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)
| Product Number | 4H54-1-GY |
| CAS | 1272755-82-4 |
| MDL Number | MFCD18651739 |
| Molecular Formula | C13H15N3O3 |
| Molecular Weight | 261.281 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory