| Product Number | 8667-1-13 |
| CAS | 37182-75-5 |
| MDL Number | MFCD00060450 |
| Molecular Formula | C8H8N2O2S |
| Molecular Weight | 196.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8667-1-13
CAS: 37182-75-5
Molecule Weight: 196.22
Formula: C8H8N2O2S
PN: 8667-1-17
CAS: 20967-87-7
Molecule Weight: 224.28
Formula: C10H12N2O2S
![Ethyl 3-[(hydrazinothioxomethyl)amino]benzoate](data:image/png;base64,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)
PN: 8667-1-04
CAS: 850350-00-4
Molecule Weight: 239.29
Formula: C10H13N3O2S
PN: 4633-5-00
CAS: 1194804-60-8
Molecule Weight: 187.62
Formula: C8H10ClNO2
PN: 8667-1-14
CAS: 7366-56-5
Molecule Weight: 196.22
Formula: C8H8N2O2S
![3-[(Dimethylcarbamoyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4653-1-X0
CAS: 896160-52-4
Molecule Weight: 208.217
Formula: C10H12N2O3
Melting Point: 191-193 ℃
TSCA: Not listed on TSCA inventory
