| Product Number | 4H56-1-03R |
| Purity | 98.0 % |
| CAS | 1158544-22-9 |
| MDL Number | MFCD15201763 |
| Molecular Formula | C13H20N2O |
| Molecular Weight | 220.316 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-03R
CAS: 1158544-22-9
Molecule Weight: 220.316
Formula: C13H20N2O
PN: 4H57-1-25
CAS: 842965-30-4
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H01-1-FC
CAS: 677764-87-3
Molecule Weight: 191.274
Formula: C12H17NO
PN: 4H01-1-FD
CAS: 852180-58-6
Molecule Weight: 191.274
Formula: C12H17NO
PN: 4H01-1-FB
CAS: 676245-12-8
Molecule Weight: 177.247
Formula: C11H15NO
PN: 4H54-1-C0
CAS: 300665-26-3
Molecule Weight: 236.271
Formula: C12H16N2O3
![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
![1-[3-Amino-4-(piperidin-1-yl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-1-5Z
CAS: 30877-81-7
Molecule Weight: 218.3
Formula: C13H18N2O
TSCA: Not listed on TSCA inventory