| Product Number | 3H31-5-1Z |
| CAS | 1333249-31-2 |
| MDL Number | MFCD20036733 |
| Molecular Formula | C13H15Cl2N3 |
| Molecular Weight | 284.18 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-5-1Z
CAS: 1333249-31-2
Molecule Weight: 284.18
Formula: C13H15Cl2N3
PN: 3H32-5-L0
CAS: 837-52-5
Molecule Weight: 247.73
Formula: C13H14ClN3
PN: 3H31-5-1X
CAS: 1350361-89-5
Molecule Weight: 286.2
Formula: C13H17Cl2N3
![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
PN: 3H31-7-Z3
CAS: 1333249-32-3
Molecule Weight: 267.73
Formula: C13H15ClFN3
PN: 3H32-1-L8
CAS: 82241-22-3
Molecule Weight: 227.311
Formula: C14H17N3
PN: 3H31-9-30
CAS: 927800-44-0
Molecule Weight: 292.18
Formula: C13H14BrN3
PN: 3H32-5-3A
CAS: 255714-24-0
Molecule Weight: 274.19
Formula: C12H17Cl2N3
TSCA: Not listed on TSCA inventory