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)
| Product Number | 4H17-1-36 |
| Purity | 95 % |
| CAS | 20348-09-8 |
| MDL Number | MFCD00006697 |
| Molecular Formula | C7H6N2O2 |
| Molecular Weight | 150.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 204-207 ℃
TSCA: Not listed on TSCA inventory