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)
| Product Number | 2607-1-1Z |
| Purity | 98 % |
| CAS | 282713-15-9 |
| MDL Number | MFCD23111241 |
| Molecular Formula | C11H16O2 |
| Molecular Weight | 180.247 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory