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)
| Product Number | 2H17-1-68 |
| CAS | 92517-43-6 |
| MDL Number | MFCD00052993 |
| Molecular Formula | C14H20O2 |
| Molecular Weight | 220.312 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory