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)
| Product Number | 2220-1-X1 |
| CAS | 5122-77-0 |
| MDL Number | MFCD11616056 |
| Molecular Formula | C9H14O2 |
| Molecular Weight | 154.209 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 55-56 ℃
TSCA: Not listed on TSCA inventory