Pro Football: 2027 Champion
$48.6m Vol.
Mar 31, 2027
Los Angeles Rams 17%
Buffalo Bills 9%
Baltimore Ravens 7%
Seattle Seahawks 7%
Los Angeles Rams
$813k Vol.
1%
Buffalo Bills
$700k Vol.
Seattle Seahawks
$881k Vol.
Baltimore Ravens
$1.2m Vol.
Kansas City Chiefs
$1.3m Vol.
Dallas Cowboys
$1.2m Vol.
Denver Broncos
$1.3m Vol.
San Francisco 49ers
$1.1m Vol.
Philadelphia Eagles
$1.2m Vol.
Chicago Bears
$1.2m Vol.
Detroit Lions
$1.3m Vol.
Houston Texans
$2.0m Vol.
Cincinnati Bengals
$1.3m Vol.
Los Angeles Chargers
$5.0m Vol.
New England Patriots
$662k Vol.
Green Bay Packers
$1.3m Vol.
Minnesota Vikings
$1.1m Vol.
Jacksonville Jaguars
$1.3m Vol.
New York Giants
$960k Vol.
New Orleans Saints
$1.6m Vol.
New York Jets
$2.0m Vol.
Pittsburgh Steelers
$1.2m Vol.
Tampa Bay Buccaneers
$4.0m Vol.
Tennessee Titans
$1.4m Vol.
Washington Commanders
$1.0m Vol.
Arizona Cardinals
$1.2m Vol.
Cleveland Browns
$1.3m Vol.
Indianapolis Colts
$1.3m Vol.
Carolina Panthers
$3.8m Vol.
Miami Dolphins
$1.4m Vol.
Atlanta Falcons
$1.1m Vol.
Las Vegas Raiders
$1.4m Vol.
Rules
This market will resolve according to the team that wins the 2027 NFL league championship. If at any point it becomes impossible for a listed team to win the 2027 NFL league championship per the rules of the NFL (e.g., they are eliminated in the playoffs), the corresponding market will resolve to “No”. If the 2027 NFL league championship game is cancelled, postponed after March 31, 2027 ET, or there is otherwise no winner declared within that timeframe, this market will resolve to “Other”. The primary resolution source will be official information from NFL (https://www.nfl.com/); however, a consensus of credible reporting may also be used.
Created At:Feb 9, 2026, 12:41 AM UTC
'%20/%3e%3cdefs%3e%3clinearGradient%20id='paint0_linear_2871_1460'%20x1='6.43402'%20y1='18.286'%20x2='17.4472'%20y2='5.89318'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20offset='0.08'%20stop-color='%239945FF'%20/%3e%3cstop%20offset='0.3'%20stop-color='%238752F3'%20/%3e%3cstop%20offset='0.5'%20stop-color='%235497D5'%20/%3e%3cstop%20offset='0.6'%20stop-color='%2343B4CA'%20/%3e%3cstop%20offset='0.72'%20stop-color='%2328E0B9'%20/%3e%3cstop%20offset='0.97'%20stop-color='%2319FB9B'%20/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e)
%20--%3e%3csvg%20version='1.1'%20id='Layer_1'%20xmlns='http://www.w3.org/2000/svg'%20xmlns:xlink='http://www.w3.org/1999/xlink'%20x='0px'%20y='0px'%20viewBox='0%200%202496%202496'%20style='enable-background:new%200%200%202496%202496;'%20xml:space='preserve'%3e%3cg%3e%3cpath%20style='fill-rule:evenodd;clip-rule:evenodd;fill:%23F0B90B;'%20d='M1248,0c689.3,0,1248,558.7,1248,1248s-558.7,1248-1248,1248%20S0,1937.3,0,1248S558.7,0,1248,0L1248,0z'/%3e%3cpath%20style='fill:%23FFFFFF;'%20d='M685.9,1248l0.9,330l280.4,165v193.2l-444.5-260.7v-524L685.9,1248L685.9,1248z%20M685.9,918v192.3%20l-163.3-96.6V821.4l163.3-96.6l164.1,96.6L685.9,918L685.9,918z%20M1084.3,821.4l163.3-96.6l164.1,96.6L1247.6,918L1084.3,821.4%20L1084.3,821.4z'/%3e%3cpath%20style='fill:%23FFFFFF;'%20d='M803.9,1509.6v-193.2l163.3,96.6v192.3L803.9,1509.6L803.9,1509.6z%20M1084.3,1812.2l163.3,96.6%20l164.1-96.6v192.3l-164.1,96.6l-163.3-96.6V1812.2L1084.3,1812.2z%20M1645.9,821.4l163.3-96.6l164.1,96.6v192.3l-164.1,96.6V918%20L1645.9,821.4L1645.9,821.4L1645.9,821.4z%20M1809.2,1578l0.9-330l163.3-96.6v524l-444.5,260.7v-193.2L1809.2,1578L1809.2,1578%20L1809.2,1578z'/%3e%3cpolygon%20style='fill:%23FFFFFF;'%20points='1692.1,1509.6%201528.8,1605.3%201528.8,1413%201692.1,1316.4%201692.1,1509.6%20'/%3e%3cpath%20style='fill:%23FFFFFF;'%20d='M1692.1,986.4l0.9,193.2l-281.2,165v330.8l-163.3,95.7l-163.3-95.7v-330.8l-281.2-165V986.4%20L968,889.8l279.5,165.8l281.2-165.8l164.1,96.6H1692.1L1692.1,986.4z%20M803.9,656.5l443.7-261.6l444.5,261.6l-163.3,96.6%20l-281.2-165.8L967.2,753.1L803.9,656.5L803.9,656.5z'/%3e%3c/g%3e%3c/svg%3e)
'%3e%3cpath%20d='m15.1233%2011h41.589v44h-41.589z'%20fill='%23fff'/%3e%3cpath%20clip-rule='evenodd'%20d='m15.3328%205.8143c5.6735-3.79091%2012.3437-5.8143%2019.1671-5.8143h.2005c4.5175.0131448%208.9881.915943%2013.1566%202.65685%204.1685%201.7409%207.9533%204.28582%2011.1383%207.48945%203.185%203.2036%205.7079%207.0032%207.4244%2011.1818%201.7166%204.1786%202.5933%208.6544%202.5802%2013.1719%200%206.8234-2.0234%2013.4937-5.8143%2019.1672s-9.1791%2010.0954-15.4831%2012.7066c-6.3041%202.6112-13.2408%203.2945-19.9332%201.9633-6.6923-1.3312-12.8396-4.617-17.6645-9.4419-4.82489-4.8249-8.11069-10.9722-9.441878-17.6646-1.331187-6.6923-.6479738-13.6291%201.963248-19.9332%202.61121-6.304%207.03316-11.6922%2012.70663-15.4831zm3.3686%2015.1857h30.6246c.4513%200%20.884.1844%201.2031.5126.319.3282.4983.7733.4983%201.2374v24.5c0%20.4641-.1793.9093-.4983%201.2374-.3191.3282-.7518.5126-1.2031.5126h-30.6246c-.4513%200-.884-.1844-1.2031-.5126-.319-.3281-.4983-.7733-.4983-1.2374v-24.5c0-.4641.1793-.9092.4983-1.2374.3191-.3282.7518-.5126%201.2031-.5126zm25.3141%2020.7877c.9572-.9846%202.2555-1.5377%203.6092-1.5377v-10.5c-1.3537%200-2.652-.5531-3.6092-1.5377s-1.495-2.3199-1.495-3.7123h-17.0137c0%201.3924-.5377%202.7277-1.4949%203.7123s-2.2555%201.5377-3.6092%201.5377v10.5c1.3537%200%202.652.5531%203.6092%201.5377s1.4949%202.3199%201.4949%203.7123h17.0137c0-1.3924.5378-2.7277%201.495-3.7123zm-16.8073-6.7877c0-3.8605%203.0523-7%206.8055-7s6.8055%203.1395%206.8055%207-3.0523%207-6.8055%207-6.8055-3.1395-6.8055-7zm3.4028%200c0%201.9303%201.5261%203.5%203.4027%203.5s3.4027-1.5697%203.4027-3.5c0-1.9302-1.5261-3.5-3.4027-3.5s-3.4027%201.5698-3.4027%203.5z'%20fill='%2375ee4a'%20fill-rule='evenodd'/%3e%3c/g%3e%3c/svg%3e)
'%3e%3cpath%20d='M30.6602%2027.26V24.7627H33.5926V21.5654H36.2223V24.7627H39.1737V27.26H36.2223V30.4573H33.5926V27.26H30.6602Z'%20fill='%239284C7'/%3e%3c/g%3e%3cg%20filter='url(%23filter1_d_238_8757)'%3e%3cpath%20d='M18.9414%2028.6412C18.9414%2027.1655%2019.6792%2026.0304%2020.7955%2025.3871C19.9441%2024.8763%2019.3387%2023.8736%2019.3387%2022.6628C19.3387%2020.3547%2021.0603%2018.7466%2024.163%2018.7466C27.2657%2018.7466%2029.0063%2020.3169%2029.0063%2022.6628C29.0063%2023.8736%2028.4009%2024.8763%2027.5117%2025.406C28.7036%2026.0114%2029.4225%2027.1655%2029.4225%2028.6412C29.4225%2031.2142%2027.4171%2032.8601%2024.1819%2032.8601C20.9468%2032.8601%2018.9414%2031.252%2018.9414%2028.6412ZM24.163%2024.8952C25.2036%2024.8952%2025.8657%2024.3277%2025.8657%2023.3817C25.8657%2022.5114%2025.1847%2021.906%2024.1441%2021.906C23.1414%2021.906%2022.4792%2022.5114%2022.4792%2023.3817C22.4792%2024.3087%2023.1414%2024.8952%2024.163%2024.8952ZM22.0819%2028.6979C22.0819%2029.7952%2022.9333%2030.4385%2024.163%2030.4385C25.3928%2030.4385%2026.263%2029.8142%2026.263%2028.6979C26.263%2027.506%2025.4495%2026.825%2024.1441%2026.825C22.8576%2026.825%2022.0819%2027.506%2022.0819%2028.6979Z'%20fill='%239284C7'/%3e%3c/g%3e%3cg%20filter='url(%23filter2_d_238_8757)'%3e%3cpath%20d='M12.1963%2024.4981L10.418%2022.3602C11.4963%2021.49%2012.9909%2020.0711%2013.8612%2018.9927H17.2666V32.6143H14.2018V22.7197C13.672%2023.344%2012.9342%2023.9873%2012.1963%2024.4981Z'%20fill='%239284C7'/%3e%3c/g%3e%3cpath%20fill-rule='evenodd'%20clip-rule='evenodd'%20d='M25%2045.452C35.8218%2045.452%2044.5946%2036.6792%2044.5946%2025.8574C44.5946%2015.0356%2035.8218%206.26283%2025%206.26283C14.1782%206.26283%205.40541%2015.0356%205.40541%2025.8574C5.40541%2036.6792%2014.1782%2045.452%2025%2045.452ZM25%2050.8574C38.8071%2050.8574%2050%2039.6645%2050%2025.8574C50%2012.0503%2038.8071%200.857422%2025%200.857422C11.1929%200.857422%200%2012.0503%200%2025.8574C0%2039.6645%2011.1929%2050.8574%2025%2050.8574Z'%20fill='%239284C7'/%3e%3cdefs%3e%3cfilter%20id='filter0_d_238_8757'%20x='30.6602'%20y='21.5654'%20width='8.51172'%20height='10.2434'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='1.35135'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200.0352941%200%200%200%200%200.0470588%200%200%200%200%200.113725%200%200%200%200.25%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_238_8757'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_238_8757'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter1_d_238_8757'%20x='18.9414'%20y='18.7466'%20width='10.4805'%20height='15.4646'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='1.35135'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200.0352941%200%200%200%200%200.0470588%200%200%200%200%200.113725%200%200%200%200.25%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_238_8757'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_238_8757'%20result='shape'/%3e%3c/filter%3e%3cfilter%20id='filter2_d_238_8757'%20x='10.418'%20y='18.9927'%20width='6.84766'%20height='14.9729'%20filterUnits='userSpaceOnUse'%20color-interpolation-filters='sRGB'%3e%3cfeFlood%20flood-opacity='0'%20result='BackgroundImageFix'/%3e%3cfeColorMatrix%20in='SourceAlpha'%20type='matrix'%20values='0%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%200%20127%200'%20result='hardAlpha'/%3e%3cfeOffset%20dy='1.35135'/%3e%3cfeComposite%20in2='hardAlpha'%20operator='out'/%3e%3cfeColorMatrix%20type='matrix'%20values='0%200%200%200%200.0352941%200%200%200%200%200.0470588%200%200%200%200%200.113725%200%200%200%200.25%200'/%3e%3cfeBlend%20mode='normal'%20in2='BackgroundImageFix'%20result='effect1_dropShadow_238_8757'/%3e%3cfeBlend%20mode='normal'%20in='SourceGraphic'%20in2='effect1_dropShadow_238_8757'%20result='shape'/%3e%3c/filter%3e%3c/defs%3e%3c/svg%3e)
