![Ethyl 2-[(4,6-diamino-5-oxo-4,5-dihydro-1,2,4-triazin-3-yl)thio]acetate](data:image/png;base64,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)
| Product Number | 8H66-1-1K |
| CAS | 129995-35-3 |
| MDL Number | MFCD00178872 |
| Molecular Formula | C7H11N5O3S |
| Molecular Weight | 245.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory