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)
| Product Number | 3H32-5-D8 |
| Synonyms | 5-Chloropyrazolo[1,5-a]pyrimidin-3-amine |
| CAS | 1234616-50-2 |
| MDL Number | MFCD17016123 |
| Molecular Formula | C6H5ClN4 |
| Molecular Weight | 168.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory