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)
| Product Number | 3H32-5-1Q |
| Synonyms | 6-Benzyl-2,4-dichloro-5,6,7,8-tetrahydropyrido[4,3-d]pyrimidine |
| CAS | 778574-06-4 |
| MDL Number | MFCD08273934 |
| Molecular Formula | C14H13Cl2N3 |
| Molecular Weight | 294.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory