![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-ethanamine](data:image/png;base64,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)
| Product Number | 3H30-3-1M |
| Synonyms | 2-[6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]ethanamine |
| Purity | 95 % |
| CAS | 1215989-79-9 |
| MDL Number | MFCD14546663 |
| Molecular Formula | C10H10F3N3 |
| Molecular Weight | 229.206 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 250 mg | $ 375 | In Stock | ||
| 1 g | $ 895 | In Stock | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H30-3-1M
CAS: 1215989-79-9
Molecule Weight: 229.206
Formula: C10H10F3N3
![2-[6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetohydrazide](data:image/png;base64,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)
PN: 4H39-3-X1
CAS: 1221792-29-5
Molecule Weight: 258.204
Formula: C10H9F3N4O
![[6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetic acid](data:image/png;base64,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)
PN: 4H21-3-U8
CAS: 1221792-70-6
Molecule Weight: 244.173
Formula: C10H7F3N2O2
![2-(Chloromethyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-W8
CAS: 118000-42-3
Molecule Weight: 234.61
Formula: C9H6ClF3N2
![(6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-3-1M
CAS: 1514128-89-2
Molecule Weight: 216.163
Formula: C9H7F3N2O
![Methyl [6-(trifluoromethyl)imidazo[1,2-a]pyridin-2-yl]acetate](data:image/png;base64,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)
PN: 4H23-3-T8
CAS: 1221792-68-2
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![2-Imidazo[1,2-a]pyridin-2-ylethylamine](data:image/png;base64,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)
PN: 3H30-1-NP
CAS: 43170-96-3
Molecule Weight: 161.208
Formula: C9H11N3
Melting Point: 52-54 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory