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)
| Product Number | 8H48-1-0D |
| CAS | 750599-01-0 |
| MDL Number | MFCD06335037 |
| Molecular Formula | C8H10N2OS |
| Molecular Weight | 182.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H48-1-0D
CAS: 750599-01-0
Molecule Weight: 182.24
Formula: C8H10N2OS
PN: 8H48-1-0E
CAS: 65361-27-5
Molecule Weight: 196.27
Formula: C9H12N2OS
PN: 8H66-1-9Z
CAS: 57021-58-6
Molecule Weight: 181.25
Formula: C9H11NOS
PN: 8H66-1-7Q
CAS: 1980039-86-8
Molecule Weight: 265.42
Formula: C15H23NOS
![5,6-Dihydro-4H-cyclopenta[b]thiophene-2-carbaldehyde](data:image/png;base64,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)
PN: 6H66-1-53
CAS: 956010-59-6
Molecule Weight: 152.21
Formula: C8H8OS
TSCA: Not listed on TSCA inventory