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Substituted phenethylamines (or simply phenethylamines) are a chemical class of organic compounds that are based upon the phenethylamine structure; [note 1] the class is composed of all the derivative compounds of phenethylamine which can be formed by replacing, or substituting, one or more hydrogen atoms in the phenethylamine core structure with substituents.
2,4,5-Trimethoxyphenethylamine (2,4,5-TMPEA or TMPEA-2), also known as 2C-O or 2C-OMe, or is a phenethylamine of the 2C family and was first synthesized by Jansen in 1931. [1] It is a positional isomer of the drug mescaline (3,4,5-tri methoxy ).
2C-O-4 (4-isopropoxy-2,5-dimethoxyphenethylamine) is a phenethylamine of the 2C family. It is also a positional isomer of isoproscaline and was probably first synthesized by Alexander Shulgin . It produces hallucinogenic , psychedelic , and entheogenic effects. [ 1 ]
2C-D (2,5-dimethoxy-4-methylphenethylamine or 2C-M) is a psychedelic drug of the 2C family that is sometimes used as an entheogen. It was first synthesized in 1970 by a team from the Texas Research Institute of Mental Sciences, [ 1 ] and its activity was subsequently investigated in humans by Alexander Shulgin .
Unlike many other phenethylamines, 2C drugs, including 2C-C, 2C-D, 2C-E, 2C-I, and 2C-T-2 among others, are inactive as monoamine releasing agents and reuptake inhibitors. [ 6 ] [ 11 ] [ 8 ] [ 7 ] [ 10 ] Most of the 2C drugs are agonists of the rat and mouse trace amine-associated receptor 1 (TAAR1).
2,5-Dimethoxy-4-methylamphetamine (DOM), also known as STP (standing for "Serenity, Tranquility, and Peace" and/or other phrases), is a psychedelic drug of the phenethylamine, amphetamine, and DOx families.
2C-T-2 is a psychedelic and entactogenic phenethylamine of the 2C family. [1] It was first synthesized in 1981 by Alexander Shulgin, and rated by him as one of the "magical half-dozen" most important psychedelic phenethylamine compounds. [2] [3] The drug has structural and pharmacodynamic properties similar to those of 2C-T-7 ("Blue Mystic").
This article lists mathematical properties and laws of sets, involving the set-theoretic operations of union, intersection, and complementation and the relations of set equality and set inclusion.