![3-Iodo-imidazo[1,2-a]pyridine-7-carboxamide](data:image/png;base64,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)
| Product Number | 4H48-H-08 |
| CAS | 1036990-62-1 |
| MDL Number | MFCD12400827 |
| Molecular Formula | C8H6IN3O |
| Molecular Weight | 287.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-H-08
CAS: 1036990-62-1
Molecule Weight: 287.06
Formula: C8H6IN3O
![{3-Iodoimidazo[1,2-a]pyridin-7-yl}methanol](data:image/png;base64,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)
PN: 4H01-H-03
CAS: 1036990-66-5
Molecule Weight: 274.061
Formula: C8H7IN2O
![Imidazo[1,2-a]pyridine-7-carbohydrazide](data:image/png;base64,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)
PN: 4H56-1-V7
CAS: 421595-78-0
Molecule Weight: 176.179
Formula: C8H8N4O
TSCA: Not listed on TSCA inventory