![2-(4-Methylphenyl)-6-(4-nitrophenyl)-5,6,7,8-tetrahydropyrido[4,3-d]pyrimidine](data:image/png;base64,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)
| Product Number | 4H54-1-J6 |
| CAS | 338758-01-3 |
| MDL Number | MFCD00202310 |
| Molecular Formula | C20H18N4O2 |
| Molecular Weight | 346.39 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory