![3-[(6-Methylpyrazin-2-yl)oxy]benzoic acid](data:image/png;base64,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)
| Product Number | 4H21-1-N9 |
| Purity | 97 % |
| CAS | 906352-96-3 |
| MDL Number | MFCD09817520 |
| Molecular Formula | C12H10N2O3 |
| Molecular Weight | 230.223 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H21-1-N9
CAS: 906352-96-3
Molecule Weight: 230.223
Formula: C12H10N2O3
![Ethyl 3-[(6-methylpyrazin-2-yl)oxy]benzoate](data:image/png;base64,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)
PN: 4H23-1-2P
CAS: 906352-99-6
Molecule Weight: 258.277
Formula: C14H14N2O3
![3-[(6-Methylpyrazin-2-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 4H56-1-3N
CAS: 906352-97-4
Molecule Weight: 214.224
Formula: C12H10N2O2
![3-[(6-Methylpyrazin-2-yl)oxy]benzyl alcohol](data:image/png;base64,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)
PN: 4H07-1-56
CAS: 906352-98-5
Molecule Weight: 216.24
Formula: C12H12N2O2
![{3-[(6-Methylpyrazin-2-yl)oxy]phenyl}methylamine](data:image/png;base64,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)
PN: 4H56-1-J4
CAS: 941716-89-8
Molecule Weight: 215.256
Formula: C12H13N3O
![4-[(6-Methylpyrazin-2-yl)oxy]benzoic acid](data:image/png;base64,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)
PN: 4H21-1-N8
CAS: 906353-00-2
Molecule Weight: 230.223
Formula: C12H10N2O3
![3-[(6-Methylpyrazin-2-yl)oxy]benzoyl chloride](data:image/png;base64,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)
PN: 4H16-5-31
CAS: 921938-93-4
Molecule Weight: 248.67
Formula: C12H9ClN2O2
![N-Methyl-3-[(6-methylpyrazin-2-yl)oxy]benzylamine](data:image/png;base64,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)
PN: 4H31-1-44
CAS: 912569-66-5
Molecule Weight: 229.283
Formula: C13H15N3O
Melting Point: 130-134 ℃
TSCA: Not listed on TSCA inventory