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)
| Product Number | 4H30-1-8Z |
| Purity | 95 % |
| CAS | 220060-79-7 |
| MDL Number | MFCD03425826 |
| Molecular Formula | C13H20N2O |
| Molecular Weight | 220.316 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-8Z
CAS: 220060-79-7
Molecule Weight: 220.316
Formula: C13H20N2O
![{1-[4-(Aminomethyl)phenyl]piperidin-4-yl}methanol](data:image/png;base64,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)
PN: 4H30-1-8S
CAS: 861210-09-5
Molecule Weight: 220.316
Formula: C13H20N2O
PN: 3H30-1-1Q
CAS: 72752-53-5
Molecule Weight: 176.263
Formula: C11H16N2
PN: 4H01-1-AA
CAS: 697306-45-9
Molecule Weight: 191.274
Formula: C12H17NO
![4-[4-(Hydroxymethyl)piperidin-1-yl]benzonitrile](data:image/png;base64,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)
PN: 4H37-1-Y3
CAS: 162997-46-8
Molecule Weight: 216.284
Formula: C13H16N2O
PN: 4H37-1-5Q
CAS: 937601-79-1
Molecule Weight: 230.267
Formula: C13H14N2O2
PN: 3H31-1-92
CAS: 871217-37-7
Molecule Weight: 190.29
Formula: C12H18N2
TSCA: Not listed on TSCA inventory
