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)
| Product Number | 2H10-H-06 |
| Synonyms | 2,3-Dihydro-5-iodo-1-benzofuran |
| Purity | 95.0 % |
| CAS | 132464-84-7 |
| MDL Number | MFCD00817051 |
| Molecular Formula | C8H7IO |
| Molecular Weight | 246.047 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 62-65 ℃
TSCA: Not listed on TSCA inventory