![2-[2-(Trifluoromethyl)-1,3-thiazol-4-yl]acetonitrile](data:image/png;base64,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)
| Product Number | 7H37-3-03 |
| Synonyms | [2-(Trifluoromethyl)thiazol-4-yl]acetonitrile |
| Purity | 96 % |
| CAS | 1427195-13-8 |
| MDL Number | MFCD24368662 |
| Molecular Formula | C6H3F3N2S |
| Molecular Weight | 192.16 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 7H37-3-03
CAS: 1427195-13-8
Molecule Weight: 192.16
Formula: C6H3F3N2S
PN: 7H70-3-21
CAS: 2149601-68-1
Molecule Weight: 149.16
Formula: C5H5F2NS
![2-[2-(Trifluoromethyl)-1,3-thiazol-4-yl]acetic acid](data:image/png;base64,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)
PN: 8H21-3-11
CAS: 1082267-60-4
Molecule Weight: 211.16
Formula: C6H4F3NO2S
TSCA: Not listed on TSCA inventory