![2-Amino-6-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]-5,6,7,8-tetrahydropyrido[4,3-d]pyrimidine](data:image/png;base64,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)
| Product Number | 3H30-7-63 |
| CAS | 338979-12-7 |
| MDL Number | MFCD00202227 |
| Molecular Formula | C13H11ClF3N5 |
| Molecular Weight | 329.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 200-202 ℃
TSCA: Not listed on TSCA inventory