![7-Chloro-2-ethyl-5-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-5-BM |
| CAS | 1046824-70-7 |
| MDL Number | MFCD27995524 |
| Molecular Formula | C9H10ClN3 |
| Molecular Weight | 195.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-BM
CAS: 1046824-70-7
Molecule Weight: 195.65
Formula: C9H10ClN3
![7-Chloro-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-5-X9
CAS: 1086423-62-2
Molecule Weight: 167.6
Formula: C7H6ClN3
TSCA: Not listed on TSCA inventory