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)
| Product Number | 8H77-1-09 |
| CAS | 128429-58-3 |
| MDL Number | MFCD00219311 |
| Molecular Formula | C9H20NO4P |
| Molecular Weight | 237.236 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory