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)
| Product Number | 3H32-5-J0 |
| CAS | 76537-23-0 |
| MDL Number | MFCD09909644 |
| Molecular Formula | C6H4ClN3 |
| Molecular Weight | 153.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory