![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidin-4-one](data:image/png;base64,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)
| Product Number | 4H56-7-X9 |
| Synonyms | 1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]tetrahydro-1H-pyridin-4-one; 3-Chloro-2-(4-oxopiperidin-1-yl)-5-(trifluoromethyl)pyridine |
| CAS | 339029-35-5 |
| MDL Number | MFCD00231641 |
| Molecular Formula | C11H10ClF3N2O |
| Molecular Weight | 278.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-7-X9
CAS: 339029-35-5
Molecule Weight: 278.66
Formula: C11H10ClF3N2O
![(3'-Chloro-5'-trifluoromethyl-3,4,5,6-tetrahydro-2H-[1,2']bipyridinyl-4-yl)-methanol](data:image/png;base64,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)
PN: 4H56-7-0U
CAS: 1308146-14-6
Molecule Weight: 294.7
Formula: C12H14ClF3N2O
![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-(3-Chloro-5-trifluoromethyl-pyridin-2-yl)-pyrrolidin-2-yl]-methanol](data:image/png;base64,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)
PN: 4H56-7-0L
CAS: 1306120-26-2
Molecule Weight: 280.68
Formula: C11H12ClF3N2O
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-25
CAS: 337919-65-0
Molecule Weight: 308.69
Formula: C12H12ClF3N2O2
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-29
CAS: 874800-69-8
Molecule Weight: 308.69
Formula: C12H12ClF3N2O2
![2-{1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidin-4-yl}acetohydrazide](data:image/png;base64,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)
PN: 4H39-7-38
CAS: 537050-18-3
Molecule Weight: 336.74
Formula: C13H16ClF3N4O
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidine-4-carboxamide](data:image/png;base64,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)
PN: 4H48-7-70
CAS: 338780-66-8
Molecule Weight: 307.7
Formula: C12H13ClF3N3O
Melting Point: 62-65 ℃
TSCA: Not listed on TSCA inventory