![4-[2-(Chloromethyl)benzimidazol-1-yl]butyl pivalate](data:image/png;base64,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)
| Product Number | 4H58-5-9S |
| CAS | 807316-60-5 |
| MDL Number | MFCD18651695 |
| Molecular Formula | C17H23ClN2O2 |
| Molecular Weight | 322.83 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory