![(1R)-2,2'-Dihydroxy-[1,1']-binaphthyl](data:image/png;base64,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)
| Product Number | 2604-1-X3 |
| Synonyms | (1R)-1,1'-Binaphthalene-2,2'-diol; (R)-BINOL |
| Purity | 99 % |
| CAS | 18531-94-7 |
| MDL Number | MFCD00004068 |
| Molecular Formula | C20H14O2 |
| Molecular Weight | 286.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 208-211 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
HTN: 2907.29.9000
EINECS: 606-048-4