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)
| Product Number | 3H32-1-15 |
| Purity | 98 % |
| CAS | 1130309-70-4 |
| MDL Number | MFCD12196962 |
| Molecular Formula | C7H7N3 |
| Molecular Weight | 133.154 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory