![1-[2-(Trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
| Product Number | 3H32-3-W6 |
| Purity | 97 % |
| CAS | 175203-79-9 |
| MDL Number | MFCD00219765 |
| Molecular Formula | C14H14F3N3 |
| Molecular Weight | 281.282 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-3-W6
CAS: 175203-79-9
Molecule Weight: 281.282
Formula: C14H14F3N3
![1-[2-(Trifluoromethyl)quinol-4-yl]homopiperazine](data:image/png;base64,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)
PN: 3H31-3-39
CAS: 401566-43-6
Molecule Weight: 295.309
Formula: C15H16F3N3
![1-[6-Methyl-2-(trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H32-2-03
CAS: 544429-25-6
Molecule Weight: 295.309
Formula: C15H16F3N3
![1-[6-Chloro-2-(trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H31-7-04
CAS: 401567-88-2
Molecule Weight: 315.72
Formula: C14H13ClF3N3
![1-[2,6-Bis(trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H31-3-42
CAS: 401567-74-6
Molecule Weight: 349.28
Formula: C15H13F6N3
![1-[6-Fluoro-2-(trifluoromethyl)quinol-4-yl] piperazine](data:image/png;base64,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)
PN: 3H32-3-61
CAS: 541539-66-6
Molecule Weight: 299.273
Formula: C14H13F4N3
![1-[8-Chloro-2-(trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H32-7-4A
CAS: 401567-90-6
Molecule Weight: 315.72
Formula: C14H13ClF3N3
![1-[6-Bromo-2-(trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H32-B-95
CAS: 541539-65-5
Molecule Weight: 360.178
Formula: C14H13BrF3N3
Melting Point: 133-135 ℃
TSCA: Not listed on TSCA inventory