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)
| Product Number | 4H56-1-WM |
| Purity | 97 % |
| CAS | 915707-61-8 |
| MDL Number | MFCD09702406 |
| Molecular Formula | C11H11N3O |
| Molecular Weight | 201.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 59.5-61 ℃
TSCA: Not listed on TSCA inventory