| Product Number | 4H58-5-A5 |
| Synonyms | Ethyl 5-chloro-1H-pyrrolo[2,3-b]pyridine-2-carboxylate |
| CAS | 1083181-28-5 |
| MDL Number | MFCD11559021 |
| Molecular Formula | C10H9ClN2O2 |
| Molecular Weight | 224.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-A5
CAS: 1083181-28-5
Molecule Weight: 224.64
Formula: C10H9ClN2O2
PN: 4H23-1-Y7
CAS: 221675-35-0
Molecule Weight: 190.202
Formula: C10H10N2O2
PN: 4H58-1-D0
CAS: 394223-02-0
Molecule Weight: 176.175
Formula: C9H8N2O2
![Methyl 6-chloro-1H-pyrrolo[2,3-b]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-66
CAS: 1140512-58-8
Molecule Weight: 210.62
Formula: C9H7ClN2O2
![4-Chloro-1H-pyrrolo[2,3-b]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-48
CAS: 1211583-37-7
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![Methyl 5-fluoro-1H-pyrrolo[2,3-b]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-60
CAS: 1234616-72-8
Molecule Weight: 194.165
Formula: C9H7FN2O2
PN: 4H58-1-5V
CAS: 952182-18-2
Molecule Weight: 191.19
Formula: C9H9N3O2
PN: 4H21-1-BJ
CAS: 136818-50-3
Molecule Weight: 162.148
Formula: C8H6N2O2
TSCA: Not listed on TSCA inventory