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)
| Product Number | 2H25-1-44 |
| Synonyms | 2-Coumaranone |
| Purity | 98 % |
| CAS | 553-86-6 |
| MDL Number | MFCD00005856 |
| Molecular Formula | C8H6O2 |
| Molecular Weight | 134.134 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory