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)
| Product Number | 3H32-5-MB |
| Purity | 98 % |
| CAS | 68236-03-3 |
| MDL Number | MFCD11518952 |
| Molecular Formula | C7H4ClN3 |
| Molecular Weight | 165.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-MB
CAS: 68236-03-3
Molecule Weight: 165.58
Formula: C7H4ClN3
![3-Chloropyrido[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-5-NL
CAS: 155535-23-2
Molecule Weight: 165.58
Formula: C7H4ClN3
![2-Chloropyrido[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-5-NT
CAS: 70838-55-0
Molecule Weight: 165.58
Formula: C7H4ClN3
![5-Chloro-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H32-5-11
CAS: 52090-89-8
Molecule Weight: 153.57
Formula: C6H4ClN3
![5-Chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-18
CAS: 63111-79-5
Molecule Weight: 152.58
Formula: C7H5ClN2
TSCA: Not listed on TSCA inventory