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)
| Product Number | 6162-2-30 |
| Synonyms | 1,5-Bis(fluorosulfonyl)octafluoro-3-oxapentane |
| Purity | 98 % |
| CAS | 146829-79-0 |
| MDL Number | MFCD03094207 |
| Molecular Formula | C4F10O5S2 |
| Molecular Weight | 382.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 150 | In Stock | |
| 5 g | 495 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 6162-2-30
CAS: 146829-79-0
Molecule Weight: 382.14
Formula: C4F10O5S2
PN: 6162-3-53
CAS: 104729-49-9
Molecule Weight: 300.09
Formula: C4HF9O3S
PN: 6162-2-X0
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Molecule Weight: 318.09
Formula: C4F10O3S
PN: 6162-J-01
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Molecule Weight: 425.99
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Molecule Weight: 662.29
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PN: 6162-2-07
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Molecule Weight: 346.1
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PN: 6362-3-01
CAS: 73606-13-0
Molecule Weight: 240.14
Formula: C5H5F5O3S
Flash Point: None ℃
Hazard Statement: H315-H318-H335
TSCA: Not listed on TSCA inventory
HTN: 2904.99.5000