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)
| Product Number | 4956-1-X0 |
| CAS | 914636-57-0 |
| MDL Number | MFCD00955507 |
| Molecular Formula | C12H10N4O2 |
| Molecular Weight | 242.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory