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)
| Product Number | 2607-1-2U |
| Purity | 95 % |
| CAS | 225651-31-0 |
| MDL Number | MFCD24716028 |
| Molecular Formula | C11H16O2 |
| Molecular Weight | 180.247 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2607-1-2U
CAS: 225651-31-0
Molecule Weight: 180.247
Formula: C11H16O2
![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
![3-[(tert-Butoxy)methyl]phenol](data:image/png;base64,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)
PN: 2607-1-2G
CAS: 402592-20-5
Molecule Weight: 180.247
Formula: C11H16O2
TSCA: Not listed on TSCA inventory
