| Product Number | 2H10-1-56 |
| Synonyms | [(3aR,4R,6aR)-6-Methoxy-2,2-dimethyl-tetrahydrofuro[3,4-d][1,3]dioxol-4-yl]methanol |
| CAS | 72402-14-3 |
| MDL Number | MFCD00038805 |
| Molecular Formula | C9H16O5 |
| Molecular Weight | 204.222 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-1-56
CAS: 72402-14-3
Molecule Weight: 204.222
Formula: C9H16O5
PN: 2H12-1-30
CAS: 4099-88-1
Molecule Weight: 190.195
Formula: C8H14O5
![(3aR,5R,6S,6aR)-5-(hydroxymethyl)-2,2-dimethyl-tetrahydro-2H-furo[2,3-d][1,3]dioxol-6-ol](data:image/png;base64,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)
PN: 2H12-1-09
CAS: 20031-21-4
Molecule Weight: 190.195
Formula: C8H14O5
PN: 2H10-1-29
CAS:
Molecule Weight: 202.206
Formula: C9H14O5
PN: 2H08-1-X3
CAS: 52579-97-2
Molecule Weight: 202.206
Formula: C9H14O5
PN: 2H12-1-31
CAS: 2595-05-3
Molecule Weight: 260.286
Formula: C12H20O6
TSCA: Not listed on TSCA inventory
