| Product Number | 4H48-3-4K |
| CAS | 1980049-38-4 |
| MDL Number | MFCD28397875 |
| Molecular Formula | C13H16F3N3O |
| Molecular Weight | 287.286 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-4K
CAS: 1980049-38-4
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 4H48-3-4E
CAS: 954566-15-5
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 4H48-3-4F
CAS: 1980045-36-0
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 4H48-3-4M
CAS: 954270-68-9
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 4H48-3-4G
CAS: 1980049-27-1
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 3H30-3-7G
CAS: 685853-98-9
Molecule Weight: 259.276
Formula: C12H16F3N3
![1-[3-(Trifluoromethyl)phenyl]piperazine hydrochloride](data:image/png;base64,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)
PN: 3H31-7-X3
CAS: 16015-69-3
Molecule Weight: 266.69
Formula: C11H14ClF3N2
![1-[(3-Trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
PN: 3H32-3-41
CAS: 15532-75-9
Molecule Weight: 230.234
Formula: C11H13F3N2
TSCA: Not listed on TSCA inventory