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chloride](data:image/png;base64,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)
| Product Number | 3H37-7-Y6 |
| CAS | 217816-42-7 |
| MDL Number | MFCD00205973 |
| Molecular Formula | C14H10ClF3N2 |
| Molecular Weight | 298.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory