| Product Number | 4H23-3-U8 |
| Synonyms | Methyl 3-bromo-6-(trifluoromethyl)-1H-pyrrolo[2,3-b]pyridine-2-carboxylate |
| CAS | 952800-37-2 |
| MDL Number | MFCD09864653 |
| Molecular Formula | C10H6BrF3N2O2 |
| Molecular Weight | 323.069 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-3-U8
CAS: 952800-37-2
Molecule Weight: 323.069
Formula: C10H6BrF3N2O2
PN: 4H23-3-U4
CAS: 952182-20-6
Molecule Weight: 244.173
Formula: C10H7F3N2O2
PN: 4H21-3-W8
CAS: 952182-22-8
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Methyl 5-bromo-1H-pyrrolo[2,3-b]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-9-0H
CAS: 1234616-83-1
Molecule Weight: 255.071
Formula: C9H7BrN2O2
PN: 4H23-3-U5
CAS: 1146081-29-9
Molecule Weight: 312.171
Formula: C11H6F6N2O2
PN: 4H58-9-30
CAS: 1222175-20-3
Molecule Weight: 241.044
Formula: C8H5BrN2O2
TSCA: Not listed on TSCA inventory