![6,7,8,9-Tetrahydro-5H-imidazo[1,2-a]azepine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-7H |
| Purity | 97 % |
| CAS | 914637-66-4 |
| MDL Number | MFCD08235233 |
| Molecular Formula | C9H12N2O2 |
| Molecular Weight | 180.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory