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)
| Product Number | 3H30-5-10 |
| CAS | 52559-17-8 |
| MDL Number | MFCD18803412 |
| Molecular Formula | C6H5ClN4 |
| Molecular Weight | 168.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-10
CAS: 52559-17-8
Molecule Weight: 168.58
Formula: C6H5ClN4
![6-Chloro-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H32-5-M4
CAS: 2589-11-9
Molecule Weight: 153.57
Formula: C6H4ClN3
![6-Chloro-2-methyl-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-5-Y0
CAS: 7205-42-7
Molecule Weight: 167.6
Formula: C7H6ClN3
![3H-Imidazo[4,5-c]pyridin-4-amine](data:image/png;base64,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)
PN: 3H30-1-44
CAS: 6811-77-4
Molecule Weight: 134.142
Formula: C6H6N4
Melting Point: 266(dec.) ℃
TSCA: Not listed on TSCA inventory