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hydrochloride](data:image/png;base64,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)
| Product Number | 7766-5-03 |
| CAS | 1171226-58-6 |
| MDL Number | MFCD09027136 |
| Molecular Formula | C10H16ClNS |
| Molecular Weight | 217.76 |
| Units | Price (USD) | Availability |
|---|
PN: 7766-5-03
CAS: 1171226-58-6
Molecule Weight: 217.76
Formula: C10H16ClNS
![2-[3-(Trifluoromethyl)benzylthio]ethylamine](data:image/png;base64,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)
PN: 7866-3-X2
CAS: 143627-50-3
Molecule Weight: 235.27
Formula: C10H12F3NS
Melting Point: 108-110 ℃
TSCA: Not listed on TSCA inventory