| Product Number | 4H07-9-0E |
| CAS | 59717-96-3 |
| MDL Number | MFCD12761236 |
| Molecular Formula | C11H8BrNO |
| Molecular Weight | 250.095 |
| Units | Price (USD) | Availability |
|---|
PN: 4H07-9-0D
CAS: 1248915-63-0
Molecule Weight: 264.122
Formula: C12H10BrNO
![3-[(5-Bromopyridin-2-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-9-0C
CAS: 1427460-53-4
Molecule Weight: 278.105
Formula: C12H8BrNO2
PN: 4H07-9-X0
CAS: 92545-83-0
Molecule Weight: 250.095
Formula: C11H8BrNO
TSCA: Not listed on TSCA inventory
