![2-[(1H,1H-Heptafluorobutoxy)methyl]oxirane](data:image/png;base64,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)
| Product Number | 2109-3-2A |
| Synonyms | 1,2-Epoxy-3-(2,2,3,3,4,4,4-hepta-fluorobutoxy)propane |
| CAS | 648-43-1 |
| MDL Number | MFCD22123974 |
| Molecular Formula | C7H7F7O2 |
| Molecular Weight | 256.12 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2109-3-2A
CAS: 648-43-1
Molecule Weight: 256.12
Formula: C7H7F7O2
PN: 2109-3-1D
CAS: 93858-69-6
Molecule Weight: 238.129
Formula: C7H8F6O2
PN: 2104-3-2A
CAS: 25385-72-2
Molecule Weight: 274.135
Formula: C7H9F7O3
PN: 2107-3-6A
CAS: 1598-17-0
Molecule Weight: 456.176
Formula: C11H10F14O3
PN: 2104-3-1D
CAS: 1243621-16-0
Molecule Weight: 256.144
Formula: C7H10F6O3
PN: 2107-3-2F
CAS: 479068-76-3
Molecule Weight: 420.195
Formula: C11H12F12O3
PN: 2109-3-67
CAS: 19932-27-5
Molecule Weight: 288.137
Formula: C8H8F8O2
PN: 2109-3-23
CAS: 706-89-8
Molecule Weight: 206.112
Formula: C6H7F5O2
Boiling Point: 79 ℃
Refractive Index: 1.3352
TSCA: Not listed on TSCA inventory
HTN: 2910.90.9000