| Product Number | 4H58-1-396 |
| CAS | 1016519-61-1 |
| MDL Number | MFCD09932969 |
| Molecular Formula | C8H10N2O2 |
| Molecular Weight | 166.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-396
CAS: 1016519-61-1
Molecule Weight: 166.18
Formula: C8H10N2O2
![Methyl 2-[methyl(pyridin-2-yl)amino]acetate](data:image/png;base64,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)
PN: 4H32-1-0R
CAS: 1250236-70-4
Molecule Weight: 180.207
Formula: C9H12N2O2
![2-[N-(2-Hydroxyethyl)-N-methylamino]pyridine](data:image/png;base64,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)
PN: 4H32-1-13
CAS: 122321-04-4
Molecule Weight: 152.197
Formula: C8H12N2O
PN: 4H56-1-FB
CAS: 89943-04-4
Molecule Weight: 138.17
Formula: C7H10N2O
PN: 4H56-5-20
CAS: 117043-32-0
Molecule Weight: 174.63
Formula: C7H11ClN2O
PN: 3H32-1-NF
CAS: 77200-12-5
Molecule Weight: 136.198
Formula: C8H12N2
TSCA: Not listed on TSCA inventory
