![6-Iodo-[1,2,4]triazolo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-H-0D |
| Purity | 97 % |
| CAS | 614750-84-4 |
| MDL Number | MFCD06797552 |
| Molecular Formula | C6H4IN3 |
| Molecular Weight | 245.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory