![(3S)-3-{4-[(2-Chloro-5-iodophenyl)methyl]phenoxy}oxolane](data:image/png;base64,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)
| Product Number | 2H10-M-S0 |
| Purity | 97.0 % |
| CAS | 915095-94-2 |
| MDL Number | MFCD28098707 |
| Molecular Formula | C17H16ClIO2 |
| Molecular Weight | 414.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory