![4-[2-(Trifluoromethyl)phenyl]-4-piperidinol hydrochloride](data:image/png;base64,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)
| Product Number | 4H03-7-00 |
| CAS | 69908-12-9 |
| MDL Number | MFCD28064040 |
| Molecular Formula | C12H15ClF3NO |
| Molecular Weight | 281.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H03-7-00
CAS: 69908-12-9
Molecule Weight: 281.7
Formula: C12H15ClF3NO
![4-[2-(Trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 3H31-3-65
CAS: 308823-90-7
Molecule Weight: 229.246
Formula: C12H14F3N
![4-[2-(Trifluoromethyl)phenyl]piperidine hydrochloride](data:image/png;base64,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)
PN: 3H31-7-14
CAS: 255051-14-0
Molecule Weight: 265.7
Formula: C12H15ClF3N
PN: 4H01-7-0J
CAS: 1683-49-4
Molecule Weight: 281.7
Formula: C12H15ClF3NO
![1-[2-(Trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 2802-3-22
CAS: 878572-13-5
Molecule Weight: 204.192
Formula: C10H11F3O
TSCA: Not listed on TSCA inventory