![N-Methyl-N-[3-(3-methyl[1,2,4]triazolo[4,3-b]pyridazin-6-yl)phenyl]acetamide](data:image/png;base64,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)
| Product Number | 4H48-1-C2 |
| CAS | 108825-65-6 |
| MDL Number | MFCD01567008 |
| Molecular Formula | C15H15N5O |
| Molecular Weight | 281.319 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 200-203 ℃
TSCA: Not listed on TSCA inventory