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)
| Product Number | 4H32-5-0C |
| Purity | 95 % |
| CAS | 311774-34-2 |
| MDL Number | MFCD00684829 |
| Molecular Formula | C10H13ClN2O |
| Molecular Weight | 212.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H32-5-0C
CAS: 311774-34-2
Molecule Weight: 212.68
Formula: C10H13ClN2O
![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
![2-Chloro-5-[(piperidin-1-yl)methyl]pyridine](data:image/png;base64,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)
PN: 3H32-5-KV
CAS: 230617-67-1
Molecule Weight: 210.71
Formula: C11H15ClN2
amino}propanenitrile](data:image/png;base64,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)
PN: 3H37-5-1B
CAS: 861211-56-5
Molecule Weight: 209.68
Formula: C10H12ClN3
![1-[(6-Chloropyridin-3-yl)methyl]-4-methylpiperazine](data:image/png;base64,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)
PN: 3H32-5-KX
CAS: 612487-31-7
Molecule Weight: 225.72
Formula: C11H16ClN3
PN: 4H17-5-2K
CAS: 53062-98-9
Molecule Weight: 226.66
Formula: C10H11ClN2O2
![2-Chloro-5-[(2-methylpiperidin-1-yl)methyl]pyridine](data:image/png;base64,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)
PN: 3H32-5-KW
CAS: 861211-51-0
Molecule Weight: 224.73
Formula: C12H17ClN2
PN: 3H31-5-AD
CAS: 120739-62-0
Molecule Weight: 156.61
Formula: C7H9ClN2
TSCA: Not listed on TSCA inventory