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)
| Product Number | 2H15-1-X2 |
| Synonyms | 2-Formyldibenzo[b,d]furan |
| Purity | 97 % |
| CAS | 5397-82-0 |
| MDL Number | MFCD00136272 |
| Molecular Formula | C13H8O2 |
| Molecular Weight | 196.205 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 73-74 ℃
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100