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)
| Product Number | 8H56-5-X0 |
| Synonyms | 4-Chlorobenzo[b]thiophene-2-carboxylic acid hydrazide; 4-Chloro-2-(hydrazinocarbonyl)-1-benzothiophene |
| CAS | 952182-46-6 |
| MDL Number | MFCD09817458 |
| Molecular Formula | C9H7ClN2OS |
| Molecular Weight | 226.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H56-5-X0
CAS: 952182-46-6
Molecule Weight: 226.68
Formula: C9H7ClN2OS
![5-Chlorobenzo[b]thiophene-2-carbohydrazide](data:image/png;base64,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)
PN: 8H66-5-4B
CAS: 87999-20-0
Molecule Weight: 226.68
Formula: C9H7ClN2OS
![3-Chlorobenzo[b]thiophene-2-carbohydrazide](data:image/png;base64,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)
PN: 8H39-5-02
CAS: 62524-21-4
Molecule Weight: 226.68
Formula: C9H7ClN2OS
![Benzo[b]thiophene-2-carbohydrazide](data:image/png;base64,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)
PN: 8H39-1-02
CAS: 175135-07-6
Molecule Weight: 192.24
Formula: C9H8N2OS
![3-Chlorobenzo[b]thiophene-2-carboxamide](data:image/png;base64,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)
PN: 8H48-5-16
CAS: 21211-09-6
Molecule Weight: 211.66
Formula: C9H6ClNOS
![6-Bromobenzo[b]thiophene-2-carbohydrazide](data:image/png;base64,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)
PN: 8H66-9-29
CAS: 1171927-47-1
Molecule Weight: 271.13
Formula: C9H7BrN2OS
PN: 8H66-9-17
CAS: 886360-90-3
Molecule Weight: 271.13
Formula: C9H7BrN2OS
PN: 8H48-3-0B
CAS: 1171927-43-7
Molecule Weight: 260.23
Formula: C10H7F3N2OS
Melting Point: 184-186 ℃
TSCA: Not listed on TSCA inventory