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)
| Product Number | 3H32-9-9Z |
| Purity | 97.0 % |
| CAS | 1159977-65-7 |
| MDL Number | MFCD12198219 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory