| Product Number | 8663-1-Y3 |
| CAS | 5339-62-8 |
| MDL Number | MFCD00025083 |
| Molecular Formula | C9H13NO3S |
| Molecular Weight | 215.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-1-Y3
CAS: 5339-62-8
Molecule Weight: 215.27
Formula: C9H13NO3S
PN: 8663-1-Z4
CAS: 98-30-6
Molecule Weight: 187.21
Formula: C7H9NO3S
PN: 8663-1-28
CAS: 132276-87-0
Molecule Weight: 211.24
Formula: C9H9NO3S
PN: 8663-1-Z8
CAS: 84996-11-2
Molecule Weight: 231.22
Formula: C8H9NO5S
![5-[(Difluoromethyl)sulfonyl]-2-(trifluoromethoxy)aniline](data:image/png;base64,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)
PN: 8663-3-40
CAS: 2149590-72-5
Molecule Weight: 291.19
Formula: C8H6F5NO3S
Melting Point: 103-107 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
EINECS: 226-272-2