| Product Number | 8H69-3-X3 |
| Purity | 97 % |
| CAS | 950603-27-7 |
| MDL Number | MFCD09879986 |
| Molecular Formula | C17H12F5NO5S |
| Molecular Weight | 437.34 |
| Units | Price (USD) | Availability |
|---|
PN: 8H69-3-X3
CAS: 950603-27-7
Molecule Weight: 437.34
Formula: C17H12F5NO5S
![Methyl 2-[(morpholin-4-yl)sulfonyl]benzoate](data:image/png;base64,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)
PN: 8H69-1-79
CAS: 502182-56-1
Molecule Weight: 285.31
Formula: C12H15NO5S
Melting Point: 143.5-145.5 ℃
TSCA: Not listed on TSCA inventory