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)
| Product Number | 4H07-5-3G |
| Purity | 95 % |
| CAS | 313657-79-3 |
| MDL Number | MFCD21120525 |
| Molecular Formula | C7H8ClNO2 |
| Molecular Weight | 173.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory