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)
| Product Number | 8H69-5-53 |
| CAS | 959579-69-2 |
| MDL Number | MFCD00121036 |
| Molecular Formula | C12H14ClN5O3S |
| Molecular Weight | 343.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory