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)
| Product Number | 8660-1-84 |
| CAS | 1012785-46-4 |
| MDL Number | MFCD09746207 |
| Molecular Formula | C17H28BNO2 |
| Molecular Weight | 289.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory