![2-{2,2-Dimethyl-tetrahydro-2H-furo[3,4-d][1,3]dioxol-4-yl}oxirane](data:image/png;base64,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)
| Product Number | 2H08-1-09 |
| Purity | 95 % |
| CAS | 226709-43-9 |
| MDL Number | MFCD03425721 |
| Molecular Formula | C9H14O4 |
| Molecular Weight | 186.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H08-1-09
CAS: 226709-43-9
Molecule Weight: 186.207
Formula: C9H14O4
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
