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)
| Product Number | 4H53-5-74 |
| CAS | 40852-06-0 |
| MDL Number | MFCD24563468 |
| Molecular Formula | C7H6ClN3O |
| Molecular Weight | 183.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H53-5-74
CAS: 40852-06-0
Molecule Weight: 183.6
Formula: C7H6ClN3O
![5-Chloro-3-methyl-1H-imidazo[4,5-b]pyridin-2(3H)-one](data:image/png;base64,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)
PN: 4H53-5-71
CAS: 89660-20-8
Molecule Weight: 183.6
Formula: C7H6ClN3O
![5-Chloro-1-methyl-1H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H32-5-JB
CAS: 1629484-56-5
Molecule Weight: 167.6
Formula: C7H6ClN3
TSCA: Not listed on TSCA inventory