![2-{1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidin-4-yl}acetohydrazide](data:image/png;base64,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)
| Product Number | 4H39-7-38 |
| Purity | 97 % |
| CAS | 537050-18-3 |
| MDL Number | MFCD04038248 |
| Molecular Formula | C13H16ClF3N4O |
| Molecular Weight | 336.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H39-7-38
CAS: 537050-18-3
Molecule Weight: 336.74
Formula: C13H16ClF3N4O
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidine-4-carbohydrazide](data:image/png;base64,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)
PN: 4H39-7-01
CAS: 321430-54-0
Molecule Weight: 322.72
Formula: C12H14ClF3N4O
![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
![(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]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]-N-(2-hydroxyethyl)-N-methylpiperidine-4-carboxamide](data:image/png;base64,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)
PN: 4H48-7-92
CAS: 303150-26-7
Molecule Weight: 365.78
Formula: C15H19ClF3N3O2
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]-N-(2-hydroxyethyl)piperidine-4-carboxamide](data:image/png;base64,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)
PN: 4H48-7-93
CAS: 303150-23-4
Molecule Weight: 351.75
Formula: C14H17ClF3N3O2
![Methyl 1-[3-chloro-5-(trifluoromethyl)pyrid-2-yl]-4-piperidinecarboxylate](data:image/png;base64,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)
PN: 4H23-7-32
CAS: 321430-51-7
Molecule Weight: 322.71
Formula: C13H14ClF3N2O2
Melting Point: 198-201 ℃
TSCA: Not listed on TSCA inventory