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").appendTo(i),n=$("").attr("id","myinlinewbbtimelineplayersearcher").prop("autocomplete","off").prop("type","text").appendTo(A),B=(this.disable=function(){n.prop("disabled",!0)},this.enable=function(){n.prop("disabled",!1)},$("").css({position:"absolute",top:n.offset().top+n.outerHeight(!0)+"px",left:n.offset().left+"px","z-index":9999999,"font-family":"Arial, sans-serif"}).appendTo(A)),R=new UTIL.view.ReactiveInput("myinlinewbbtimelineplayersearcher",I);UTIL.view.reset_click(s,function(){B.empty().hide(),R.reactivate(),s.hide(),c.show()}),R.activate(function(A){var I,E,e;c.hide(),s.show(),B.css("left",n.offset().left+"px"),B.empty().show(),0!==(A=A.trim()).length&&(I=A.split(" "),E={},e=0,Object.keys(w).forEach(function(A){E[A]=w[A].filter(function(A){var i=A.Name.toLowerCase();return I.filter(function(A){return 0<=i.indexOf(A.toLowerCase())}).length===I.length}),0There are no matching players.
Top player candidates are determined based on the criteria described during selection for the W25.
By default, players are shown who have:
The recipients of the season-long Community Assist Award in 2017 was the New York Liberty, and in 2020 it was All Players, so players are included as best possible based on that awarding. This likely does not match up with how the league determined eligibility.
At the top of the screen you can modify the effective date to check for players (to list candidates during past seasons), the number of seasons played to require, the number of matching criteria to require, or the limit on the rankings among career leaders.