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)
| Product Number | 4H17-1-23 |
| Purity | 96.0 % |
| CAS | 51639-48-6 |
| MDL Number | MFCD00005962 |
| Molecular Formula | C12H16N2O |
| Molecular Weight | 204.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 107-110 ℃
TSCA: Not listed on TSCA inventory
EINECS: 257-332-6