| Product Number | 4H48-1-074 |
| Purity | 96 % |
| CAS | 15828-08-7 |
| MDL Number | MFCD00707839 |
| Molecular Formula | C10H14N2O |
| Molecular Weight | 178.235 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-9-60
CAS: 342013-78-9
Molecule Weight: 257.131
Formula: C10H13BrN2O
![[(Pyridin-3-ylcarbonyl)amino]acetic acid](data:image/png;base64,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)
PN: 4H58-1-3N
CAS: 583-08-4
Molecule Weight: 180.163
Formula: C8H8N2O3
![N-[(3-Pyridyl)methyl]-2-propanamine](data:image/png;base64,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)
PN: 3H31-1-A0
CAS: 19730-12-2
Molecule Weight: 150.225
Formula: C9H14N2
![N-{1-[(Trifluoromethyl)sulfanyl]propan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
PN: 8666-3-08
CAS: 1204234-41-2
Molecule Weight: 264.27
Formula: C10H11F3N2OS
TSCA: Not listed on TSCA inventory
