![2-Fluoro-5-[(4-oxo-3,4-dihydrophthalazin-1-yl)methyl]benzoic acid](data:image/png;base64,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)
| Product Number | 4H58-3-1J |
| Purity | 99 % |
| CAS | 763114-26-7 |
| MDL Number | MFCD14636678 |
| Molecular Formula | C16H11FN2O3 |
| Molecular Weight | 298.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory