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)
| Product Number | 5H66-9-00 |
| Synonyms | 3-(Thien-3-yl)benzyl bromide; 1-(Bromomethyl)-3-(thien-3-yl)benzene |
| Purity | 97 % |
| CAS | 89929-85-1 |
| MDL Number | MFCD08435892 |
| Molecular Formula | C11H9BrS |
| Molecular Weight | 253.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory