| Product Number | 3H32-H-X8 |
| Synonyms | 3-Iodo-1H-pyrrolo[2,3-b]pyridine |
| CAS | 23616-57-1 |
| MDL Number | MFCD06659023 |
| Molecular Formula | C7H5IN2 |
| Molecular Weight | 244.035 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-M-20
CAS: 869335-73-9
Molecule Weight: 278.48
Formula: C7H4ClIN2
![4-Bromo-3-iodo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-S-0A
CAS: 1000340-34-0
Molecule Weight: 322.931
Formula: C7H4BrIN2
![3-Bromo-5-iodo-7H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-S-03
CAS: 757978-18-0
Molecule Weight: 322.931
Formula: C7H4BrIN2
PN: 3H32-H-59
CAS: 1256964-50-7
Molecule Weight: 258.062
Formula: C8H7IN2
Melting Point: 190-194 ℃
TSCA: Not listed on TSCA inventory
