| Product Number | 3H31-9-Y5 |
| Synonyms | 3-Bromo-1H-pyrrolo[2,3-b]pyridine |
| CAS | 74420-15-8 |
| MDL Number | MFCD02179276 |
| Molecular Formula | C7H5BrN2 |
| Molecular Weight | 197.035 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
![3,5-Dibromo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-31
CAS: 1086389-94-7
Molecule Weight: 275.931
Formula: C7H4Br2N2
PN: 3H32-D-82
CAS: 1000340-39-5
Molecule Weight: 231.48
Formula: C7H4BrClN2
![3-Bromo-1-methyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-9-DU
CAS: 281192-91-4
Molecule Weight: 211.062
Formula: C8H7BrN2
![3-Bromo-5-iodo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-S-00
CAS: 900514-06-9
Molecule Weight: 322.931
Formula: C7H4BrIN2
Melting Point: 185-189 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
