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)
| Product Number | 4H56-3-BN |
| Synonyms | 1-[5-(Trifluoromethyl)pyridin-2-yl]piperidin-4-ol |
| CAS | 832715-03-4 |
| MDL Number | MFCD01471615 |
| Molecular Formula | C11H13F3N2O |
| Molecular Weight | 246.233 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-BN
CAS: 832715-03-4
Molecule Weight: 246.233
Formula: C11H13F3N2O
PN: 3H32-3-5H
CAS: 132664-24-5
Molecule Weight: 230.234
Formula: C11H13F3N2
![8-[5-(Trifluoromethyl)pyridin-2-yl]-1,4-dioxa-8-azaspiro[4.5]decane](data:image/png;base64,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)
PN: 4H32-3-00
CAS: 942474-71-7
Molecule Weight: 288.27
Formula: C13H15F3N2O2
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidin-4-ol](data:image/png;base64,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)
PN: 4H01-7-00
CAS: 306976-40-9
Molecule Weight: 280.68
Formula: C11H12ClF3N2O
![1-[5-(Trifluoromethyl)pyridin-2-yl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-26
CAS: 406476-31-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
![1-[5-(Trifluoromethyl)pyridin-2-yl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-T4
CAS: 327971-41-5
Molecule Weight: 274.243
Formula: C12H13F3N2O2
![1-[5-(Trifluoromethyl)pyridin-2-yl]piperidine-4-carboxamide](data:image/png;base64,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)
PN: 4H48-3-1V
CAS: 792940-04-6
Molecule Weight: 273.259
Formula: C12H14F3N3O
PN: 3H32-3-8P
CAS: 2149602-33-3
Molecule Weight: 248.225
Formula: C11H12F4N2
Melting Point: 82-83 ℃
TSCA: Not listed on TSCA inventory