![Potassium [N-(2,4-dimethoxybenzyl)aminomethyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 8656-3-01 |
| CAS | |
| MDL Number | MFCD18803459 |
| Molecular Formula | C10H14BF3KNO2 |
| Molecular Weight | 287.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory