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)
| Product Number | 3H32-5-1Z |
| Synonyms | 7-Benzyl-2,4-dichloro-5,6,7,8-tetrahydropyrido[3,4-d]pyrimidine |
| CAS | 1059735-34-0 |
| MDL Number | MFCD11846183 |
| 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