![8,8'-[Oxybis(2,1-ethanediyloxy-2,1-ethanediyloxy)]bis-quinoline](data:image/png;base64,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)
| Product Number | 4H08-1-01 |
| Synonyms | Kryptofix 5 |
| CAS | 57310-75-5 |
| MDL Number | MFCD00040469 |
| Molecular Formula | C26H28N2O5 |
| Molecular Weight | 448.519 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 69-70 ℃
TSCA: Not listed on TSCA inventory
EINECS: 260-674-9