![Diethyl[(1-methyl-indole-3-yl)methyl] phosphonate](data:image/png;base64,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)
| Product Number | 8H77-1-02 |
| CAS | 119592-32-4 |
| MDL Number | MFCD02093108 |
| Molecular Formula | C14H20NO3P |
| Molecular Weight | 281.292 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory