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)
| Product Number | 2H25-1-2E |
| Purity | 98.0 % |
| CAS | 189574-94-5 |
| MDL Number | MFCD02094031 |
| Molecular Formula | C7H8O3 |
| Molecular Weight | 140.138 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory