| Product Number | 3H30-7-76 |
| CAS | 1420993-35-6 |
| MDL Number | MFCD24369845 |
| Molecular Formula | C10H12Cl2F3N3 |
| Molecular Weight | 302.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-7-76
CAS: 1420993-35-6
Molecule Weight: 302.12
Formula: C10H12Cl2F3N3
![3'-Chloro-5'-trifluoromethyl-3,4,5,6-tetrahydro-2H-[1,2']bipyridinyl-3-ylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-78
CAS: 1185313-62-5
Molecule Weight: 316.15
Formula: C11H14Cl2F3N3
![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
![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
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]-3-(propan-2-yl)piperazine](data:image/png;base64,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)
PN: 3H32-7-7Z
CAS: 1781241-43-7
Molecule Weight: 307.75
Formula: C13H17ClF3N3
![[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
PN: 3H31-7-00
CAS: 1041535-26-5
Molecule Weight: 252.67
Formula: C10H12ClF3N2
TSCA: Not listed on TSCA inventory