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)
| Product Number | 4H56-1-008 |
| Synonyms | tert-Butyl 2,4-dichloro-5H,7H-pyrrolo[3,4-d]pyrimidine-6-carboxylate |
| CAS | 903129-71-5 |
| MDL Number | MFCD08273919 |
| Molecular Formula | C11H13Cl2N3O2 |
| Molecular Weight | 290.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory