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)
| Product Number | 3H31-1-GX |
| Purity | 98 % |
| CAS | 7546-38-5 |
| MDL Number | MFCD13175869 |
| Molecular Formula | C8H10N2 |
| Molecular Weight | 134.182 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-GX
CAS: 7546-38-5
Molecule Weight: 134.182
Formula: C8H10N2
![(2S)-4-Iodo-2-methyl-2,3-dihydro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-H-S0
CAS: 2366997-19-3
Molecule Weight: 260.078
Formula: C8H9IN2
![(2R)-4-Iodo-2-methyl-2,3-dihydro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-H-R0
CAS: 2366997-10-4
Molecule Weight: 260.078
Formula: C8H9IN2
![(2R)-4-Iodo-2-isopropyl-2,3-dihydro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-H-R1
CAS: 2366997-07-9
Molecule Weight: 288.132
Formula: C10H13IN2
![(2S)-4-Iodo-2-isopropyl-2,3-dihydro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-H-S1
CAS:
Molecule Weight: 288.132
Formula: C10H13IN2
![2,3-Dihydro-1H-pyrrolo[2,3-b]pyridin-4-ol](data:image/png;base64,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)
PN: 4H01-1-FX
CAS: 1824145-72-3
Molecule Weight: 136.154
Formula: C7H8N2O
TSCA: Not listed on TSCA inventory
