| Product Number | 2608-1-20 |
| CAS | 32438-31-6 |
| MDL Number | MFCD00272279 |
| Molecular Formula | C12H18O3 |
| Molecular Weight | 210.273 |
| Units | Price (USD) | Availability |
|---|
PN: 2608-1-20
CAS: 32438-31-6
Molecule Weight: 210.273
Formula: C12H18O3
![2-Phenoxymethyl-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-1-03
CAS: 850348-64-0
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2608-9-X5
CAS: 112598-18-2
Molecule Weight: 289.169
Formula: C12H17BrO3
![2-(3-Methoxy-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-1-08
CAS: 850348-86-6
Molecule Weight: 210.229
Formula: C11H14O4
![2-(4-Methyl-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-1-07
CAS: 850348-72-0
Molecule Weight: 194.23
Formula: C11H14O3
PN: 2708-1-01
CAS: 6324-78-3
Molecule Weight: 196.246
Formula: C11H16O3
![2-(4-Fluoro-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-3-03
CAS: 850348-78-6
Molecule Weight: 198.193
Formula: C10H11FO3
![2-(4-Bromo-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,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)
PN: 2H10-9-04
CAS: 850348-66-2
Molecule Weight: 259.099
Formula: C10H11BrO3
TSCA: Not listed on TSCA inventory