| Product Number | 4H58-1-J3 |
| Synonyms | Ethyl 1H-pyrrolo[3,2-b]pyridine-2-carboxylate |
| CAS | 17288-32-3 |
| MDL Number | MFCD11053752 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-J3
CAS: 17288-32-3
Molecule Weight: 190.202
Formula: C10H10N2O2
PN: 4H23-1-X5
CAS: 394223-19-9
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H58-1-59
CAS: 1198420-91-5
Molecule Weight: 191.19
Formula: C9H9N3O2
PN: 4H21-1-BG
CAS: 17288-35-6
Molecule Weight: 162.148
Formula: C8H6N2O2
![Ethyl 7-chloro-1H-pyrrolo[3,2-b]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-25
CAS: 1403766-98-2
Molecule Weight: 224.64
Formula: C10H9ClN2O2
PN: 4H58-9-35
CAS: 1234616-09-1
Molecule Weight: 269.098
Formula: C10H9BrN2O2
PN: 4H23-5-1B
CAS: 952800-36-1
Molecule Weight: 210.62
Formula: C9H7ClN2O2
PN: 4H23-5-X4
CAS: 1083196-33-1
Molecule Weight: 210.62
Formula: C9H7ClN2O2
Melting Point: 179-181 ℃
TSCA: Not listed on TSCA inventory