![1,5,6,7-Tetrahydropyrrolo[3,4-d]pyrimidine-2,4-dione hydrochloride](data:image/png;base64,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)
| Product Number | 4H53-5-0M |
| Purity | 95 % |
| CAS | 13931-24-3 |
| MDL Number | MFCD11616742 |
| Molecular Formula | C6H8ClN3O2 |
| Molecular Weight | 189.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory