| Product Number | 4H56-9-L3 |
| CAS | 1190314-42-1 |
| MDL Number | MFCD12962570 |
| Molecular Formula | C8H7BrN2O |
| Molecular Weight | 227.061 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-9-L3
CAS: 1190314-42-1
Molecule Weight: 227.061
Formula: C8H7BrN2O
![6-Methoxy-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 4H07-1-2T
CAS: 80862-08-4
Molecule Weight: 148.165
Formula: C8H8N2O
PN: 4H56-D-48
CAS: 1434142-06-9
Molecule Weight: 273.51
Formula: C9H6BrClN2O
TSCA: Not listed on TSCA inventory