![4,4'-Bis[(hexafluoroisopropylidene)phthalic anhydride]diphenyl ether](data:image/png;base64,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)
| Product Number | 2H26-3-01 |
| CAS | 124592-05-8 |
| MDL Number | MFCD08458066 |
| Molecular Formula | C34H14F12O7 |
| Molecular Weight | 762.46 |
| Units | Price (USD) | Availability |
|---|
PN: 2H26-3-01
CAS: 124592-05-8
Molecule Weight: 762.46
Formula: C34H14F12O7
PN: 2726-3-12
CAS: 1107-00-2
Molecule Weight: 444.241
Formula: C19H6F6O6
Melting Point: 115-120 ℃
TSCA: Not listed on TSCA inventory