https://ballotpedia.org /List_of_registered_2020 _presidential _candidates
1192 rows · Candidates who have filed for the 2020 presidential election; Candidate Party; Aaron Avouris : Libertarian Party: Aaron Fraser: Democratic Party: Abram Loeb: Independent: Adam E . Haas: Independent: Adam Kokesh : Libertarian Party: Adam Nicholas Paul: Independent: Adam Seaman: Nonpartisan: Adrian J . Cox: Democratic Party: Adrienne Howard: Democratic …
https://www.voanews.com /2020 -usa-votes/who-declares-winner-us -presidential -election
Nov 03, 2020 · Many people assume the winner of the U.S . presidential contest is determined once the media calls the race and the losing candidate delivers a concession speech. But the truth is that formally ...
https://en.wikipedia.org /wiki/United_States _presidential _election ,_2020
Article Two of the United States Constitution states that for a person to serve as president, the individual must be a natural-born citizen of the United States, at least 35 years old and a United States resident for at least 14 years. Candidates for the presidency typically seek the nomination of one of the various political parties of the United States, in which case each party develops a method (such as a primary election) to choose the candidate the party deems best suited to run for the pos…
https://www.cnn.com /election /2020 /candidates
Who are the 2020 presidential candidates? Here’s who’s running in the U.S . election , who’s leading in the polls, the issues they face, and more
https://ballotpedia.org /Presidential _election ,_2020
https://abcnews.go.com /Elections /2020 -us -presidential -election -results-live-map
View live updates on electoral votes by state for presidential candidates Joe Biden and Donald Trump on ABC News. Senate, House, and Governor Election results also available at ABCNews.com
https://www.thoughtco.com/2020 -presidential -candidates-list-and-bios-4154063
https://www.the-sun.com/news/1739127/voter-turnout-presidential -election -2020
2 days ago · At the beginning of election day on November 3, 2020 , around 100 million Americans (99,657,079, according to the US Elections Project) had already cast a ballot using early voting. This equates to nearly three-quarters of the entire turnout seen in the 2016 election - and represents around 40 percent of the overall eligible US voting population.
Related searches for us 2020 presidential election related people 2020 United States presidential election The 2020 United States presidential election was the 59th quadrennial presidential election, held on Tuesday, November 3, 2020. Voters selected presidential electors who in turn will vote on December 14, 2020, to either elect a new president and vice president or reelect the incumbents Donald Trump and Mike Pence, respectively. The series of presidential primary elections and caucuses were held from February to August 2020. This nominating process is an indirect election, where voters cast ballots selecting a slate of delegates to a political party's nominating convention, who then elect their parties' nominees for president and vice president. The major two-party candidates are Republican incumbent president Donald Trump and Democratic former vice president Joe Biden. The 2020 Senate elections and the 2020 House elections, along with various other local elections, are being held concurrently with the presidential election.
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WP+0dZXUOs6gs6hZPtKzlgOGDZ5/U/jWlJG8S72idPQ4IqH4geJrXxv4RvrGY7de8ORslypHzXVsSCsy+u1hhh2LA9DXy2a4WcMxoY6C0TUZeSvo/TW33H0WQYyNCtWw8/hrU5Q/wC3rXj+Kt8zyTS/l1K1ZvuidN2OO4r3X4YmMaDrcVsjM8BtblUHVmDOP8K8JsZICAxY/K4PA9DXvvwJ8t9W1a3jct5+m7gpT+7Iv/xVcvGsbRhN9n+DTPUyr95wrmdLt7OX/ky/yPmL9rLRpPDn7RXiJAhjW7mjvk/3Z4kk/mxrB0F5ddmt9EjP77UZo7VMesjhP/Zq9Y/4KEacf+FjeGdcI+XVvDccbsf4pLeWSI5/4Dsrz/8AZN0ptW+PmgQypui0+SW/l9hDGzL/AOP7K+iwOJUsgo4x7xhr6wVn+KPhaNZ04s+q/idcxaX4auLa3RBDHCtvGnoo6Y+irXz9YjzdQhyuQ8wZh685r2n4tl5fDPnOf+Pq8ZVx1AWNv/iv0rxJW8l1mU8xkMK+f4TpXwte3xPT8H+p9JhbYfLcDVkvddScn58rhH8l+LPoH4Z65b+DvgfrHjOTy2/sdbq4gVzgPckrHAv/AH2V/Kvja6uJ7q7murmZp55pDJLI5yZHJJZj7kkmvZviP4mkk/Zcs9GtpsfbfFUhu1B5MccIkRT7bpM/8BrxdelepwrgXQhXrz+KUmvlHb8bnFxVJTzzFTT0c216PVfgaWiyHzNo6GtjxgRJ4Jkcrn7NIsjtjlV5H9RXP6a2JN7HZGvBbP6VeXxUY9UtrHT9Pj1SaS5jXyGj81JsOp2BP484xX1UnZNnzfK3JWPoP4N/CXUtL+BRgFm8Wsa80d9qkvlFvs8YG+GF8DIAXGQejMfSvKfj5pN3pesbklGbciCR4ydrgjcpBPXuK+4dT1G50vRktDPi6kBf7LGcCEtzukI+8+DjHQV4P8VvAEOr3GoadOR5jWMrWX+2zLujP/AWU8e5r8tyPieqsZOWJ+Gbb9H/AJJJL0Pr8lwVDNsNPCUoqOIguZO/xrm1TXdJqzXRHyrpFxcyXmxrmTGfWt63DQXAlErsVPQmud0jct+Qwwe/sa6Bj71+k15NS0Z41K3Kbq+J5goXyBwPWiud3e9FYXfc1PvC6ldV2oB8zYJHtVix1SfT7hFI+WUYZD2HrWZql9b2M/72VdiLk+59KNPEt3H9rkO0TH90O5r8H5Hy3a0Pm7tPQ6m81XT7a3ElxE9yWGUhT+L6n0rzz46TXuoabpd1dWi2sbPKsECjgLgc16B4d00GZTKgaGMbnZ+Tn0Fcn+0N9qfS9NuZfLUNcMEQD7q7eBTw7UasbH23AMn/AKx4Z+cv/SWfMsumaXcagsfMDecF4/3qd+0toj2Xwp8L3kNwWt5tWvElQ9BIEj2k/wDAc1ptd7NUfdFGWWckZHo1bf7T0S337LsE4EatpvihDhfvYlhIP6iv1zM60o5jgJ9G2vvVv1PQjG2RY+mt41Kd/S8l+Z4v8L9U0XS/ElvPfXG2C3cO7Fcl/UD0r7r+GFp4V1nwXYa1YKk0N5CJIn24LA98V+btqLKO4DXmWXP+qU8tX1l4E+O3hXw54fstLkt5YVtYUQRIhO0Begr6StC7TsfJ0pbo9W+MaWNppLNHbKgx6V8hfFzVZtI8fSXunah5F8EWaPa3VXXBBzwwOCCDwc16z8Xfj9oGv+H3s9N0+6aU8AsuK8nj03SviJok89/DLbXumyrEtxGdpKMCdpzwQCD+ZrCXLTTlUXu7M2VJ15KEH726GRuzTE213DcRY/dTqCokUjqV7fSvff2V9dhu/Gtvp0syhryxkiUeX/rJF2sVyTkfcJ75xXzx/wAI3J4dsfJtb+a5i3ZUSKAU9eR2rsfgHrc+mfFTw7JMcKNThw/+8dh+nDGvn+IsJHH5dLkd3FP8j6jKMR7GWJwdSPLGvBpdlJaxXXrp31O5/wCCiWheR8NPBeqMPntNb1GxY+iOqSqP/HWrhP2G9GQ+MvFXiHtZaXHapxxunk3H8dsJ/OvZ/wDgpDCF/Zr0W7fg/wDCZ/L7g2soP/oNZX7IPhwWH7M9rqzqPP8AEms3dwp7tDFsgj/Dckv514mDzFU+CnCT1lLlXzk2/wALnwtRNLQ0/i3p1xF4K0O+WUiGSSVZ0GDscnKn8VGPwr571SO4tbya3eZj5bkYbHI7H8q+uvE2kjWPhnqFgibpbeMSxDHRlAIx/wB8kfjXzB4808NJFeqqNvHlyBh1xyDn17fhWHB2OtWnQfV/8Ffqj9EwlOGP4RjKC9/Cyd/OM3e/3/gmchq1lJ/wikzJdzSxyXHmyRNwsDqpHGPUHqfp2rhbrVIYMiMeYynr0X869J03Za3DJMC9jcjy7iM84HqPp/LNafg/4e+G9HujcTwC+n3lke4AKID02p06Y5OTX3UcSsJOcKmt9V+q+R5WMwVPMcLQxNCycVyTXmvhfd8yv81bZI838M+FvFPjGaLyofslgx4nlUpEAe6jq5Pr+or6J+C/w88P+DVjuoIRdakw+a9mXc/0Tso+lV7Xy3ljAAXYO39K6nw2/lOMMzDOf/rV5+Lx1WurbR7G+Dyujh1e133PQNY1600HTYNRvFM73ADRxA5aT8T0HvXE+JPGMl9ZzecFF9ctutmQY8lPQemOQPr9ap/EK5thpouI9017Goj+zlui4JVgP7o5zXmEM+oveNdsxZg25iT1/CvnMh4cU67rVV7sW7edn+XfvselKWXcPZe6eFfPi60buX8kX0Xnb793pZHFeN7Wz0jxLcwOFj3t5qcY4bn+eaxZNUs1/wCWma9J+N3gqTWfh3a+MLdJFvrcuWhC5Ettwc8dGHLD/ZJ9BXhiRvI2FFffUZ0sQpSi9m0/VHxmJoVsJKMaitzJSXo9jom1izDfeorHXTLhlyAtFa+zp9zn9pU7H2ZdeNrK71SG9uNHd4QPliabAJ9+Oa0/+Fktbtu/sSMMwG0mY4A9hivBDd3W3m5mbb0y5q5b3dy8a7riRuO7k18O+CIysnV0Xk/8z7JZjwnH4ctb9Zv/ADPonTvi5dLbLGNBt9ucsTM2WFYnxI8ZTeKkhhksltVgfzFCyFu2O9eNw3Eq/wDLZvxc0i6jdCbK3MowcZDms1wLCD5o1dfR/wCZ3YHiTh7B4mGIo5dyyjs1Nu3Tqad94aZ5pJVuMl2LEcjrWt8ZltJ/2RfFFqZFW8ttSsrlVLfMyAhCR9M/rWTZ6veAjMu//eGad4kkOt+DtY0m4jUpdWTjK9dw+ZePqBXfiMrzWdWhOrJSjTknpo7Jq/5G1XMeGcVgsRhqEZ0p1rPXVc0XddXZX3PmfSWtLaZbm4czSIcrGOcn3r3Pwx8FvGninTbXWLMwwxXkSyATHDLkZ5FeSeD9MiTUY3mhDfN0IzXtGl/tDXHh7dpqwRyfZz5e4g9uO1fX1JT+wj83pxj9o0NS/Zz8T2duJJ9ZtQzDnCnFMsfA0/gHQb2K81CO5mvpUkwBwFVSOPfJNdb8KviJ4r+MOsHTtKs2tdOs8HUNSZcJCP7ik/ekPYdhyeBz33jLTfDQ059LexjkUjazyfNIfcsec14eY45xj7GW7PayzC80/bR2R86ai6TxmM8hu+a499SufD2vW+owEj7JcpNgnghXBP6A16P4y8KJokrXFncG4tWbO1j88fsfUe9ed+PESTT5WA+YRtj8qyw0oy03TPRrRkrPZrVep9f/APBSTRxqn7MdomnZY6TqP9qBV58yNUEbsfoJifwrZ+GejtpPwk8D+H2jVDp3hq1aZB/DJInmvn6s5/OrHihNP8Z/DvR9K1JZ57S50CKCSO2kCNMk8KGQFiDgnoDjj8BWhr/iDTNI8PLq+qOun6XZWI899rymALtj24UFm5wOBzX5PPFVPqVPL0m+Wcmvmkkvvv8AefGVLNC+GiFvvJP3ZoOh7kV88/F7w+1hreraSq/LBKZIPdfvL+hxXfeH/jF4b1TxBYWXh/Tte1JpLpI/tEOnEQxKxHzsxP3QDk8dj34ra/aU8PTTw23iixj+SKNYrkjsucq/4E4P1FdGE+sZbjoOrHlctr909D7jw/xtGOLqZfiHaniIuHze36pebR8nXUzKxRUyxPT/AOtXReGdQa50tYJeLi1GG/2kzwf6fhTdf0Z4NUxaxtIbklkEac57j9au6D4TvjcIwcvdTApHawjO7OOCf8K/VMVjcJUw8KjnZvVd+zNcHkebUMZiMLCm2o3UntGy1Tu9L7NdbPzNnwztuL6OIsQrnsM131nYR28SvEeT3wRz+NXPhv8ACldK0+O+8R3sjXed/kwPtSL/AGScZarHiuW3t7ny7fPlr0zXkzqJzsnobU2+XU83+KVxPaeIrO7QAP8AZ9rf7QDHg/nVzwN4esvEkwvpT5Vtu+Vj/E46qe2B6+9M8bWiatqVvJKWfygUEafxEkcEDk/1rrfh74avbezFzqW6xsAQBabSZJge5QfdUY69c8VhmefLC4P2FJ2ntft6ef5HVhslweH/AOFfNKkY0d4x3lNrpbqr9OvWyOz0j4YfbfCcktxeQW7XLiS1S7l2CVQCpyMYAYNgdsD3r4r+Kfgmfwt4/wBQ0yLi3WVntscjyyTgZ9uR+Ffc6jStUTF3f6x5jDarLCojTjjIPJHTgY4r51/aq0C7stZS6kg2+UAkj8/MWAIOfQ5OK8rhLNK0MW6Epe7K+nmfM4nNquf1cRVrRXNFc0bbqKcYuPmkmnffR9Hp4OsV0g28mitSiv0n2j7Hj+zXc9f0vwjBcwhYxdXEgHSLLH9K19L8HiS7FtZaZdzMB86Pu3L9eld94Dvrm1uW/s+0RnJwBjt+FdraWkeg28t9dyiS+vDnZ6V+U4nPsfGTj7V+Wv8AkfSrjfLI/wAPKqfzd/8A208dm8Eojsv9mS88Y2tketULrwjbwss0lndQQscK7hgCfTJr3WzjNxC08nGRnca5f4rXN1/whjR2MgKpcJvDLkd/yrlo59mDqKPtZf8AgTPQyni7BZjj6OEq5bSSnJRultd77HlraDaq2EmlQ/nVjT9JeGZpEmWSPb8ykYNYWsXUqatJ55aNgq4KEjt6V3nwz13SNKs4tX1vSYdQgiUB5Z1Jjj5ONw6ZbIAJGK+1jUzWhSo1o1uZTto15X336HvYinw5ia+LwrwbhKlfWL3tJR20W7W9zzn4UfCnWvEfi+5h8NaDeatNFIxGxMQx88FpGwoH41veHv2L/GKa1cah8QIdSitzKXW10S2a4ebJycy7dqDtwpNe4+GfiH4ftfiZJrsniUjRLrT1hXRzbKqWUgYMXQjClQAwPQ89+le+2sto+lx3kCrJFKAVKMQCCOD+te/h5yrRk1O0n+B+e4zDww84+5eJ836XHbeCfCsPhzw54VvtL0+0BCRLYyklu7OxXLMepJOa4Txxql5d27ThJo5Ix/FEykjv1FfX+qa6+lad5lubuMR7VKC5kAA9sN1P6iqdp4smnvPs5vrppDFlI2u35wpJxznPr24FccsojzuTqNv0/wCCaxzRqNlT09f+AfAHiLVJXX97Mx3cYIPNctY6ZN4h12Oxjt7loGOZmWB8Kg684/D8a/Thrx3uopZZZgwhRll89i0e44O054ANZ/ijxVf6VcPYi/1NpIUVxKl+QXyM8ja3XnOAfauungYwXxfgY1MwnNWUfxPn/wCHeqs3g+xhCtG9miweWQQYwnCgg8j5QvWu1Ad9P+1Roh+UybHGVLdDkeh4z+NYX7cFzqkmj6TrVrf3QktZpvNaNyHeJ1Rhkjltu3oegNcl8AvFWoa74O1rTn1iRr+wiZYC7jegeL5CO+MqefrX5nxFkFXC1J4mn8HNf0v/AMFmdPJaNTDOv9ZipN6xd01eVr9mtbvyMLSdB+N+p+LbzXBB4R8O3V8gikuLcy3TJFhVwiHIBwq856jNeseIPFGl+Hfh/beH9Yu/+Ei1WK0WCUDC+cSmGaUjIXJ52jnnt1rxmLxLr2o2rxte6lqEMa7pfIRmWMY6sV6DGevpXZeHfhxrF5p63niWX+wdOxvMayK97MuM8YysQOepyfYda0xGV4zGOHtaahFW2VtvN+815H1WX8L5Tl9ZVcfjI1HH7FK7u+nvdPw9Tk/C/h298R60dK0S3EsyANcSM37q1U95H7eyj5j6d69o8J+DfDfgmwaYzLcXxX97eTDBJ9EHRV9vzJrKHi/w14V0UaH4Y0yOztUJISM/MzH+JmPLMe5PNcD4k8Uahq0rAudvYZr26OChR21fd/1oe1m3EWNzFOMvcp/yr9X1/BeR1/jXxpGVa3tMHbwSR2rgLy/kvLxVLfIfvZqsuW+aRsLjnPeu18A/DjUtb2Xeoq2n2JIIDLiWVfYfwg+p59qrEYrD4On7WtKy/rY+arV4U1eT0K3g3QpLrzNRsPL327GNpShYjgZI+g7fnxxXb+EtKjjuGb7VECwHn3N1J80g9v6AYArtdH0mw0mzjtrW3iit4R0AwB7n1rH1ix8NW8aSSajPCJCVAijWQZ9OWFfnOJzP65iJu1k9j5DMqs8RUVRttLRJvZeXZeRqXMN2umpHoekQ3zbcPIkatt/Hrg9cmvN/jV4Y1vUvhzq0OtaQspt7GVoZ0kRniwC21gDnGeR6H6mu1sZNGsAv2DWbyR5AFK+XsP1DZ4x9DWZ480zGi3v2y4aV2tpfnD/eXYeeO4708LVdKrGUd00zmy/FTwuLp1YOzvZ9mno0/JrRnwClzGyg57UVjPa6i9zMLeyupEWQ4ZYiQRk4or9/9ku51ym4tqx99eGba00q3NxgF/4eOtMjmk1HVjNMPk3cbq5WPxYpjVbhDvxghOlb+hahFe48mMqo5JNfh9XD1IXlNHz1+h0ev3K2mlrGuBv4OK4HxxrItvDModVZHnCt7ck5/Sui8TXRdmU52xrwa4fxdJDJos8FzHG/71HUOOD1owlFaNo+g4VTefYRL+eP5nmvibULebX2mSQSR+WuR6cV2fgfVbuHw0qaFFFqqTRPHfaW8Sv9ojIO75T97gfd6nPHIrzvxI0K+IZWgg2LwMY46CvTfgPYQSyOlxCrW1xZGN2Hysu5uoI5BBAIPqK/RsyrrC5VhqnRcv3crPvZVIxzPNq01dRjN/dUicnHrvhqy1C31DQ9AazvUj2OCsk0WOAP3UilQR689K+sv2ZfEWr654Bv4dWvLa7ktblPJuIWySrAfK3AAYH26EV8majY67psuoabqv2kahBqFtDZRGMqskbl/M3ns2BGV7EFutfUf7N+n3Hhzw1fWWNrBUnncnne24nnvgKB+FetgrtqSd4vzueDmNanOlZLV+R3njaC7Ph2UG3IWFkZmGeOCOPzrldDgmbxTYXZjbYYnXcq/L80bdfTrXew3LX2jWryQ+alxGCQSfmYN149MVk3slvbX9oYrZYxLIiff6bmUcf99D8q9GW54aL0i77OLBGWsmUZ6cMa8P8AjF8UdN0b4iXnh/UJcXkMzMYruU+aFB+UKvH7sAEg9MEV7fp8n+j2MhXzSomGCvUDnGP89q+av2hdW8XaJ4+XT5LG+8RIIo5Y9Qt7GJlJkG5ULyHIYAgHt6VzYuUuRWPSyyFN1XzpP1uX5viv4Y8U6P8AZtZ0ODUobf8AdoImaNVx8uwlevHaum8LfEHwTo+mJbaP4bsdKRECCK0skGxR05ABPXvXhOj+JtX1PzZpdMljjSWSAi5aJjuVirAKuduCCM1owhhkrGVLckHnFeLV53eMnc950KEo80Yo2/2kfiTBPBp+paVaxrPp87LM4224uLVl+aNj3w4V16kEHA5NcR4H+Kr+JGXQ7i+l+1l5BZxKjlfIUbgDIQMsBkYx0Wsj43aBf6r4a+1WNs8i2REjqvPHTp3PNYvwQ8BeJLH4iaTretaa+n6fZyNLKkrjzZQUZQqoCSMlupxwPwrr5sLDAuVeSur2119F3PCxWI+q4xSWi0v5nrltpssymSZixA6MOldR4b8D67q0atp+lO0bf8vE/wC7i/M9fwzUv9t21taMdO02GOVeVkmy5/LpWp4H+KGp6PZzW2sWct9bs2+OSJgrxEnkAdNvt2NfEYvO6vI/qtO7/vf5L/Mitnyk7Qjp3f8Akdf4J+GVno95Ff3apqepId0YKYggb1VT95h/eP4AVN4q8Vx2OrzaXZxf2hqEZxIkbfuom7hmHUjuB+dY83xLOqadJHpPm2fnfK9w8mZoh3C4+6T69fSrGk2kNjoMTWGmhVHzSOo5kz3J6mvisVVxFeo6mLbctku3+XyPKrYmdSV27lmy/tC8xLrc3nE/dgHEaf8AAR/Wr95BFc2Mlusargbl2jGDVWGaKaRQX2tjJT0qwZdjDk4B6AVyNWd0jncrnK2dzbQ7hLGjSn7rOTiP3471ek0/+1UjWO6eaS6hMYttvqpVvwwaZLp0ia5KYYM87zJIAY4ge57E9a434p/GDRNB8L6j4b8C6t/aniC6t3iudVgTEemx/wDLQRyfxysMqNvC5znIxX0GW5dicyxEaGEi3J9eiXdvol/wxwxhJy32PXtO+Dlzb6XaxRaXp4RYEUZI7KB1xz060V8Ya9+1r4+0++bSLSG3aDTGNrFI00hZ0T5QTk9cCiv3COEUUk03bzPYdeUnds//2Q==
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+nJ/wAKp3t699dGVyVToi/3RWh4dDFpeQRxnH40GtvdNa7m+z2sk3dRhf8AePSuYIPU9a2Ncmy8cA/h+dvqen6fzrINBmN4opTRQB//2Q==
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