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)
| Product Number | 2608-1-S0 |
| CAS | 160238-45-9 |
| MDL Number | MFCD27957342 |
| Molecular Formula | C12H18O3 |
| Molecular Weight | 210.273 |
| Units | Price (USD) | Availability |
|---|
PN: 2608-1-S0
CAS: 160238-45-9
Molecule Weight: 210.273
Formula: C12H18O3
![2-{[(4-Methoxybenzyl)oxy]methyl}oxirane](data:image/png;base64,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)
PN: 2709-1-01
CAS: 80910-01-6
Molecule Weight: 194.23
Formula: C11H14O3
PN: 2608-1-1H
CAS: 1515-81-7
Molecule Weight: 152.193
Formula: C9H12O2
PN: 2707-1-09
CAS: 64839-09-4
Molecule Weight: 180.247
Formula: C11H16O2
![2-[(Benzyloxy)methyl]propane-1,3-diol](data:image/png;base64,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)
PN: 2607-1-22
CAS: 117087-18-0
Molecule Weight: 196.246
Formula: C11H16O3
![4-[(tert-Butoxy)methyl]phenol](data:image/png;base64,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)
PN: 2607-1-1Z
CAS: 282713-15-9
Molecule Weight: 180.247
Formula: C11H16O2
TSCA: Not listed on TSCA inventory