| Product Number | 2615-1-69 |
| Synonyms | 9,10-Diformylanthracene |
| CAS | 7044-91-9 |
| MDL Number | MFCD00045386 |
| Molecular Formula | C16H10O2 |
| Molecular Weight | 234.254 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-1-69
CAS: 7044-91-9
Molecule Weight: 234.254
Formula: C16H10O2
![Benz[a]anthracene-7,12-dicarboxaldehyde](data:image/png;base64,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)
PN: 2615-1-43
CAS: 19926-22-8
Molecule Weight: 284.314
Formula: C20H12O2
PN: 2615-1-45
CAS: 38153-01-4
Molecule Weight: 184.194
Formula: C12H8O2
Melting Point: 244-245 ℃
TSCA: Not listed on TSCA inventory
