| Product Number | 3H31-1-92 |
| Purity | 97 % |
| CAS | 871217-37-7 |
| MDL Number | MFCD07348555 |
| Molecular Formula | C12H18N2 |
| Molecular Weight | 190.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-92
CAS: 871217-37-7
Molecule Weight: 190.29
Formula: C12H18N2
PN: 3H30-1-1Q
CAS: 72752-53-5
Molecule Weight: 176.263
Formula: C11H16N2
![{1-[2-(Aminomethyl)phenyl]piperidin-4-yl}methanol](data:image/png;base64,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)
PN: 4H30-1-8Z
CAS: 220060-79-7
Molecule Weight: 220.316
Formula: C13H20N2O
PN: 3H37-1-0V
CAS: 20925-25-1
Molecule Weight: 172.231
Formula: C11H12N2
PN: 3H31-1-97
CAS: 823188-79-0
Molecule Weight: 190.29
Formula: C12H18N2
PN: 3H32-1-9P
CAS: 957065-89-3
Molecule Weight: 175.275
Formula: C12H17N
TSCA: Not listed on TSCA inventory
