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)
| Product Number | 2707-1-0E |
| Purity | 95 % |
| CAS | 1098366-94-9 |
| MDL Number | MFCD12656401 |
| Molecular Formula | C17H20O2 |
| Molecular Weight | 256.345 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory