![3-[3-(Trifluoromethyl)phenyl]propan-1-amine](data:image/png;base64,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)
| Product Number | 3830-3-61 |
| Synonyms | 3-[3-(Trifluoromethyl)phenyl]propylamine |
| Purity | 97 % |
| CAS | 104774-87-0 |
| MDL Number | MFCD06213071 |
| Molecular Formula | C10H12F3N |
| Molecular Weight | 203.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3830-3-61
CAS: 104774-87-0
Molecule Weight: 203.208
Formula: C10H12F3N
![3-[3-(Trifluoromethyl)phenyl]propanenitrile](data:image/png;base64,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)
PN: 3837-3-X9
CAS: 95096-06-3
Molecule Weight: 199.176
Formula: C10H8F3N
![3-[3-(Trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 2801-3-Y1
CAS: 78573-45-2
Molecule Weight: 204.192
Formula: C10H11F3O
![3-[3-(Trifluoromethyl)phenyl]propanal](data:image/png;base64,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)
PN: 2815-3-48
CAS: 21172-41-8
Molecule Weight: 202.176
Formula: C10H9F3O
![4-[3-(Trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 3H31-3-63
CAS: 32860-17-6
Molecule Weight: 229.246
Formula: C12H14F3N
![4-[3-(Trifluoromethyl)phenyl]piperidine hydrochloride](data:image/png;base64,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)
PN: 3H31-7-10
CAS: 6652-16-0
Molecule Weight: 265.7
Formula: C12H15ClF3N
PN: 1800-3-16
CAS: 27190-70-1
Molecule Weight: 174.166
Formula: C9H9F3
![1-[3-(Trifluoromethyl)phenyl]propylamine](data:image/png;base64,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)
PN: 3830-3-83
CAS: 473732-59-1
Molecule Weight: 203.208
Formula: C10H12F3N
TSCA: Not listed on TSCA inventory