![[3-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)benzyl]carbamic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 8660-1-T9 |
| Purity | 98 % |
| CAS | 832114-05-3 |
| MDL Number | MFCD05863917 |
| Molecular Formula | C18H28BNO4 |
| Molecular Weight | 333.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 102-104 ℃
TSCA: Not listed on TSCA inventory