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)
| Product Number | 2707-1-X4 |
| Synonyms | 1,1'-[(4-Methoxyphenyl)methanediyl]bis(2-hydroxynaphthalene); 4-[Bis(2-hydroxynaphth-1-yl)methyl]anisole |
| CAS | 66595-89-9 |
| MDL Number | MFCD00029392 |
| Molecular Formula | C28H22O3 |
| Molecular Weight | 406.481 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 184-185 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090