![2-[2,2,2-Trifluoro-1-(trifluoromethyl)ethoxy]ethanol](data:image/png;base64,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)
| Product Number | 2107-3-82 |
| Purity | 97 % |
| CAS | 63693-13-0 |
| MDL Number | MFCD04973024 |
| Molecular Formula | C5H6F6O2 |
| Molecular Weight | 212.091 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2107-3-82
CAS: 63693-13-0
Molecule Weight: 212.091
Formula: C5H6F6O2
PN: 2108-3-1S
CAS:
Molecule Weight: 226.118
Formula: C6H8F6O2
PN: 2107-3-8P
CAS: 18329-53-8
Molecule Weight: 196.092
Formula: C5H6F6O
PN: 2107-3-7B
CAS: 153134-30-6
Molecule Weight: 210.119
Formula: C6H8F6O
PN: 2210-3-22
CAS: 1765-26-0
Molecule Weight: 210.075
Formula: C5H4F6O2
PN: 2107-3-2K
CAS: 79507-76-9
Molecule Weight: 318.062
Formula: C6H2F12O
PN: 2107-3-6T
CAS:
Molecule Weight: 186.174
Formula: C7H13F3O2
TSCA: Not listed on TSCA inventory
HTN: 2909.50.5000
