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)
| Product Number | 6666-1-42 |
| CAS | 18333-20-5 |
| MDL Number | MFCD16883062 |
| Molecular Formula | C10H12O3S |
| Molecular Weight | 212.26 |
| Units | Price (USD) | Availability |
|---|
PN: 6666-1-42
CAS: 18333-20-5
Molecule Weight: 212.26
Formula: C10H12O3S
![3-[4-(Methylthio)phenoxy]propylamine](data:image/png;base64,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)
PN: 8666-1-39
CAS: 1226776-90-4
Molecule Weight: 197.3
Formula: C10H15NOS
![[4-(Methylthio)phenoxy]acetic acid](data:image/png;base64,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)
PN: 6666-1-41
CAS: 15267-49-9
Molecule Weight: 198.24
Formula: C9H10O3S
TSCA: Not listed on TSCA inventory