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)
| Product Number | 8H15-1-X7 |
| Synonyms | 4-Formyl-1-[(thien-2-yl)methyl]piperidine; 2-[(4-Formylpiperidin-1-yl)methyl]thiophene |
| Purity | 97 % |
| CAS | 926921-80-4 |
| MDL Number | MFCD09879953 |
| Molecular Formula | C11H15NOS |
| Molecular Weight | 209.31 |
| 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: 8H15-1-X7
CAS: 926921-80-4
Molecule Weight: 209.31
Formula: C11H15NOS
PN: 8H21-1-24
CAS: 901923-78-2
Molecule Weight: 225.31
Formula: C11H15NO2S
PN: 7H70-1-74
CAS: 91253-06-4
Molecule Weight: 181.3
Formula: C10H15NS
PN: 8H21-5-04
CAS: 944450-84-4
Molecule Weight: 279.78
Formula: C11H18ClNO3S
PN: 7H30-1-20
CAS: 883541-34-2
Molecule Weight: 210.34
Formula: C11H18N2S
PN: 8H01-1-16
CAS: 926921-81-5
Molecule Weight: 211.32
Formula: C11H17NOS
![4-[(Methylamino)methyl]-1-(thien-2-ylmethyl)piperidine](data:image/png;base64,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)
PN: 7H31-1-12
CAS: 930111-07-2
Molecule Weight: 224.37
Formula: C12H20N2S
PN: 7H66-1-0W
CAS: 16087-92-6
Molecule Weight: 167.27
Formula: C9H13NS
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory