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)
| Product Number | 3H32-1-BW |
| CAS | 85102-27-8 |
| MDL Number | MFCD09994636 |
| Molecular Formula | C13H10N2 |
| Molecular Weight | 194.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory