![2,2-Bis[4-(4'-aminophenoxy)phenyl]hexafluoropropane](data:image/png;base64,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)
| Product Number | 4756-3-22 |
| Synonyms | BIS-AF-A; 4-(4-{2-[4-(4-Aminophenoxy)phenyl]-1,1,1,3,3,3-hexafluoropropan-2-yl}phenoxy)aniline |
| Purity | 97 % |
| CAS | 69563-88-8 |
| MDL Number | MFCD00015723 |
| Molecular Formula | C27H20F6N2O2 |
| Molecular Weight | 518.459 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 95 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 4756-3-22
CAS: 69563-88-8
Molecule Weight: 518.459
Formula: C27H20F6N2O2
![4,4'-Bis[2-(4-aminophenyl)hexafluoroisopropyl]diphenyl ether](data:image/png;base64,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)
PN: 4756-3-X1
CAS: 131662-80-1
Molecule Weight: 652.484
Formula: C30H20F12N2O
![Bis-2,2-[4-(4-nitrophenoxy)phenyl]hexafluoropropane](data:image/png;base64,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)
PN: 4754-3-22
CAS: 69563-87-7
Molecule Weight: 578.423
Formula: C27H16F6N2O6
PN: 4756-1-10
CAS: 13080-86-9
Molecule Weight: 410.517
Formula: C27H26N2O2
PN: 4756-3-34
CAS: 83558-87-6
Molecule Weight: 366.263
Formula: C15H12F6N2O2
PN: 4756-3-34L
CAS: 83558-87-6
Molecule Weight: 366.263
Formula: C15H12F6N2O2
PN: 4756-3-0E
CAS: 2573217-07-7
Molecule Weight: 446.393
Formula: C21H20F6N2O2
Melting Point: 160-163 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Listed on TSCA inventory
HTN: 2922.29.6100