![Ethyl 2-[N-ethyl(perfluorooctanesulfonamido)]acetate](data:image/png;base64,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)
| Product Number | 8169-3-35 |
| Synonyms | N-Ethyl-N-(perfluorooctanesulfonyl)glycine ethyl ester |
| CAS | 1869-77-8 |
| MDL Number | MFCD00958007 |
| Molecular Formula | C14H12F17NO4S |
| Molecular Weight | 613.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8169-3-35
CAS: 1869-77-8
Molecule Weight: 613.29
Formula: C14H12F17NO4S
PN: 8169-3-37
CAS: 193529-58-7
Molecule Weight: 641.34
Formula: C16H16F17NO4S
PN: 8169-3-36
CAS: 2991-50-6
Molecule Weight: 585.23
Formula: C12H8F17NO4S
PN: 8H69-3-57
CAS: 312-19-6
Molecule Weight: 569.23
Formula: C12H8F17NO3S
PN: 8369-3-X0
CAS: 423-82-5
Molecule Weight: 625.3
Formula: C15H12F17NO4S
![2-[N-Propyl(perfluorooctanesulfonamido)]ethyl acrylate](data:image/png;base64,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)
PN: 8369-3-05
CAS: 2357-60-0
Molecule Weight: 639.32
Formula: C16H14F17NO4S
PN: 8369-3-X1
CAS: 376-14-7
Molecule Weight: 639.32
Formula: C16H14F17NO4S
![2-[N-Methyl(perfluorooctanesulfonamido)]ethyl methacrylate](data:image/png;base64,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)
PN: 8369-3-07
CAS: 14650-24-9
Molecule Weight: 625.3
Formula: C15H12F17NO4S
TSCA: Not listed on TSCA inventory