![Methyl 4-(methylthio)-2-({[2-(methylthio)-3-pyridyl]carbonyl}amino)butanoate](data:image/png;base64,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)
| Product Number | 8H66-1-0M |
| CAS | 175201-68-0 |
| MDL Number | MFCD00067926 |
| Molecular Formula | C13H18N2O3S2 |
| Molecular Weight | 314.42 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-1-0M
CAS: 175201-68-0
Molecule Weight: 314.42
Formula: C13H18N2O3S2
![Methyl 2-({[2-(ethylthio)-3-pyridyl]carbonyl}amino)-4-(methylthio)butanoate](data:image/png;base64,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)
PN: 8H66-1-0K
CAS: 175201-65-7
Molecule Weight: 328.45
Formula: C14H20N2O3S2
![4-(Methylthio)-2-({[2-(methylthio)-3-pyridyl]carbonyl}amino)butanoic acid](data:image/png;base64,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)
PN: 8H66-1-0P
CAS: 175201-70-4
Molecule Weight: 300.39
Formula: C12H16N2O3S2
![2-({[2-(Ethylthio)-3-pyridyl]carbonyl}amino)-4-(methylthio)butanoic acid](data:image/png;base64,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)
PN: 8H66-1-0L
CAS: 175201-66-8
Molecule Weight: 314.42
Formula: C13H18N2O3S2
![4-Methyl-2-({[2-(methylthio)-3-pyridyl]carbonyl}amino)pentanoic acid](data:image/png;base64,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)
PN: 8H66-1-0N
CAS: 175201-69-1
Molecule Weight: 282.36
Formula: C13H18N2O3S
TSCA: Not listed on TSCA inventory