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)
| Product Number | 4H07-5-60 |
| CAS | 287928-09-0 |
| MDL Number | MFCD02089935 |
| Molecular Formula | C13H12ClNO2 |
| Molecular Weight | 249.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory