![2-Amino-5,6,7,8-tetrahydropyrido[4,3-d]pyrimidine dihydrochloride](data:image/png;base64,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)
| Product Number | 3H30-1-67 |
| CAS | 157327-50-9 |
| MDL Number | MFCD08457552 |
| Molecular Formula | C7H12Cl2N4 |
| Molecular Weight | 223.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 2933.59.9500