| Product Number | 8H15-1-14 |
| Synonyms | 6-Thien-2-ylpyridine-3-carboxaldehyde |
| Purity | 97 % |
| CAS | 834884-61-6 |
| MDL Number | MFCD04115421 |
| Molecular Formula | C10H7NOS |
| Molecular Weight | 189.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H15-1-14
CAS: 834884-61-6
Molecule Weight: 189.23
Formula: C10H7NOS
![1-[6-(Thiophen-2-yl)pyridin-3-yl]ethanone](data:image/png;base64,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)
PN: 8H17-1-0F
CAS: 2088945-78-0
Molecule Weight: 203.26
Formula: C11H9NOS
![[6-(Thien-2-yl)pyridin-3-yl]methylamine dihydrochloride](data:image/png;base64,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)
PN: 7H70-5-12
CAS: 913830-32-7
Molecule Weight: 263.18
Formula: C10H12Cl2N2S
PN: 7H70-1-9P
CAS: 619334-36-0
Molecule Weight: 186.23
Formula: C10H6N2S
PN: 8H23-1-16
CAS: 179408-53-8
Molecule Weight: 219.26
Formula: C11H9NO2S
![5-[(Methylamino)methyl]-2-(thien-2-yl)pyridine](data:image/png;base64,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)
PN: 7H31-1-11
CAS: 886851-41-8
Molecule Weight: 204.29
Formula: C11H12N2S
PN: 8H15-1-X8
CAS: 132706-12-8
Molecule Weight: 189.23
Formula: C10H7NOS
Melting Point: 95-97 ℃
TSCA: Not listed on TSCA inventory
