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)
| Product Number | 2629-3-X2 |
| Synonyms | Diflunisal |
| CAS | 22494-42-4 |
| MDL Number | MFCD00057834 |
| Molecular Formula | C13H8F2O3 |
| Molecular Weight | 250.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 2918.29.6500
EINECS: 245-034-9