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)
| Product Number | 3H32-9-X7 |
| Synonyms | 5-Bromo-1,4,6-triazanaphthalene |
| CAS | 1159829-75-0 |
| MDL Number | MFCD12401005 |
| Molecular Formula | C7H4BrN3 |
| Molecular Weight | 210.034 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory