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{\bf J\'anos Bar\'at, Gwena\"el  Joret and David R. Wood}
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{\bf Disproof of the List Hadwiger Conjecture}
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The List Hadwiger Conjecture asserts that every $K_t$-minor-free graph
is $t$-choosable. We disprove this conjecture by constructing a
$K_{3t+2}$-minor-free graph that is not $4t$-choosable for every integer $t\geq 1$.

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