![2-Chloro-5H,6H,7H-pyrrolo[3,4-b]pyridine hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-5-2T |
| Purity | 97.0 % |
| CAS | 810668-57-6 |
| MDL Number | MFCD19686969 |
| Molecular Formula | C7H8Cl2N2 |
| Molecular Weight | 191.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-2T
CAS: 810668-57-6
Molecule Weight: 191.06
Formula: C7H8Cl2N2
![2-Chloro-6,7-dihydro-5H-pyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,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)
PN: 4H48-5-AD
CAS: 1256811-82-1
Molecule Weight: 168.58
Formula: C7H5ClN2O
![6-Chloro-3-[(dimethylamino)methy]-2-methylpyridine](data:image/png;base64,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)
PN: 3H32-5-6M
CAS: 1093879-94-7
Molecule Weight: 184.67
Formula: C9H13ClN2
![6,7-Dihydro-5H-pyrrolo[3,4-b]pyridine dihydrochloride](data:image/png;base64,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)
PN: G311-A-38
CAS: 147740-02-1
Molecule Weight: 193.07
Formula: C7H10Cl2N2
![6,7-Dihydro-5H-pyrrolo[3,4-b]pyridine](data:image/png;base64,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)
PN: 3H31-1-6X
CAS: 147739-88-6
Molecule Weight: 120.155
Formula: C7H8N2
![4-[(6-Chloro-2-methylpyridin-3-yl)methyl]morpholine](data:image/png;base64,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)
PN: 4H44-5-31
CAS: 1093879-97-0
Molecule Weight: 226.7
Formula: C11H15ClN2O
TSCA: Not listed on TSCA inventory