ammoniumolate](data:image/png;base64,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)
| Product Number | 4745-5-04 |
| CAS | 647824-33-7 |
| MDL Number | MFCD01566139 |
| Molecular Formula | C13H10ClNO2 |
| Molecular Weight | 247.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory