![1-[5-(Trifluoromethyl)pyridin-2-yl]homopiperazine](data:image/png;base64,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)
| Product Number | 3H31-3-3W |
| Synonyms | 1-[5-(Trifluoromethyl)pyridin-2-yl]-1,4-diazepane |
| CAS | 306934-70-3 |
| MDL Number | MFCD00661783 |
| Molecular Formula | C11H14F3N3 |
| Molecular Weight | 245.249 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-3W
CAS: 306934-70-3
Molecule Weight: 245.249
Formula: C11H14F3N3
![2-{4-[5-(Trifluoromethyl)pyridin-2-yl]-1,4-diazepan-1-yl}ethan-1-ol](data:image/png;base64,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)
PN: 4H01-3-70
CAS: 646455-70-1
Molecule Weight: 289.302
Formula: C13H18F3N3O
![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-[5-(Trifluoromethyl)pyridin-2-yl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H32-7-99
CAS: 120298-11-5
Molecule Weight: 304.14
Formula: C10H14Cl2F3N3
![1-[5-(Trifluoromethyl)pyridin-2-yl]piperazine hydrochloride](data:image/png;base64,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)
PN: 3H31-7-76
CAS: 128263-65-0
Molecule Weight: 267.68
Formula: C10H13ClF3N3
![1-[5-(Trifluoromethyl)pyrid-2-yl]piperazine](data:image/png;base64,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)
PN: 3H32-3-12
CAS: 132834-58-3
Molecule Weight: 231.222
Formula: C10H12F3N3
![3-Bromo-1-{4-[5-(trifluoromethyl)pyridin-2-yl]-1,4-diazepan-1-yl}propan-1-one](data:image/png;base64,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)
PN: 4H17-B-08
CAS: 646455-90-5
Molecule Weight: 380.209
Formula: C14H17BrF3N3O
![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
Melting Point: 50-53 ℃
TSCA: Not listed on TSCA inventory