![(1S)-1-(1,8a-Dihydroimidazo[1,2-a]pyridin-7-yl)ethanamine](data:image/png;base64,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)
| Product Number | 3H30-1-S5 |
| CAS | |
| MDL Number | MFCD29042487 |
| Molecular Formula | C9H13N3 |
| Molecular Weight | 163.224 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory