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Mike Tomlin News

    Prediction markets for Mike Tomlin

    NFL Coach Survivor - 18 Remain

    Nov 8, 2:11 AMApr 2, 3:59 AM
    1833241

    OptionProbability

    Dan Campbell - Detroit Lions (2021)

    Matt LaFleur - Green Bay Packers (2019)

    Kyle Shanahan - San Francisco 49ers (2017)

    Sean McDermott - Buffalo Bills (2017)

    Zac Taylor - Cincinnati Bengals (2019)

    Kevin O'Connell - Minnesota Vikings (2022)

    Mike Tomlin - Pittsburgh Steelers (2007)

    John Harbaugh - Baltimore Ravens (2008)

    Sean McVay - Los Angeles Rams (2017)

    Nick Sirianni - Philadelphia Eagles (2021)

    Mike McDaniel - Miami Dolphins (2022)

    DeMarco Ryans - Houston Texans (2023)

    Sean Payton - Denver Broncos (2023)

    Kevin Stefanski - Cleveland Browns (2020)

    Todd Bowles - Tampa Bay Buccaneers (2022)

    Brian Daboll - New York Giants (2022)

    Jonathan Gannon - Arizona Cardinals (2023)

    Andy Reid - Kansas City Chiefs (2013)

    Shane Steichan - Indianapolis Colts (2023)

    B̶̶i̶̶l̶̶l̶̶ B̶̶e̶̶l̶̶i̶̶c̶̶h̶̶i̶̶c̶̶k̶̶ -̶̶ N̶̶e̶̶w̶̶ E̶̶n̶̶g̶̶l̶̶a̶̶n̶̶d̶̶ P̶̶a̶̶t̶̶r̶̶i̶̶o̶̶t̶̶s̶̶ (̶̶2̶̶0̶̶0̶̶0̶̶)̶̶ -̶ F̶i̶r̶e̶d̶ (̶1̶/1̶1̶/2̶0̶2̶3̶)̶

    M̶i̶k̶e̶ ̶M̶c̶C̶a̶r̶t̶h̶y̶ ̶-̶ ̶D̶a̶l̶l̶a̶s̶ ̶C̶o̶w̶b̶o̶y̶s̶ ̶(̶2̶0̶2̶0̶)̶ ̶-̶ ̶L̶e̶t̶ ̶G̶o̶ ̶1̶/̶1̶3̶/̶2̶0̶2̶5̶

    B̶r̶a̶n̶d̶o̶n̶ S̶t̶a̶l̶e̶y̶ -̶ L̶o̶s̶ A̶n̶g̶e̶l̶e̶s̶ C̶h̶a̶r̶g̶e̶r̶s̶ (̶2̶0̶2̶1̶)̶ -̶ F̶i̶r̶e̶d̶ (̶̶12/1̶5̶/2̶̶0̶̶2̶̶3̶̶)̶̶

    A̶r̶t̶h̶u̶r̶ S̶m̶i̶t̶h̶ -̶ A̶t̶l̶a̶n̶t̶a̶ F̶a̶l̶c̶o̶n̶s̶ (̶2̶0̶2̶1̶)̶ -̶ F̶i̶r̶e̶d̶ (̶1̶/8̶/2̶0̶2̶3̶)̶

    R̶o̶b̶e̶r̶t̶ ̶S̶a̶l̶e̶h̶ ̶-̶ ̶N̶e̶w̶ ̶Y̶o̶r̶k̶ ̶J̶e̶t̶s̶ ̶(̶2̶0̶2̶1̶)̶ ̶-̶ ̶F̶i̶r̶e̶d̶ ̶(̶1̶0̶/̶7̶/̶2̶0̶2̶4̶)̶

    M̶a̶t̶t̶ ̶E̶b̶e̶r̶f̶l̶u̶s̶ ̶-̶ ̶C̶h̶i̶c̶a̶g̶o̶ ̶B̶e̶a̶r̶s̶ ̶(̶2̶0̶2̶2̶)̶ ̶-̶ ̶F̶i̶r̶e̶d̶ ̶(̶1̶1̶/̶2̶9̶/̶2̶0̶2̶4̶)̶

    D̶̶̶e̶̶̶n̶̶̶n̶̶̶i̶̶̶s̶̶̶ ̶̶̶A̶̶̶l̶̶̶l̶̶̶e̶̶̶n̶̶̶ ̶̶̶-̶̶̶ ̶̶̶N̶̶̶e̶̶̶w̶̶̶ ̶̶̶O̶̶̶r̶̶̶l̶̶̶e̶̶̶a̶̶̶n̶̶̶s̶̶̶ ̶̶̶S̶̶̶a̶̶̶i̶̶̶n̶̶̶t̶̶̶s̶̶̶ ̶̶̶(̶̶̶2̶̶̶0̶̶̶2̶̶̶2̶̶̶)̶̶̶ ̶-̶ ̶F̶i̶r̶e̶d̶ ̶1̶1̶/̶4̶/̶2̶0̶2̶4̶

    D̶o̶u̶g̶ ̶P̶e̶d̶e̶r̶s̶o̶n̶ ̶-̶ ̶J̶a̶c̶k̶s̶o̶n̶v̶i̶l̶l̶e̶ ̶J̶a̶g̶u̶a̶r̶s̶ ̶(̶2̶0̶2̶2̶)̶ ̶-̶ ̶F̶i̶r̶e̶d̶ ̶(̶1̶/̶6̶/̶2̶0̶2̶5̶)̶

    F̶r̶a̶n̶k̶ R̶e̶i̶c̶h̶ -̶ C̶a̶r̶o̶l̶i̶n̶a̶ P̶a̶n̶t̶h̶e̶r̶s̶ (̶2̶0̶2̶3̶)̶ -̶ F̶i̶r̶e̶d̶ (̶N̶o̶v̶ 2̶3̶r̶d̶, 2̶0̶2̶3̶)̶

    A̶n̶t̶o̶n̶i̶o̶ ̶P̶i̶e̶r̶c̶e̶ ̶-̶ ̶L̶a̶s̶ ̶V̶e̶g̶a̶s̶ ̶R̶a̶i̶d̶e̶r̶s̶ ̶(̶2̶0̶2̶3̶)̶ ̶-̶ ̶F̶i̶r̶e̶d̶ ̶(̶1̶/̶7̶/̶2̶0̶2̶5̶)̶

    P̶e̶t̶e̶ C̶a̶r̶r̶o̶l̶l̶ -̶ S̶e̶a̶t̶t̶l̶e̶ S̶e̶a̶h̶a̶w̶k̶s̶ (̶2̶0̶1̶0̶) -̶ F̶i̶r̶e̶d̶ (̶1̶/1̶0̶/2̶0̶2̶3̶)̶

    M̶i̶k̶e̶ V̶r̶a̶b̶e̶l̶ -̶ T̶e̶n̶n̶e̶s̶s̶e̶e̶ T̶i̶t̶a̶n̶s̶ (̶2̶0̶̶1̶̶8̶̶)̶ F̶i̶r̶e̶d̶ (̶1̶/9̶/2̶0̶2̶3̶)

    R̶o̶n̶ R̶i̶v̶e̶r̶a̶ -̶ W̶a̶s̶h̶i̶n̶g̶t̶o̶n̶ C̶o̶m̶m̶a̶n̶d̶e̶r̶s̶ (̶2̶0̶2̶0̶)̶ -̶ F̶i̶r̶e̶d̶ (̶1̶/8̶/2̶0̶2̶3̶)̶

    15

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    6

    5

    5

    5

    4

    4

    4

    4

    4

    4

    4

    3

    3

    3

    3

    2

    2

    1

    1

    1

    1

    1

    1

    1

    1

    1

    1

    0

    0

    0

    OptionVotes

    NO

    YES

    9950

    101

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