![6-[Bis(Boc)amino]purine](data:image/png;base64,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)
| Product Number | 4H56-1-0J5 |
| CAS | 309947-86-2 |
| MDL Number | MFCD17676144 |
| Molecular Formula | C15H21N5O4 |
| Molecular Weight | 335.364 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory