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)
| Product Number | 4H04-1-09 |
| CAS | 400079-96-1 |
| MDL Number | MFCD00085158 |
| Molecular Formula | C8H8N4O2 |
| Molecular Weight | 192.178 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory