| Product Number | 2H17-5-02 |
| Synonyms | 6,8-Dichlorochromone-3-carboxaldehyde |
| CAS | 64481-10-3 |
| MDL Number | MFCD00051510 |
| Molecular Formula | C10H4Cl2O3 |
| Molecular Weight | 243.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-5-02
CAS: 64481-10-3
Molecule Weight: 243.04
Formula: C10H4Cl2O3
PN: 2H17-5-03
CAS: 64481-12-5
Molecule Weight: 222.62
Formula: C11H7ClO3
PN: 4H30-5-40
CAS: 68301-77-9
Molecule Weight: 223.61
Formula: C10H6ClNO3
PN: 2H25-5-09
CAS: 2199-91-9
Molecule Weight: 257.07
Formula: C11H6Cl2O3
![4-Oxo-4H-benzo[h]chromene-3-carbaldehyde](data:image/png;base64,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)
PN: 2615-1-0E
CAS: 23469-48-9
Molecule Weight: 224.215
Formula: C14H8O3
TSCA: Not listed on TSCA inventory
