![Methyl 5,7-dichloro[1,2,4]triazolo[1,5-a]pyrimidine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-5-6J |
| CAS | |
| MDL Number | MFCD32264092 |
| Molecular Formula | C7H4Cl2N4O2 |
| Molecular Weight | 247.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory