![7-Iodo-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-H-08 |
| Purity | 98 % |
| CAS | 1100318-98-6 |
| MDL Number | MFCD13183303 |
| Molecular Formula | C6H4IN3 |
| Molecular Weight | 245.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-H-08
CAS: 1100318-98-6
Molecule Weight: 245.023
Formula: C6H4IN3
TSCA: Not listed on TSCA inventory
![3H-Imidazo[4,5-b]pyridine](data:image/png;base64,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)