| Product Number | 4H48-3-17 |
| CAS | 914348-88-2 |
| MDL Number | MFCD04117870 |
| Molecular Formula | C13H16F3N3O |
| Molecular Weight | 287.286 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-17
CAS: 914348-88-2
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 4H48-3-4G
CAS: 1980049-27-1
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 4H48-3-4M
CAS: 954270-68-9
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 4H48-B-31
CAS: 1980039-98-2
Molecule Weight: 366.182
Formula: C13H15BrF3N3O
PN: 4H48-3-4F
CAS: 1980045-36-0
Molecule Weight: 287.286
Formula: C13H16F3N3O
PN: 3H30-3-5X
CAS: 863675-89-2
Molecule Weight: 259.276
Formula: C12H16F3N3
PN: 4H48-3-4E
CAS: 954566-15-5
Molecule Weight: 287.286
Formula: C13H16F3N3O
![1-[2-(Trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
PN: 3H32-3-W9
CAS: 63854-31-9
Molecule Weight: 230.234
Formula: C11H13F3N2
TSCA: Not listed on TSCA inventory