![2-Amino-3-[(2,5-dimethylbenzyl)oxy]-6-methylpyridine](data:image/png;base64,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)
| Product Number | 4H56-1-CH |
| Synonyms | 3-[(2,5-Dimethylbenzyl)oxy]-6-methylpyridin-2-amine; 2-{[(2-Amino-6-methylpyridin-3-yl)oxy]methyl}-p-xylene |
| Purity | 95.0 % |
| CAS | 300665-41-2 |
| MDL Number | MFCD01313008 |
| Molecular Formula | C15H18N2O |
| Molecular Weight | 242.322 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-CH
CAS: 300665-41-2
Molecule Weight: 242.322
Formula: C15H18N2O
PN: 4H56-1-VX
CAS: 24016-03-3
Molecule Weight: 200.241
Formula: C12H12N2O
![3-{[3-(Trifluoromethyl)phenyl]methoxy}pyridin-2-amine](data:image/png;base64,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)
PN: 4H30-3-0J
CAS: 81066-62-8
Molecule Weight: 268.239
Formula: C13H11F3N2O
![2-Chloro-N-{3-[(2,5-dimethylbenzyl)oxy]-6-methylpyridin-2-yl}acetamide](data:image/png;base64,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)
PN: 4H48-5-6W
CAS: 300665-53-6
Molecule Weight: 318.8
Formula: C17H19ClN2O2
PN: 4H07-1-1Y
CAS: 63793-98-6
Molecule Weight: 199.253
Formula: C13H13NO
Melting Point: 119-121 ℃
TSCA: Not listed on TSCA inventory