| Product Number | 2H21-1-1H |
| Purity | 98 % |
| CAS | 68539-16-2 |
| MDL Number | MFCD00150517 |
| Molecular Formula | C12H20O8 |
| Molecular Weight | 292.284 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H21-1-1H
CAS: 68539-16-2
Molecule Weight: 292.284
Formula: C12H20O8
![(1S,2R,6R,8R,9R)-9-Hydroxy-4,4-dimethyl-3,5,7,11-tetraoxatricyclo[6.3.0.02,6]undecan-10-one](data:image/png;base64,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)
PN: 2H25-1-59
CAS: 29514-28-1
Molecule Weight: 216.189
Formula: C9H12O6
PN: 2H12-1-23
CAS: 198965-05-8
Molecule Weight: 258.27
Formula: C12H18O6
![[(3aR,5R,6S,6aR)-6-Hydroxy-2,2-dimethyl-tetrahydro-2H-furo[2,3-d][1,3]dioxol-5-yl]methyl prop-2-enoate](data:image/png;base64,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)
PN: 2H12-1-10
CAS: 286432-76-6
Molecule Weight: 244.243
Formula: C11H16O6
PN: 2H12-1-12
CAS:
Molecule Weight: 348.304
Formula: C14H20O10
PN: 2H10-1-79
CAS: 20880-92-6
Molecule Weight: 260.286
Formula: C12H20O6
Melting Point: 88-90 ℃
TSCA: Not listed on TSCA inventory
