methanone dihydrochloride](data:image/png;base64,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)
| Product Number | 4H56-5-R6 |
| Synonyms | (3R)-3-Amino-1-[(pyridin-3-yl)carbonyl]pyrrolidine dihydrochloride; 3-{[(3R)-3-Aminopyrrolidin-1-yl]carbonyl}pyridine dihydrochloride |
| CAS | 1332765-72-6 |
| MDL Number | MFCD19381663 |
| Molecular Formula | C10H15Cl2N3O |
| Molecular Weight | 264.15 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-5-R6
CAS: 1332765-72-6
Molecule Weight: 264.15
Formula: C10H15Cl2N3O
![N-[(3S)-(Piperidin-3-yl)]nicotinamide dihydrochloride](data:image/png;base64,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)
PN: 4H48-5-S5
CAS: 1338222-41-5
Molecule Weight: 278.18
Formula: C11H17Cl2N3O
TSCA: Not listed on TSCA inventory
