![6-Chloro-3-iodo-1H-pyrazolo[4,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-M-02 |
| Purity | 98 % |
| CAS | 1260672-72-7 |
| MDL Number | MFCD18250995 |
| Molecular Formula | C6H3ClIN3 |
| Molecular Weight | 279.47 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory