![5-({[(2,5-Dioxo-4-imidazolidinyl)methyl]dithio}methyl)imidazolidine-2,4-dione](data:image/png;base64,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)
| Product Number | 8H66-1-94 |
| CAS | 535-07-9 |
| MDL Number | MFCD00210845 |
| Molecular Formula | C8H10N4O4S2 |
| Molecular Weight | 290.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory