![2-Amino-6-iodo-4-[(trifluoromethyl)thio]phenol](data:image/png;base64,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)
| Product Number | 8666-K-01 |
| Synonyms | 2-Amino-6-iodo-4-[(trifluoromethyl)sulfanyl]phenol; 2-Hydroxy-3-iodo-5-[(trifluoromethyl)thio]aniline |
| Purity | 95 % |
| CAS | 1448858-58-9 |
| MDL Number | MFCD25976388 |
| Molecular Formula | C7H5F3INOS |
| Molecular Weight | 335.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8666-K-01
CAS: 1448858-58-9
Molecule Weight: 335.08
Formula: C7H5F3INOS
![2-Amino-6-iodo-4-[(trifluoromethyl)sulfonyl]phenol](data:image/png;base64,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)
PN: 8665-K-02
CAS: 1440535-16-9
Molecule Weight: 367.08
Formula: C7H5F3INO3S
![2-Iodo-6-nitro-4-[(trifluoromethyl)thio]phenol](data:image/png;base64,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)
PN: 8666-K-X1
CAS: 1440535-09-0
Molecule Weight: 365.06
Formula: C7H3F3INO3S
![2-Amino-4-[(trifluoromethyl)thio]phenol](data:image/png;base64,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)
PN: 8666-3-X5
CAS: 228401-48-7
Molecule Weight: 209.19
Formula: C7H6F3NOS
TSCA: Not listed on TSCA inventory