![2-(tert-Butyl)-7-chloro-3-iodo-5-(trifluoromethyl)pyrazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 3H32-P-00 |
| CAS | 655235-52-2 |
| MDL Number | MFCD00178916 |
| Molecular Formula | C11H10ClF3IN3 |
| Molecular Weight | 403.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory