![1,2-Bis[3-(trifluoromethyl)phenyl]-1,1,2,2-tetrafluoroethane](data:image/png;base64,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)
| Product Number | 1800-3-Y2 |
| Purity | 97 % |
| CAS | 287172-67-2 |
| MDL Number | MFCD01631640 |
| Molecular Formula | C16H8F10 |
| Molecular Weight | 390.224 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1800-3-Y2
CAS: 287172-67-2
Molecule Weight: 390.224
Formula: C16H8F10
![1,2-Bis-[4-chloro-3-(trifluoromethyl)phenyl]tetrafluoroethane](data:image/png;base64,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)
PN: 1800-7-36
CAS: 477529-17-2
Molecule Weight: 459.11
Formula: C16H6Cl2F10
PN: 1700-3-X4
CAS: 425-32-1
Molecule Weight: 254.228
Formula: C14H10F4
Melting Point: 82-83 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2903.99.8001