![2-Amino-5,7-dimethyl[1,2,4]triazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 3H30-1-82 |
| Synonyms | 5,7-Dimethyl[1,2,4]triazolo[1,5-a]pyrimidin-2-amine |
| CAS | 7135-02-6 |
| MDL Number | MFCD00227025 |
| Molecular Formula | C7H9N5 |
| Molecular Weight | 163.184 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 360-363 ℃
TSCA: Not listed on TSCA inventory