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)
| Product Number | 4H30-9-08 |
| CAS | 866135-55-9 |
| MDL Number | MFCD05256289 |
| Molecular Formula | C12H11BrN2O |
| Molecular Weight | 279.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-9-08
CAS: 866135-55-9
Molecule Weight: 279.137
Formula: C12H11BrN2O
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
TSCA: Not listed on TSCA inventory