![[(4-Methylpiperazin-1-ium-1-yl)methyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 7H60-3-43 |
| Synonyms | Trifluoro(piperidin-1-ium-1-ylmethyl)borate |
| Purity | 95.0 % |
| CAS | 1268340-98-2 |
| MDL Number | |
| Molecular Formula | C6H13BF3N |
| Molecular Weight | 166.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory