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)
| Product Number | 3H30-3-37 |
| Synonyms | 4-Piperidin-1-yl-2-(trifluoromethyl)aniline |
| CAS | 954260-57-2 |
| MDL Number | MFCD09736811 |
| Molecular Formula | C12H15F3N2 |
| Molecular Weight | 244.261 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-37
CAS: 954260-57-2
Molecule Weight: 244.261
Formula: C12H15F3N2
PN: 3H30-3-4C
CAS: 773899-18-6
Molecule Weight: 230.234
Formula: C11H13F3N2
![N-[4-Nitro-3-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 4H55-3-08
CAS: 927695-28-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
PN: 4H56-3-2R
CAS: 78335-26-9
Molecule Weight: 246.233
Formula: C11H13F3N2O
![N-[2-Amino-4-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 3H30-3-X7
CAS: 27429-68-1
Molecule Weight: 244.261
Formula: C12H15F3N2
PN: 3H30-3-5X
CAS: 863675-89-2
Molecule Weight: 259.276
Formula: C12H16F3N3
PN: 3H30-1-GS
CAS: 143525-69-3
Molecule Weight: 176.263
Formula: C11H16N2
TSCA: Not listed on TSCA inventory