| Product Number | 4H58-5-B1 |
| Synonyms | Methyl 6-chloro-1H-pyrrolo[2,3-b]pyridine-3-carboxylate |
| CAS | 1234615-81-6 |
| MDL Number | MFCD17214377 |
| Molecular Formula | C9H7ClN2O2 |
| Molecular Weight | 210.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-B1
CAS: 1234615-81-6
Molecule Weight: 210.62
Formula: C9H7ClN2O2
PN: 4H23-1-M5
CAS: 808137-94-2
Molecule Weight: 176.175
Formula: C9H8N2O2
![6-Chloro-1H-pyrrolo[2,3-b]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-5-0C
CAS: 383875-59-0
Molecule Weight: 180.59
Formula: C8H5ClN2O
PN: 4H58-5-A4
CAS: 1273577-20-0
Molecule Weight: 224.64
Formula: C10H9ClN2O2
PN: 4H21-1-61
CAS: 156270-06-3
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H58-5-99
CAS: 1000340-37-3
Molecule Weight: 196.59
Formula: C8H5ClN2O2
PN: 4H23-3-3C
CAS: 1027530-64-8
Molecule Weight: 194.165
Formula: C9H7FN2O2
![Methyl 5-iodo-1H-pyrrolo[2,3-b]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-H-12
CAS: 1234615-78-1
Molecule Weight: 302.071
Formula: C9H7IN2O2
TSCA: Not listed on TSCA inventory