![tert-Butyl 2-methyl-5h-pyrrolo[3,4-d]pyrimidine-6(7h)-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-0T2 |
| CAS | 1160995-19-6 |
| MDL Number | MFCD12400787 |
| Molecular Formula | C12H17N3O2 |
| Molecular Weight | 235.287 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory