![8-Bromo-7-[2-(4-chlorophenoxy)ethyl]-1,3-dimethyl-2,3,6,7-tetrahydro-1H-purine-2,6-dione](data:image/png;base64,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)
| Product Number | 4H18-D-04 |
| CAS | 228247-61-8 |
| MDL Number | MFCD00829258 |
| Molecular Formula | C15H14BrClN4O3 |
| Molecular Weight | 413.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory