8
Molecule Weight: 367.3
Formula: C13H13F8NS
![{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: 7766-3-15
CAS: 1208079-74-6
Molecule Weight: 313.33
Formula: C13H16F5NS
sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7766-3-03
CAS: 1208078-56-1
Molecule Weight: 313.33
Formula: C13H16F5NS
TSCA: Not listed on TSCA inventory