![7-Amino-6-(4-fluorophenyl)-2-(methylthio)[1,2,4]triazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 7H66-3-03 |
| CAS | 338394-83-5 |
| MDL Number | MFCD00138905 |
| Molecular Formula | C12H10FN5S |
| Molecular Weight | 275.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 286-288 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090