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)
| Product Number | 4H17-M-01 |
| CAS | 680214-34-0 |
| MDL Number | MFCD01566976 |
| Molecular Formula | C12H9ClINO |
| Molecular Weight | 345.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory