![(2S)-4-Iodo-2-methyl-2,3-dihydro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-H-S0 |
| Purity | 95 % |
| CAS | 2366997-19-3 |
| MDL Number | MFCD32200786 |
| Molecular Formula | C8H9IN2 |
| Molecular Weight | 260.078 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory