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)
| Product Number | 2H25-3-24 |
| CAS | 1591953-99-9 |
| MDL Number | MFCD29037283 |
| Molecular Formula | C8H5FO3 |
| Molecular Weight | 168.123 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory