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)
| Product Number | 4H47-5-38 |
| CAS | 260442-89-5 |
| MDL Number | MFCD01571163 |
| Molecular Formula | C7H7ClN2O3 |
| Molecular Weight | 202.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory