![Ethyl (2E)-2-cyano-3-[3-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]prop-2-enoate](data:image/png;base64,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)
| Product Number | 8960-1-00 |
| CAS | 2097005-50-8 |
| MDL Number | MFCD20527090 |
| Molecular Formula | C18H22BNO4 |
| Molecular Weight | 327.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory