| Product Number | 4H56-5-3E |
| CAS | 1185308-63-7 |
| MDL Number | MFCD09607816 |
| Molecular Formula | C11H17ClN2O |
| Molecular Weight | 228.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-3E
CAS: 1185308-63-7
Molecule Weight: 228.72
Formula: C11H17ClN2O
![2-[(Piperidin-3-yl)oxy]pyridine dihydrochloride](data:image/png;base64,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)
PN: 4H56-5-2M
CAS: 1189722-67-5
Molecule Weight: 251.15
Formula: C10H16Cl2N2O
PN: 4H07-1-55
CAS: 862718-70-5
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 4H56-5-F0
CAS: 1420836-27-6
Molecule Weight: 214.69
Formula: C10H15ClN2O
PN: 4H56-5-3D
CAS: 1185310-94-4
Molecule Weight: 228.72
Formula: C11H17ClN2O
PN: 4H56-5-3G
CAS: 1185308-30-8
Molecule Weight: 228.72
Formula: C11H17ClN2O
PN: 4H07-7-0X
CAS: 1774897-18-5
Molecule Weight: 232.68
Formula: C10H14ClFN2O
PN: 4H07-7-1A
CAS: 1707369-80-9
Molecule Weight: 232.68
Formula: C10H14ClFN2O
TSCA: Not listed on TSCA inventory