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acid](data:image/png;base64,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)
| Product Number | 4H21-1-AD |
| Purity | 97 % |
| CAS | 63237-87-6 |
| MDL Number | MFCD06797491 |
| Molecular Formula | C9H6N2O4 |
| Molecular Weight | 206.157 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 218-218.5 ℃
TSCA: Not listed on TSCA inventory