![Ethyl 1H,2H-naphtho[2,1-b]furan-2-carboxylate](data:image/png;base64,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)
| Product Number | 2H23-1-0F |
| Purity | 95 % |
| CAS | 62019-34-5 |
| MDL Number | MFCD03001249 |
| Molecular Formula | C15H14O3 |
| Molecular Weight | 242.274 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory