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)
| Product Number | 2H20-1-X7 |
| Synonyms | 2,3-Dihydro-6-hydroxybenzo[b]furan-3(2H)-one |
| Purity | 95 % |
| CAS | 6272-26-0 |
| MDL Number | MFCD00068174 |
| Molecular Formula | C8H6O3 |
| Molecular Weight | 150.133 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 251-253 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090