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)
| Product Number | 4H48-3-6Q |
| Purity | 95 % |
| CAS | 99822-24-9 |
| MDL Number | MFCD13180537 |
| Molecular Formula | C7H4FNO2 |
| Molecular Weight | 153.112 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory