| Product Number | 3830-7-38 |
| Synonyms | 1-[3,5-Bis(trifluoromethyl)phenyl]ethan-1-amine hydrochloride |
| CAS | 374822-27-2 |
| MDL Number | MFCD24335266 |
| Molecular Formula | C10H10ClF6N |
| Molecular Weight | 293.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![(R)-1-[3,5-Bis(trifluoromethyl)phenyl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3830-7-R1
CAS: 216002-20-9
Molecule Weight: 293.64
Formula: C10H10ClF6N
PN: 3830-7-37
CAS: 216002-19-6
Molecule Weight: 293.64
Formula: C10H10ClF6N
PN: 3830-7-38
CAS: 374822-27-2
Molecule Weight: 293.64
Formula: C10H10ClF6N
![(S)-1-[3,5-Bis(trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-S1
CAS: 127733-40-8
Molecule Weight: 257.179
Formula: C10H9F6N
![1-[3,5-Bis(trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-71
CAS: 187085-97-8
Molecule Weight: 257.179
Formula: C10H9F6N
![(R)-1-[3,5-Bis(trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-R1
CAS: 127733-47-5
Molecule Weight: 257.179
Formula: C10H9F6N
![(1S)-1-[3-(Trifluoromethyl)phenyl]ethan-1-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-S1
CAS: 1213630-93-3
Molecule Weight: 225.64
Formula: C9H11ClF3N
![(R)-1-[3-(Trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 3830-3-R3
CAS: 127852-30-6
Molecule Weight: 189.181
Formula: C9H10F3N
TSCA: Not listed on TSCA inventory