![N6,N6-Diethyl-4,8-di(tert-butyl)-2,10-dimethyl-12H-dibenzo[d,g][1,3,2]dioxaphosphocin-6-amine](data:image/png;base64,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)
| Product Number | 8H79-1-03 |
| CAS | 114906-38-6 |
| MDL Number | MFCD00203971 |
| Molecular Formula | C27H40NO2P |
| Molecular Weight | 441.596 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory