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acid](data:image/png;base64,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)
| Product Number | 6674-1-03 |
| Synonyms | Bisphenyl(carboxymethyl)phosphine oxide |
| CAS | 1831-63-6 |
| MDL Number | MFCD00204609 |
| Molecular Formula | C14H13O3P |
| Molecular Weight | 260.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory