| Product Number | 8669-1-70 |
| CAS | 36268-67-4 |
| MDL Number | MFCD00204724 |
| Molecular Formula | C8H8N2O2S |
| Molecular Weight | 196.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-1-70
CAS: 36268-67-4
Molecule Weight: 196.22
Formula: C8H8N2O2S
PN: 8969-1-05
CAS: 111448-81-8
Molecule Weight: 195.24
Formula: C9H9NO2S
![N-[4-(Aminomethyl)phenyl]methanesulfonamide hydrochloride](data:image/png;base64,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)
PN: 8669-5-X5
CAS: 128263-66-1
Molecule Weight: 236.71
Formula: C8H13ClN2O2S
PN: 8669-1-0N
CAS: 83922-54-7
Molecule Weight: 199.22
Formula: C8H9NO3S
PN: 8669-1-0Y
CAS: 50790-29-9
Molecule Weight: 196.22
Formula: C8H8N2O2S
PN: 8669-1-0M
CAS: 50790-30-2
Molecule Weight: 196.22
Formula: C8H8N2O2S
![N-[4-(2-Phenylethynyl)phenyl]methanesulfonamide](data:image/png;base64,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)
PN: 8969-1-04
CAS: 439095-76-8
Molecule Weight: 271.33
Formula: C15H13NO2S
PN: 8769-1-19
CAS: 56288-93-8
Molecule Weight: 200.26
Formula: C8H12N2O2S
TSCA: Not listed on TSCA inventory