2020 United States Presidential Election

{{Infobox election
 * election_name    = 2020 United States Presidential Election
 * country          = United States of America
 * flag_year        =
 * flag_image       =
 * type             = Presidential
 * vote_type        = Popular
 * ongoing          = no
 * party_colour     =
 * party_name       =
 * alliance_name    =
 * previous_election = 2016 United States presidential election
 * previous_year    = 2016
 * outgoing_members =
 * election_date    =
 * elected_members  =
 * next_election    = 2024 United States presidential election
 * next_year        = 2024
 * votes_for_election= All 538 electoral votes of the Electoral College
 * needed_votes     = 270 electoral


 * image1           = 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
 * image1_size      = 160x180px
 * candidate1       = [[Pete Buttigieg}
 * party1           = Democratic Party (US)


 * home_state1      = Indiana
 * running_mate1    = Kamala Harris
 * electoral_vote1  = 279
 * states_carried1  = 23 + DC
 * districts_won1   = NE-2


 * popular_vote1    = 80,596,044
 * percentage1      = 50.6%


 * image2           = https://upload.wikimedia.org/wikipedia/commons/thumb/5/56/Donald_Trump_official_portrait.jpg/473px-Donald_Trump_official_portrait.jpg
 * image2_size      = 160x180px
 * candidate2       = Donald Trump
 * party2           = Republican Party (US)


 * home_state2      = Florida
 * running_mate2    = [[Mike Pence]
 * electoral_vote2  = 259
 * states_carried2  = 27
 * districts_won2   = ME-2


 * popular_vote2    = 75,141,471
 * percentage2      = 47.2%


 * map_image        = data:image/png;base64,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
 * map_size         = 270px
 * map_caption      = Presidential election results map

}}
 * title            = President
 * before_election  = Donald Trump
 * before_party     = Republican Party (US)
 * after_election   = Pete Buttigieg
 * after_party      = Democratic Party (US)