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)
| Product Number | 4H17-1-5V |
| Purity | 95 % |
| CAS | 122643-81-6 |
| MDL Number | MFCD09759184 |
| Molecular Formula | C15H12N2O |
| Molecular Weight | 236.274 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory