![3-[(Pyrrolidin-3-yl)methyl]pyridine oxalate](data:image/png;base64,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)
| Product Number | 3H56-1-X0 |
| Synonyms | 3-[(Pyrrolidin-3-yl)methyl]pyridine ethane-1,2-dioate; 3-[(Pyridin-3-yl)methyl]pyrrolidine ethane-1,2-dioate |
| CAS | 1018827-46-7 |
| MDL Number | MFCD04117738 |
| Molecular Formula | C12H16N2O4 |
| Molecular Weight | 252.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H56-1-X0
CAS: 1018827-46-7
Molecule Weight: 252.27
Formula: C12H16N2O4
![3-[(Piperidin-3-yl)methyl]pyridine dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-Z4
CAS: 1185013-65-3
Molecule Weight: 249.18
Formula: C11H18Cl2N2
![3-[(Piperidin-4-yl)methyl]pyridine dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-Y3
CAS: 1172053-95-0
Molecule Weight: 249.18
Formula: C11H18Cl2N2
PN: 3H31-5-8F
CAS: 301222-60-6
Molecule Weight: 235.15
Formula: C10H16Cl2N2
TSCA: Not listed on TSCA inventory