![3-{4-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]homopiperazin-1-yl}propanoic acid](data:image/png;base64,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)
| Product Number | 4H58-7-90 |
| Synonyms | 3-{4-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]-1,4-diazepan-1-yl}propanoic acid |
| CAS | 1227954-72-4 |
| MDL Number | MFCD12756237 |
| Molecular Formula | C14H17ClF3N3O2 |
| Molecular Weight | 351.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-7-90
CAS: 1227954-72-4
Molecule Weight: 351.75
Formula: C14H17ClF3N3O2
![3-{4-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperazin-1-yl}propanoic acid](data:image/png;base64,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)
PN: 4H21-7-0B
CAS: 1227954-73-5
Molecule Weight: 337.73
Formula: C13H15ClF3N3O2
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]homopiperazine](data:image/png;base64,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)
PN: 3H31-7-03
CAS: 231953-40-5
Molecule Weight: 279.69
Formula: C11H13ClF3N3
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]homopiperazine hydrochloride](data:image/png;base64,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)
PN: 3H31-7-06
CAS: 1197238-46-2
Molecule Weight: 316.15
Formula: C11H14Cl2F3N3
![Ethyl 3-[4-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]piperazin-1-yl]propionate](data:image/png;base64,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)
PN: 4H58-7-26
CAS: 1672655-81-0
Molecule Weight: 365.78
Formula: C15H19ClF3N3O2
![3-{4-[5-(Trifluoromethyl)pyridin-2-yl]homopiperazin-1-yl}propanoic acid](data:image/png;base64,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)
PN: 4H58-3-6K
CAS: 1227954-71-3
Molecule Weight: 317.312
Formula: C14H18F3N3O2
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]-3-methylpiperazine](data:image/png;base64,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)
PN: 3H32-7-3H
CAS: 914637-57-3
Molecule Weight: 279.69
Formula: C11H13ClF3N3
![2-{4-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperazin-1-yl}ethanol](data:image/png;base64,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)
PN: 4H01-7-0A
CAS: 215434-40-5
Molecule Weight: 309.72
Formula: C12H15ClF3N3O
TSCA: Not listed on TSCA inventory