![2,2,3,3-Tetrafluoro-3-[1,1,2,2-tetrafluoro-2-(fluorosulfonyl)ethoxy]propanoyl fluoride](data:image/png;base64,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)
| Product Number | 6162-2-18 |
| CAS | 1169825-97-1 |
| MDL Number | MFCD28103317 |
| Molecular Formula | C5F10O4S |
| Molecular Weight | 346.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6162-2-18
CAS: 1169825-97-1
Molecule Weight: 346.1
Formula: C5F10O4S
![2,2,3,3-Tetrafluoro-3-[1,1,2,2-tetrafluoro-2-(fluorosulfonyl)ethoxy]propanoic acid](data:image/png;base64,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)
PN: 6162-3-00
CAS: 1029569-78-5
Molecule Weight: 344.1
Formula: C5HF9O5S
PN: 6162-J-07
CAS: 67990-76-5
Molecule Weight: 526.01
Formula: C6F13IO3S
PN: 6162-3-53
CAS: 104729-49-9
Molecule Weight: 300.09
Formula: C4HF9O3S
PN: 6162-2-X0
CAS: 67990-78-7
Molecule Weight: 318.09
Formula: C4F10O3S
TSCA: Not listed on TSCA inventory
HTN: 2904.99.5000