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)
| Product Number | 8169-3-55 |
| Synonyms | N-[3-(dimethylamino)propyl]-1,1,2,2,3,3,4,4,5,5,6,6,6-tridecafluorohexane-1-sulfonamide |
| Purity | 95 % |
| Purity Notes | Sum of isomers |
| CAS | 50598-28-2 |
| MDL Number | MFCD18969344 |
| Molecular Formula | C11H13F13N2O2S |
| Molecular Weight | 484.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 mg | 250 | In Stock | |
| 1 g | 725 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 8169-3-55
CAS: 50598-28-2
Molecule Weight: 484.28
Formula: C11H13F13N2O2S
PN: 8169-3-26
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Molecule Weight: 584.29
Formula: C13H13F17N2O2S
PN: 8169-3-09
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Molecule Weight: 427.18
Formula: C8H6F13NO2S
PN: 8169-3-29
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PN: 8169-3-27
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PN: 8169-3-17
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Molecule Weight: 541.22
Formula: C11H8F17NO2S
![N-[3-(dimethylamino)propyl]-(perfluorobutane-1-sulfonamide)](data:image/png;base64,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)
PN: 8169-3-54
CAS: 68555-77-1
Molecule Weight: 384.26
Formula: C9H13F9N2O2S
Hazard Statement: H302-H312-H315-H319-H332-H335
TSCA: Not listed on TSCA inventory