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dihydrochloride](data:image/png;base64,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)
| Product Number | 4H56-5-T5 |
| Synonyms | 4-[(Pyridin-2-yl)oxy]piperidine dihydrochloride |
| CAS | 313490-36-7 |
| MDL Number | MFCD03840120 |
| Molecular Formula | C10H16Cl2N2O |
| Molecular Weight | 251.15 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-5-T5
CAS: 313490-36-7
Molecule Weight: 251.15
Formula: C10H16Cl2N2O
PN: 4H56-1-342
CAS: 127806-46-6
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 4H56-5-3F
CAS: 1185318-98-2
Molecule Weight: 228.72
Formula: C11H17ClN2O
PN: 4H56-5-3G
CAS: 1185308-30-8
Molecule Weight: 228.72
Formula: C11H17ClN2O
PN: 4H56-7-4M
CAS: 1707602-62-7
Molecule Weight: 232.68
Formula: C10H14ClFN2O
PN: 4H07-7-1D
CAS: 1779126-87-2
Molecule Weight: 232.68
Formula: C10H14ClFN2O
PN: 4H56-1-987
CAS: 900511-94-6
Molecule Weight: 192.262
Formula: C11H16N2O
![2-[(3R)-Pyrrolidin-3-yloxy]pyridine dihydrochloride](data:image/png;base64,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)
PN: 4H07-5-16
CAS: 1260613-92-0
Molecule Weight: 237.12
Formula: C9H14Cl2N2O
TSCA: Not listed on TSCA inventory