![3-Bromo-N'-hydroxyimidazo[1,2-a]pyridine-6-carboximidamide](data:image/png;base64,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)
| Product Number | 4H50-9-01 |
| CAS | 1227957-37-0 |
| MDL Number | MFCD20730925 |
| Molecular Formula | C8H7BrN4O |
| Molecular Weight | 255.075 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H50-9-01
CAS: 1227957-37-0
Molecule Weight: 255.075
Formula: C8H7BrN4O
![N'-Hydroxyimidazo[1,2-a]pyridine-6-carboximidamide](data:image/png;base64,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)
PN: 4H47-1-X6
CAS: 885950-24-3
Molecule Weight: 176.179
Formula: C8H8N4O
TSCA: Not listed on TSCA inventory