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)
| Product Number | 3830-3-73 |
| Synonyms | 1-[3-(Trifluoromethyl)phenyl]ethylamine; 3-(1-Aminoethyl)benzotrifluoride |
| Purity | 98 % |
| CAS | 59382-36-4 |
| MDL Number | MFCD04038877 |
| Molecular Formula | C9H10F3N |
| Molecular Weight | 189.181 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 5 g | 150 | In Stock | |
| 25 g | 375 | In Stock | |
| 100 g | 1250 | In Stock | |
| Bulk | Contact for Price | In Stock |
Boiling Point: 69-71 ℃ @ 4.5 mmHg
DOT/IATA/IMDG: UN NA199 - HC 3 - PG III
Flash Point: 72 ℃
Hazard Statement: H227-H315-H319-H335
TSCA: Not listed on TSCA inventory