| Product Number | 2607-1-0S |
| Purity | 95 % |
| CAS | 103-50-4 |
| MDL Number | MFCD00004780 |
| Molecular Formula | C14H14O |
| Molecular Weight | 198.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Listed on TSCA inventory
![1,3-Dihydrobenzo[c]furan](data:image/png;base64,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)
