![5-(4,4,5,5-Tetramethyl-[1,3,2]dioxaborolan-2-yl)-indan-1-one](data:image/png;base64,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)
| Product Number | 6H60-1-08 |
| Purity | 90 % |
| CAS | 214360-81-3 |
| MDL Number | MFCD09264181 |
| Molecular Formula | C15H19BO3 |
| Molecular Weight | 258.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900