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)
| Product Number | 3H32-1-Z4 |
| CAS | 6558-62-9 |
| MDL Number | MFCD06245386 |
| Molecular Formula | C8H8N2 |
| Molecular Weight | 132.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 64-65 ℃
Boiling Point: 70 ℃ @ 3 mmHg
TSCA: Not listed on TSCA inventory