| Product Number | 6663-3-09 |
| CAS | 398456-87-6 |
| MDL Number | MFCD09264549 |
| Molecular Formula | C7H7FO3S |
| Molecular Weight | 190.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-3-09
CAS: 398456-87-6
Molecule Weight: 190.19
Formula: C7H7FO3S
PN: 6663-3-87
CAS: 20951-14-8
Molecule Weight: 204.22
Formula: C8H9FO3S
PN: 6663-3-32
CAS: 1274892-06-6
Molecule Weight: 244.16
Formula: C7H4F4O3S
PN: 6663-3-38
CAS: 1000339-69-4
Molecule Weight: 190.19
Formula: C7H7FO3S
![4-[(Cyanomethyl)sulfonyl]-2-fluoroanisole](data:image/png;base64,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)
PN: 8663-3-X3
CAS: 1015603-63-0
Molecule Weight: 229.23
Formula: C9H8FNO3S
PN: 6663-3-0G
CAS: 171421-55-9
Molecule Weight: 192.18
Formula: C7H6F2O2S
PN: 6663-3-03
CAS: 424792-57-4
Molecule Weight: 192.18
Formula: C7H6F2O2S
PN: 6663-3-0E
CAS: 859538-50-4
Molecule Weight: 190.19
Formula: C7H7FO3S
Melting Point: 92-94 ℃
Flash Point: None ℃
TSCA: Not listed on TSCA inventory