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acid](data:image/png;base64,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)
| Product Number | 2621-3-4G |
| CAS | 114312-47-9 |
| MDL Number | MFCD12072102 |
| Molecular Formula | C14H11FO3 |
| Molecular Weight | 246.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory