![(1S,5R,6S,7R)-(-)-7-Hydroxy-6-(hydroxymethyl)-2-oxabicyclo[3.3.0]octan-3-one; (-)-Corey's lactone diol](data:image/png;base64,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)
| Product Number | 2H25-1-53 |
| Synonyms | (3aR,4S,5R,6aS)-(-)-5-Hydroxy-4-(hydroxymethyl)hexahydro-2H-cyclopenta[b]furan-2-one |
| CAS | 32233-40-2 |
| MDL Number | MFCD00075234 |
| Molecular Formula | C8H12O4 |
| Molecular Weight | 172.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H25-1-53
CAS: 32233-40-2
Molecule Weight: 172.18
Formula: C8H12O4
![5,6-Dihydroxybicyclo[2.2.1]hept-2-yl acetate](data:image/png;base64,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)
PN: 2229-1-17
CAS: 254112-21-5
Molecule Weight: 186.207
Formula: C9H14O4
PN: 2223-1-03
CAS: 20249-12-1
Molecule Weight: 392.492
Formula: C22H32O6
PN: 2223-1-05
CAS: 3130-19-6
Molecule Weight: 366.454
Formula: C20H30O6
PN: 2H25-1-3D
CAS: 39212-23-2
Molecule Weight: 156.225
Formula: C9H16O2
PN: 2223-1-06
CAS: 41088-52-2
Molecule Weight: 156.181
Formula: C8H12O3
PN: 2223-1-04
CAS: 25293-64-5
Molecule Weight: 298.291
Formula: C14H18O7
Melting Point: 115-119 ℃
TSCA: Not listed on TSCA inventory
