![2-Iodo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-H-57 |
| CAS | 1227270-32-7 |
| MDL Number | MFCD16875827 |
| Molecular Formula | C7H5IN2 |
| Molecular Weight | 244.035 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-H-57
CAS: 1227270-32-7
Molecule Weight: 244.035
Formula: C7H5IN2
![4-Chloro-2-iodo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-M-07
CAS: 940948-29-8
Molecule Weight: 278.48
Formula: C7H4ClIN2
TSCA: Not listed on TSCA inventory