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)
| Product Number | 3H32-5-94 |
| CAS | 83939-58-6 |
| MDL Number | MFCD14584769 |
| Molecular Formula | C8H9ClN2 |
| Molecular Weight | 168.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 71-72 ℃
TSCA: Not listed on TSCA inventory