![N-[3-(N',N'-Dimethylamino)propyl]benzamide-3-boronic acid, pinacol ester](data:image/png;base64,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)
| Product Number | 8H60-1-VR |
| CAS | 936250-16-7 |
| MDL Number | MFCD05865085 |
| Molecular Formula | C18H29BN2O3 |
| Molecular Weight | 332.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory