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)
| Product Number | 4H07-7-08 |
| CAS | 247113-93-5 |
| MDL Number | MFCD00155709 |
| Molecular Formula | C9H4ClF11N2O |
| Molecular Weight | 400.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory