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)
| Product Number | 4H56-3-G9 |
| CAS | 87150-14-9 |
| MDL Number | MFCD13176792 |
| Molecular Formula | C10H6F3NO |
| Molecular Weight | 213.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory