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)
| Product Number | 3H32-5-1F |
| Synonyms | 5,7-Dichloro-1-methyl-1H-pyrazolo[4,3-d]pyrimidine |
| CAS | 939979-32-5 |
| MDL Number | MFCD14584722 |
| Molecular Formula | C6H4Cl2N4 |
| Molecular Weight | 203.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory