![3-Bromo-6-methyl-5,6-dihydro-7H-pyrrolo[3,4-b]pyridin-7-one](data:image/png;base64,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)
| Product Number | 4H48-9-3A |
| Purity | 95 % |
| CAS | 1254319-55-5 |
| MDL Number | MFCD20229834 |
| Molecular Formula | C8H7BrN2O |
| Molecular Weight | 227.061 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-9-3A
CAS: 1254319-55-5
Molecule Weight: 227.061
Formula: C8H7BrN2O
![6-Ethyl-5H,6H,7H-pyrrolo[3,4-b]pyridin-7-one](data:image/png;base64,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)
PN: 4H48-1-8W
CAS: 1046121-01-0
Molecule Weight: 162.192
Formula: C9H10N2O
![3-Bromo-6,7-dihydro-5H-pyrrolo[3,4-b]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-D-91
CAS: 1394117-24-8
Molecule Weight: 235.51
Formula: C7H8BrClN2
![5,6-Dihydro-7H-pyrrolo[3,4-b]pyridin-7-one](data:image/png;base64,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)
PN: 4H48-1-UC
CAS: 1211584-54-1
Molecule Weight: 134.138
Formula: C7H6N2O
PN: 4H48-9-69
CAS: 951885-05-5
Molecule Weight: 291.148
Formula: C13H11BrN2O
![3-(7-Oxo-5H-pyrrolo[3,4-b]pyridin-6(7H)-yl)propanoic acid](data:image/png;base64,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)
PN: 4H58-1-303
CAS: 1206969-67-6
Molecule Weight: 206.201
Formula: C10H10N2O3
![6-Methyl-5H,6H,7H-pyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,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)
PN: 4H48-1-33
CAS: 40107-94-6
Molecule Weight: 148.165
Formula: C8H8N2O
![2-(7-Oxo-5H-pyrrolo[3,4-b]pyridin-6(7H)-yl)acetic acid](data:image/png;base64,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)
PN: 4H58-1-304
CAS: 1206969-29-0
Molecule Weight: 192.174
Formula: C9H8N2O3
TSCA: Not listed on TSCA inventory