| Product Number | 8H69-5-02 |
| Purity | 95 % |
| CAS | 915401-96-6 |
| MDL Number | MFCD08706270 |
| Molecular Formula | C12H19ClN2O3S |
| Molecular Weight | 306.81 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-5-02
CAS: 915401-96-6
Molecule Weight: 306.81
Formula: C12H19ClN2O3S
PN: 8H69-5-01
CAS: 864759-55-7
Molecule Weight: 292.78
Formula: C11H17ClN2O3S
PN: 8H69-7-03
CAS: 864759-57-9
Molecule Weight: 346.75
Formula: C11H14ClF3N2O3S
PN: 8H69-5-06
CAS: 864759-66-0
Molecule Weight: 382.9
Formula: C18H23ClN2O3S
![{2-Benzyl-[2-methoxy-benzenesulfonyl)-amino]-ethyl}-dimethylamine hydrochloride](data:image/png;base64,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)
PN: 8769-5-02
CAS: 864759-60-4
Molecule Weight: 384.92
Formula: C18H25ClN2O3S
TSCA: Not listed on TSCA inventory