![1-Methyl-1-propylpyrrolidinium bis[(trifluoromethyl)sulfonyl]azanide](data:image/png;base64,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)
| Product Number | 8H69-3-35 |
| Synonyms | 1-Methyl-1-propylpyrrolidinium bis[(trifluoromethyl)sulfonyl]azanide |
| Purity | 98 % |
| CAS | 223437-05-6 |
| MDL Number | MFCD08458917 |
| Molecular Formula | C10H18F6N2O4S2 |
| Molecular Weight | 408.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 12 ℃
Density: 1.44
TSCA: Not listed on TSCA inventory