![N-[3-(Dimethylamino)propyl]-N-[(perfluorohexyl)sulfonyl]-β-alanine](data:image/png;base64,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)
| Product Number | 8169-3-0K |
| Purity | 95 % |
| Purity Notes | Sum of isomers |
| CAS | 141607-32-1 |
| MDL Number | |
| Molecular Formula | C14H17F13N2O4S |
| Molecular Weight | 556.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory