| Product Number | 8H67-1-1J |
| Purity | 95 % |
| CAS | 73713-92-5 |
| MDL Number | MFCD16495908 |
| Molecular Formula | C7H5NO2S |
| Molecular Weight | 167.18 |
| Units | Price (USD) | Availability |
|---|
PN: 8H67-1-1J
CAS: 73713-92-5
Molecule Weight: 167.18
Formula: C7H5NO2S
![4-Methoxybenzo[d]oxazole-2(3H)-thione](data:image/png;base64,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)
PN: 8H67-1-0N
CAS: 1246471-39-5
Molecule Weight: 181.21
Formula: C8H7NO2S
TSCA: Not listed on TSCA inventory
