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)
| Product Number | 4956-3-02 |
| Purity | 97 % |
| CAS | 1284228-23-4 |
| MDL Number | MFCD00139200 |
| Molecular Formula | C11H8FN3O |
| Molecular Weight | 217.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory