| Product Number | 4H48-1-GK |
| CAS | 101382-56-3 |
| MDL Number | MFCD07506517 |
| Molecular Formula | C12H11NO4 |
| Molecular Weight | 233.223 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-GK
CAS: 101382-56-3
Molecule Weight: 233.223
Formula: C12H11NO4
![6-Oxo-5,6-dihydro[1,3]dioxolo[4,5-g]quinoline-7-carbaldehyde](data:image/png;base64,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)
PN: 4H48-1-GL
CAS: 462068-15-1
Molecule Weight: 217.18
Formula: C11H7NO4
![7-Oxo-2,3,6,7-tetrahydro[1,4]dioxino[2,3-g]quinoline-8-carbaldehyde](data:image/png;base64,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)
PN: 4H48-1-GM
CAS: 683268-08-8
Molecule Weight: 231.207
Formula: C12H9NO4
PN: 4H56-1-544
CAS: 123990-78-3
Molecule Weight: 203.197
Formula: C11H9NO3
PN: 4H56-1-545
CAS: 13669-60-8
Molecule Weight: 187.198
Formula: C11H9NO2
PN: 4H15-1-42
CAS: 101382-55-2
Molecule Weight: 203.197
Formula: C11H9NO3
TSCA: Not listed on TSCA inventory