| Product Number | 6H16-5-14 |
| CAS | 181132-70-7 |
| MDL Number | MFCD02681905 |
| Molecular Formula | C11H7ClOS |
| Molecular Weight | 222.69 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 6H16-5-14
CAS: 181132-70-7
Molecule Weight: 222.69
Formula: C11H7ClOS
![1-[4-(2-Thienyl)phenyl]ethanone](data:image/png;base64,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)
PN: 6H17-1-07
CAS: 35294-37-2
Molecule Weight: 202.27
Formula: C12H10OS
PN: 6H17-9-04
CAS: 128746-80-5
Molecule Weight: 281.17
Formula: C12H9BrOS
![2-[4-(Bromomethyl)phenyl]thiophene](data:image/png;base64,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)
PN: 5H66-9-02
CAS: 81443-46-1
Molecule Weight: 253.16
Formula: C11H9BrS
TSCA: Not listed on TSCA inventory
