![3-Iodo-1H-pyrrolo[2,3-b]pyridine-5-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H15-H-06 |
| Purity | 98.0 % |
| CAS | 900514-07-0 |
| MDL Number | MFCD08457789 |
| Molecular Formula | C8H5IN2O |
| Molecular Weight | 272.045 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-H-06
CAS: 900514-07-0
Molecule Weight: 272.045
Formula: C8H5IN2O
PN: 4H56-1-079
CAS: 849067-90-9
Molecule Weight: 146.149
Formula: C8H6N2O
![1-(1H-Pyrrolo[2,3-b]pyridin-5-yl)ethanone](data:image/png;base64,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)
PN: 4H17-1-7N
CAS: 944937-14-8
Molecule Weight: 160.176
Formula: C9H8N2O
PN: 4H15-5-34
CAS: 958230-19-8
Molecule Weight: 180.59
Formula: C8H5ClN2O
![3-Iodo-5-(trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: D411-A-89
CAS: 1142192-57-1
Molecule Weight: 312.034
Formula: C8H4F3IN2
TSCA: Not listed on TSCA inventory