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)
| Product Number | 3H37-1-V6 |
| Synonyms | 3-{[(2-Cyanoethyl)amino]methyl}pyridine |
| CAS | 33611-48-2 |
| MDL Number | MFCD00047455 |
| Molecular Formula | C9H11N3 |
| Molecular Weight | 161.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 241 ℃ @ 50 mmHg
Density: 1.078
Flash Point: 113 ℃
TSCA: Not listed on TSCA inventory
EINECS: 251-596-6