| Product Number | 2704-1-08 |
| Synonyms | 1-[9-(1-Hydroxyethyl)-9H-fluoren-9-yl]ethan-1-ol; 9,9-Bis(2-hydroxyethyl)fluorene |
| Purity | 99 % |
| CAS | 203070-78-4 |
| MDL Number | MFCD20488038 |
| Molecular Formula | C17H18O2 |
| Molecular Weight | 254.329 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 250 mg | $115 | In Stock | Contact for Availability | |
| 1 g | $ 325 | In Stock | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2601-1-X2
CAS: 24324-17-2
Molecule Weight: 196.249
Formula: C14H12O
![2,7-Dibromo-2',3',5',6'-tetrahydrospiro[fluorene-9,4'-pyran]](data:image/png;base64,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)
PN: 2H10-9-25
CAS: 934269-17-7
Molecule Weight: 394.106
Formula: C17H14Br2O
Melting Point: 157-158 ℃
TSCA: Not listed on TSCA inventory
