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)
| Product Number | 4H56-1-269 |
| Synonyms | 2H,3H,4H-Pyrido[3,2-b][1,4]oxazine |
| CAS | 20348-23-6 |
| MDL Number | MFCD09025907 |
| Molecular Formula | C7H8N2O |
| Molecular Weight | 136.154 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 85-88 ℃
TSCA: Not listed on TSCA inventory