sulfanyl]pentan-2-yl})amine](data:image/png;base64,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)
| Product Number | 7766-3-11 |
| Synonyms | (3-Fluorobenzyl)(3-methyl-1-(trifluoromethyl)sulfanylmethylbutyl)amine |
| CAS | 1208080-13-0 |
| MDL Number | MFCD23381826 |
| Molecular Formula | C14H19F4NS |
| Molecular Weight | 309.37 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 7766-3-11
CAS: 1208080-13-0
Molecule Weight: 309.37
Formula: C14H19F4NS
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
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
![{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]butan-2-yl})amine](data:image/png;base64,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)
PN: 7766-3-17
CAS: 1208079-06-4
Molecule Weight: 281.31
Formula: C12H15F4NS
sulfanyl]butan-2-yl})amine](data:image/png;base64,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)
PN: 7766-3-23
CAS: 1208080-88-9
Molecule Weight: 295.34
Formula: C13H17F4NS
sulfanyl]pentan-2-yl})amine](data:image/png;base64,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)
PN: 7766-B-08
CAS: 1208080-22-1
Molecule Weight: 370.27
Formula: C14H19BrF3NS
sulfanyl]pentan-2-yl})amine](data:image/png;base64,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)
PN: 7766-7-15
CAS: 1208078-78-7
Molecule Weight: 325.82
Formula: C14H19ClF3NS
TSCA: Not listed on TSCA inventory