| Product Number | 7666-3-X3 |
| Purity | 97 % |
| CAS | 18527-21-4 |
| MDL Number | MFCD00179342 |
| Molecular Formula | C8H6FNS |
| Molecular Weight | 167.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7666-3-X3
CAS: 18527-21-4
Molecule Weight: 167.2
Formula: C8H6FNS
PN: 7666-3-X2
CAS: 175277-63-1
Molecule Weight: 185.19
Formula: C8H5F2NS
![1-[(2-Aminoethyl)sulfanyl]-4-fluorobenzene hydrochloride](data:image/png;base64,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)
PN: 7666-7-02
CAS: 79270-76-1
Molecule Weight: 207.69
Formula: C8H11ClFNS
Melting Point: 32-35 ℃
TSCA: Not listed on TSCA inventory
HTN: 2930.90.2900
