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)
| Product Number | 3H31-1-AZ |
| CAS | 1060804-82-1 |
| MDL Number | MFCD09800577 |
| Molecular Formula | C8H12N2 |
| Molecular Weight | 136.198 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-AZ
CAS: 1060804-82-1
Molecule Weight: 136.198
Formula: C8H12N2
PN: 3H30-1-N8
CAS: 129768-95-2
Molecule Weight: 122.171
Formula: C7H10N2
PN: 3H30-5-W8
CAS: 1257535-59-3
Molecule Weight: 158.63
Formula: C7H11ClN2
PN: 3H31-1-8T
CAS: 21035-59-6
Molecule Weight: 122.171
Formula: C7H10N2
![2-[(Methylamino)methyl]pyridine dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-60
CAS: 100868-72-2
Molecule Weight: 195.09
Formula: C7H12Cl2N2
PN: 3H31-1-3M
CAS: 51639-58-8
Molecule Weight: 136.198
Formula: C8H12N2
TSCA: Not listed on TSCA inventory