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)
| Product Number | 4H15-1-2K |
| Purity | 97 % |
| CAS | 106012-58-2 |
| MDL Number | MFCD09027562 |
| Molecular Formula | C7H5N3O |
| Molecular Weight | 147.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory