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)
| Product Number | 3830-3-58 |
| Synonyms | 2-[2-(Trifluoromethyl)phenyl]ethylamine |
| Purity | 97 % |
| CAS | 774-18-5 |
| MDL Number | MFCD00128232 |
| Molecular Formula | C9H10F3N |
| Molecular Weight | 189.181 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3830-3-58
CAS: 774-18-5
Molecule Weight: 189.181
Formula: C9H10F3N
![2-[2-(Trifluoromethyl)phenyl]ethan-1-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-34
CAS: 215797-66-3
Molecule Weight: 225.64
Formula: C9H11ClF3N
![Methyl({2-[2-(trifluoromethyl)phenyl]ethyl})amine](data:image/png;base64,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)
PN: 3831-3-11
CAS: 1187928-93-3
Molecule Weight: 203.208
Formula: C10H12F3N
PN: 3730-3-07
CAS: 1365807-92-6
Molecule Weight: 171.191
Formula: C9H11F2N
PN: 4848-3-0C
CAS: 34779-65-2
Molecule Weight: 203.164
Formula: C9H8F3NO
![2-[4-(Trifluoromethyl)phenyl]ethan-1-amine](data:image/png;base64,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)
PN: 3830-3-57
CAS: 775-00-8
Molecule Weight: 189.181
Formula: C9H10F3N
![2-[4-(Trifluoromethyl)phenyl]ethan-1-amine hydrochloride](data:image/png;base64,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)
PN: 3830-7-33
CAS: 52997-74-7
Molecule Weight: 225.64
Formula: C9H11ClF3N
TSCA: Not listed on TSCA inventory
EINECS: 212-262-5
