![6-Iodopyrrolo[1,2-f][1,2,4]triazin-4(3H)-one](data:image/png;base64,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)
| Product Number | 4H48-H-13 |
| Synonyms | 6-Iodo-3H-pyrrolo[2,1-f][1,2,4]triazin-4-one |
| CAS | 1201784-97-5 |
| MDL Number | MFCD19443970 |
| Molecular Formula | C6H4IN3O |
| Molecular Weight | 261.022 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory