| Product Number | 4H30-5-20 |
| CAS | 1188263-55-9 |
| MDL Number | MFCD08445582 |
| Molecular Formula | C11H13Cl2N3O |
| Molecular Weight | 274.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-5-20
CAS: 1188263-55-9
Molecule Weight: 274.15
Formula: C11H13Cl2N3O
PN: 4H30-5-22
CAS: 1018827-50-3
Molecule Weight: 237.69
Formula: C11H12ClN3O
![2-[(Pyrazin-2-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-W7
CAS: 887344-43-6
Molecule Weight: 200.197
Formula: C11H8N2O2
![{3-[(Pyrazin-2-yl)oxy]phenyl}methylamine hydrochloride](data:image/png;base64,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)
PN: 4H30-1-X6
CAS: 1171587-07-7
Molecule Weight: 237.69
Formula: C11H12ClN3O
![4-[(Pyrazin-2-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-M1
CAS: 866156-93-6
Molecule Weight: 200.197
Formula: C11H8N2O2
![4-[(6-Methylpyrazin-2-yl)oxy]benzylamine](data:image/png;base64,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)
PN: 4H30-1-2P
CAS: 926921-67-7
Molecule Weight: 215.256
Formula: C12H13N3O
TSCA: Not listed on TSCA inventory