![1-[5-Chloro-4-(difluoromethyl)pyridin-2-yl]piperazine](data:image/png;base64,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)
| Product Number | 3H32-7-5D |
| CAS | 1565827-81-7 |
| MDL Number | MFCD27957335 |
| Molecular Formula | C10H12ClF2N3 |
| Molecular Weight | 247.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-5D
CAS: 1565827-81-7
Molecule Weight: 247.67
Formula: C10H12ClF2N3
![1-[4-(Trifluoromethyl)pyridin-2-yl]piperazine](data:image/png;base64,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)
PN: 3H31-3-1P
CAS: 118708-88-6
Molecule Weight: 231.222
Formula: C10H12F3N3
![1-[4-(Trifluoromethyl)pyridin-2-yl]homopiperazine](data:image/png;base64,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)
PN: 3H31-3-3X
CAS: 1048921-30-7
Molecule Weight: 245.249
Formula: C11H14F3N3
PN: 3H31-5-3M
CAS: 87394-65-8
Molecule Weight: 197.67
Formula: C9H12ClN3
PN: 3H32-5-3D
CAS: 502133-62-2
Molecule Weight: 211.69
Formula: C10H14ClN3
TSCA: Not listed on TSCA inventory