![Methyl 1-methyl-1H-pyrrolo[3,2-c]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-1-MN |
| Purity | 98 % |
| CAS | 1324002-75-6 |
| MDL Number | MFCD32874260 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-MN
CAS: 1324002-75-6
Molecule Weight: 190.202
Formula: C10H10N2O2
![Methyl 1H-pyrrolo[3,2-c]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-1-8R
CAS: 1352394-18-3
Molecule Weight: 176.175
Formula: C9H8N2O2
![1H-Pyrrolo[3,2-c]pyridine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H56-1-AW
CAS: 1040682-84-5
Molecule Weight: 162.148
Formula: C8H6N2O2
TSCA: Not listed on TSCA inventory