| Product Number | 4756-9-19 |
| CAS | 409346-71-0 |
| MDL Number | MFCD09029947 |
| Molecular Formula | C12H12BrNO |
| Molecular Weight | 266.138 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-9-19
CAS: 409346-71-0
Molecule Weight: 266.138
Formula: C12H12BrNO
![7-Bromo-2,3-dihydropyrano[2,3-b]quinoline](data:image/png;base64,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)
PN: 4H56-9-0Y
CAS: 612494-86-7
Molecule Weight: 264.122
Formula: C12H10BrNO
PN: 4H17-1-AQ
CAS: 850171-06-1
Molecule Weight: 201.225
Formula: C12H11NO2
PN: 4H15-1-9S
CAS: 139549-06-7
Molecule Weight: 187.198
Formula: C11H9NO2
PN: 4H07-9-Y2
CAS: 99455-05-7
Molecule Weight: 238.084
Formula: C10H8BrNO
TSCA: Not listed on TSCA inventory