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)
| Product Number | 4H17-1-6B |
| Purity | 95 % |
| CAS | 339105-37-2 |
| MDL Number | MFCD01568700 |
| Molecular Formula | C12H10N2O2 |
| Molecular Weight | 214.224 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory