| Product Number | 3H31-D-18 |
| CAS | 1333256-43-1 |
| MDL Number | MFCD20036778 |
| Molecular Formula | C14H17BrClN3 |
| Molecular Weight | 342.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-D-18
CAS: 1333256-43-1
Molecule Weight: 342.67
Formula: C14H17BrClN3
PN: 3H31-D-20
CAS: 1333253-23-8
Molecule Weight: 342.67
Formula: C14H17BrClN3
![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
PN: 3H31-9-29
CAS: 474707-24-9
Molecule Weight: 292.18
Formula: C13H14BrN3
PN: 3H32-1-L8
CAS: 82241-22-3
Molecule Weight: 227.311
Formula: C14H17N3
![1-[6-Bromo-2-(trifluoromethyl)quinol-4-yl]homopiperazine](data:image/png;base64,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)
PN: 3H32-B-96
CAS: 541539-69-9
Molecule Weight: 374.205
Formula: C15H15BrF3N3
![1-[2-(Trifluoromethyl)quinol-4-yl]piperazine](data:image/png;base64,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)
PN: 3H32-3-W6
CAS: 175203-79-9
Molecule Weight: 281.282
Formula: C14H14F3N3
PN: 4H56-5-7P
CAS: 1333256-88-4
Molecule Weight: 293.8
Formula: C15H20ClN3O
TSCA: Not listed on TSCA inventory