![[2,3,3,3-Tetrafluoro-2-(heptafluoropropoxy)propyl]oxirane](data:image/png;base64,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)
| Product Number | 2210-3-02 |
| CAS | 243128-42-9 |
| MDL Number | MFCD00155948 |
| Molecular Formula | C8H5F11O2 |
| Molecular Weight | 342.108 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2210-3-02
CAS: 243128-42-9
Molecule Weight: 342.108
Formula: C8H5F11O2
PN: 2107-3-90
CAS: 243128-41-8
Molecule Weight: 344.124
Formula: C8H7F11O2
PN: 2107-3-3T
CAS: 870778-34-0
Molecule Weight: 346.116
Formula: C8H6F12O
PN: 2208-2-13
CAS: 400626-83-7
Molecule Weight: 632.092
Formula: C12F24O2
![[2,3,3,3-Tetrafluoro-2-(trifluoromethoxy)propyl]oxirane](data:image/png;base64,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)
PN: 2210-3-01
CAS: 243139-60-8
Molecule Weight: 242.093
Formula: C6H5F7O2
![Perfluoro[2,4-bis(propoxy)pentan-3-one]](data:image/png;base64,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)
PN: 2117-3-00
CAS: 67118-49-4
Molecule Weight: 598.083
Formula: C11F22O3
PN: 2121-3-73
CAS: 243128-40-7
Molecule Weight: 358.107
Formula: C8H5F11O3
TSCA: Not listed on TSCA inventory
HTN: 2910.90.9000
