![2-Azido-1-methyl-6-phenylimidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H42-1-10 |
| Synonyms | AZIDO-PHIP |
| CAS | 135577-57-0 |
| MDL Number | MFCD01320370 |
| Molecular Formula | C13H10N6 |
| Molecular Weight | 250.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory