| Product Number | 3831-3-78 |
| CAS | 643007-99-2 |
| MDL Number | MFCD09043527 |
| Molecular Formula | C11H12F3N |
| Molecular Weight | 215.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3831-3-78
CAS: 643007-99-2
Molecule Weight: 215.219
Formula: C11H12F3N
PN: 3831-3-77
CAS: 16065-24-0
Molecule Weight: 215.219
Formula: C11H12F3N
![1-[4-(Trifluoromethyl)benzyl]piperazine](data:image/png;base64,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)
PN: 3H31-3-X4
CAS: 107890-32-4
Molecule Weight: 244.261
Formula: C12H15F3N2
![{[4-(Trifluoromethyl)phenyl]methyl}({3-[(trifluoromethyl)sulfanyl]propyl})amine](data:image/png;base64,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)
PN: 7866-3-09
CAS: 1208080-80-1
Molecule Weight: 317.29
Formula: C12H13F6NS
TSCA: Not listed on TSCA inventory
