![[(4-tert-Butoxycarbonylpiperazin-1-ium-1-yl)methyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 8H60-3-64 |
| Synonyms | Potassium ({4-[(tert-butoxy)carbonyl]piperazin-1-yl}methyl)trifluoroborate |
| Purity | 95.0 % |
| CAS | 936329-97-4 |
| MDL Number | MFCD10566514 |
| Molecular Formula | C10H19BF3KN2O2 |
| Molecular Weight | 306.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory