![6-Chloro-5-iodo-2-(methylsulfonyl)-1H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H63-M-00 |
| Purity | 95 % |
| CAS | 1394373-18-2 |
| MDL Number | MFCD28965894 |
| Molecular Formula | C7H5ClIN3O2S |
| Molecular Weight | 357.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory