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)
| Product Number | 3H32-H-22 |
| Synonyms | 3-Iodo-4,7-diazaindole |
| CAS | 889451-26-7 |
| MDL Number | MFCD19382469 |
| Molecular Formula | C6H4IN3 |
| Molecular Weight | 245.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-H-22
CAS: 889451-26-7
Molecule Weight: 245.023
Formula: C6H4IN3
![2-Chloro-7-iodo-5H-pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-M-24
CAS: 889447-20-5
Molecule Weight: 279.47
Formula: C6H3ClIN3
![2-Bromo-7-iodo-5H-pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H31-S-05
CAS: 875781-44-5
Molecule Weight: 323.919
Formula: C6H3BrIN3
TSCA: Not listed on TSCA inventory
![5H-Pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)