| Product Number | 3H30-5-0V |
| Synonyms | (6-Chloro-5-methylpyridin-3-yl)methylamine hydrochloride |
| CAS | 1257535-53-7 |
| MDL Number | MFCD17214193 |
| Molecular Formula | C7H10Cl2N2 |
| Molecular Weight | 193.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-0V
CAS: 1257535-53-7
Molecule Weight: 193.07
Formula: C7H10Cl2N2
PN: 3H30-5-71
CAS: 97004-04-1
Molecule Weight: 142.59
Formula: C6H7ClN2
PN: 3H30-5-48
CAS: 205744-14-5
Molecule Weight: 142.59
Formula: C6H7ClN2
PN: 3H31-5-AD
CAS: 120739-62-0
Molecule Weight: 156.61
Formula: C7H9ClN2
PN: 3H30-5-0T
CAS: 1257535-38-8
Molecule Weight: 193.07
Formula: C7H10Cl2N2
PN: 4H48-5-C1
CAS: 65169-44-0
Molecule Weight: 170.6
Formula: C7H7ClN2O
![2-Chloro-3-[(methylamino)methyl]pyridine](data:image/png;base64,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)
PN: 3H31-5-4M
CAS: 120739-88-0
Molecule Weight: 156.61
Formula: C7H9ClN2
TSCA: Not listed on TSCA inventory
