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)
| Product Number | 4H17-9-50 |
| CAS | 1429309-27-2 |
| MDL Number | MFCD22690747 |
| Molecular Formula | C8H8BrN3O |
| Molecular Weight | 242.076 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory