sulfanyl]butan-2-yl})amine](data:image/png;base64,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)
| Product Number | 7766-B-15 |
| Synonyms | (4-Bromobenzyl)(2-methyl-1-(trifluoromethyl)sulfanylmethylpropyl)amine |
| CAS | 1208080-65-2 |
| MDL Number | MFCD23381816 |
| Molecular Formula | C13H17BrF3NS |
| Molecular Weight | 356.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7766-B-15
CAS: 1208080-65-2
Molecule Weight: 356.25
Formula: C13H17BrF3NS
sulfanyl]butan-2-yl})amine](data:image/png;base64,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)
PN: 7766-B-09
CAS: 1208078-47-0
Molecule Weight: 342.22
Formula: C12H15BrF3NS
![{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-B-10
CAS: 1208079-52-0
Molecule Weight: 328.19
Formula: C11H13BrF3NS
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]butan-2-yl})amine](data:image/png;base64,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)
PN: 7766-3-25
CAS: 1208079-97-3
Molecule Weight: 277.35
Formula: C13H18F3NS
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]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
TSCA: Not listed on TSCA inventory