![[1,3-Bis(diphenylphosphino)propane]nickel(II) chloride](data:image/png;base64,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)
| Product Number | 9628-5-00 |
| Synonyms | Ni(dppp)Cl2 |
| CAS | 15629-92-2 |
| MDL Number | MFCD00015318 |
| Molecular Formula | C27H26Cl2NiP2 |
| Molecular Weight | 542.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 213(dec.) ℃
TSCA: Not listed on TSCA inventory