| Product Number | 8H21-1-74 |
| CAS | 180403-13-8 |
| MDL Number | MFCD11506352 |
| Molecular Formula | C9H12N2O2S |
| Molecular Weight | 212.27 |
| 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: 8H21-1-74
CAS: 180403-13-8
Molecule Weight: 212.27
Formula: C9H12N2O2S
PN: 8H15-1-16
CAS: 129865-52-7
Molecule Weight: 196.27
Formula: C9H12N2OS
PN: 8H70-1-4X
CAS: 99967-77-8
Molecule Weight: 241.31
Formula: C10H15N3O2S
PN: 8H70-1-1X
CAS: 900015-48-7
Molecule Weight: 182.24
Formula: C8H10N2OS
PN: 8H70-1-4Y
CAS: 950262-23-4
Molecule Weight: 255.34
Formula: C11H17N3O2S
PN: 8H70-1-4W
CAS: 99967-76-7
Molecule Weight: 227.28
Formula: C9H13N3O2S
![2-[4-(Trifluoromethyl)piperidin-1-yl]-1,3-thiazole-5-carboxaldehyde](data:image/png;base64,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)
PN: 8H15-3-09
CAS: 1000339-88-7
Molecule Weight: 264.27
Formula: C10H11F3N2OS
PN: 8H57-1-20
CAS: 342405-23-6
Molecule Weight: 234.27
Formula: C11H10N2O2S
Melting Point: 146-151 ℃
TSCA: Not listed on TSCA inventory