sulfanyl]pentan-2-yl})amine](data:image/png;base64,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)
| Product Number | 7766-7-15 |
| Synonyms | (4-Chlorobenzyl)(2-methyl-1-(trifluoromethyl)sulfanylmethylbutyl)amine |
| CAS | 1208078-78-7 |
| MDL Number | MFCD23381818 |
| Molecular Formula | C14H19ClF3NS |
| Molecular Weight | 325.82 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7766-7-15
CAS: 1208078-78-7
Molecule Weight: 325.82
Formula: C14H19ClF3NS
sulfanyl]butan-2-yl})amine](data:image/png;base64,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)
PN: 7766-7-14
CAS: 1208080-74-3
Molecule Weight: 311.79
Formula: C13H17ClF3NS
sulfanyl]butan-2-yl})amine](data:image/png;base64,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)
PN: 7766-7-08
CAS: 1208080-18-5
Molecule Weight: 297.76
Formula: C12H15ClF3NS
sulfanyl]pentan-2-yl})amine](data:image/png;base64,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)
PN: 7766-3-10
CAS: 1208078-49-2
Molecule Weight: 309.37
Formula: C14H19F4NS
![{3-Methyl-1-[(trifluoromethyl)sulfanyl]butan-2-yl}[(4-methylphenyl)methyl]amine](data:image/png;base64,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)
PN: 6766-3-03
CAS: 1208079-53-1
Molecule Weight: 291.38
Formula: C14H20F3NS
sulfanyl]propan-2-yl})amine](data:image/png;base64,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)
PN: 7766-7-09
CAS: 1208078-99-2
Molecule Weight: 283.74
Formula: C11H13ClF3NS
![{4-Methyl-1-[(trifluoromethyl)sulfanyl]pentan-2-yl}[(3-methylphenyl)methyl]amine](data:image/png;base64,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)
PN: 7766-3-31
CAS: 1208080-01-6
Molecule Weight: 305.4
Formula: C15H22F3NS
sulfanyl]pentan-2-yl})amine](data:image/png;base64,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)
PN: 7766-3-24
CAS: 1208080-76-5
Molecule Weight: 309.37
Formula: C14H19F4NS
TSCA: Not listed on TSCA inventory