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)
| Product Number | 2417-1-11 |
| CAS | 80-57-9 |
| MDL Number | MFCD00001343 |
| Molecular Formula | C10H14O |
| Molecular Weight | 150.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory