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)
| Product Number | 4632-1-08 |
| Purity | 97 % |
| CAS | 62345-76-0 |
| MDL Number | MFCD07801177 |
| Molecular Formula | C10H16N2O |
| Molecular Weight | 180.251 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 54.5-57.5 ℃
TSCA: Not listed on TSCA inventory