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)
| Product Number | 4H39-1-34 |
| CAS | 89988-41-0 |
| MDL Number | MFCD00178868 |
| Molecular Formula | C16H11N5O2 |
| Molecular Weight | 305.297 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory