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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAB/lBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABHR0fe3t4AKVjFxcUAOXoAYc9AQEAAYtEAbOYJCQkAGjkACBL29vYAWsAAc/YAXccAb+0AaN8Ad/0ABg0AUrAAHkAAN3UAIUcAYdAACBMAHD0AaN4AT6gASJsAdvwAGjgAFzEAZtnY2NgAXMWSkpIAKVkAbOcAN3Z2dnYAOXsAd/4ARJIABAkICAiRkZEAAgUAYtI5OTk4ODgAFjAAdfk8PDw7OzuoqKj8/PwAO34NDQ0MDAw/Pz91dXXPz89/f38AAQMAYMzAwMDZ2dkmJiYAEyoAbejo6OgqKioAESYAYM0AeP/Nzc0nJycAAQQAO3/6+vqAgIDS0tLT09Pm5ubn5+d7e3sGBgYEBARZWVnGxsZaWloFBQUxMTGbm5v////+/v6cnJwyMjL9/f339/fu7u7f39+xsbF8fHxISEgTExMAAAAAAAAx5N80AAAAPXRSTlMAHlKJveXx+QZet+sch+3rhzqv/QyZPt8IkxTT09WR48nD8UgWPOVmCqEOEPtWUFajaFJKvRbvyffDQArV1b1rLQAAAAlwSFlzAAAPYQAAD2EBqD+naQAAA9dJREFUWIWll/db00AYx69A2QWhrAIWZCOgLAH3BAd7yBTcoggOxAGuCopRRFTEWmhZZXz5L01CsXfpJW2fvj/1Sfr5PMnl7h2EqIQuKDhEHxq2ExaqDwkO0qn9jR/hEZFRYCMqMiLcVzzaECMS21ubG871tdW1defG5ta2eCV2X7QveFy8EVhZdjrsdDicS4uAMT7OG56QCNj+Wlna5bD+WQASEzT5pGT8nv/FoXfj57wNyUnqeIoJWPyhiksxJ76IKUWFT03DwvdZTd5un/02g/RUPr8fX794we12Qfg8jf08g8h/+uiVFwXC1CTP4DvPN6Sk+c7LhjTFSprxwQd+TyBMTcPM8ElY4K3fqsX63mpZ9eAF4d1b0PshIRlvPOjXE+Ov5HP0cnzitYIXhBdIpvZkIhYV3//52DOJzcg8kJkh/Rgde84Knj5B4n8+DrY5lrc8BrLM2Tny7ZxscxbwyCIwMTKM3D1BPOYZ3PFwCHn5BdQ7FuTr8eD+IGO4h3jX3WijjTk/jrtA4UHFdy4qBO4whtvDRld+MOCvgi8u8dhohJQUKwy3YJBvhMfASgtuovgQhyfkUDHu04IbiJGzXARW6PxxfQiHubz4DHgwQAkG+xEhXY7EMv39HqNQhSekFNf6KEMvIqWrsXBSgjHkKdePWsk89FCCbkSJF3XYpt9gFPmqPCFl6KLfoRNivQjCFr1/kVWgISjIwlXK0IFyQoKxSQkmFKdMGSa0M3tJ/JAh2KAE48jWFFSgjRK0opIQPb2Gq6+Qoyk4gpZmt6AJekJCsU4dImRo8oRkgNoKjagiJAxrboEVmV4E1WhwC+pRQ8gO3BnH/h4HvAiO4opb0Icd6QkuB/YEAa9BwF8h4H0Q8E706ywkcM5CIKfxknQa/coHek4+8C8jXeRkJEVOtNSBl5OlUMmJAWflgOsC0XEqU2mRcv1KlZWpdsa410F71MabdcgrY2pjmVZtVKvOpgpXda4widX54gCDCxeo6sztD0bl/qD6aLXcH3T19LE80x+odSjnX8odSktb+zlBGWyHQo6p9EgDDVcaBpo9aI8eSTpl3C6Ng8rh0aWR4+ncPlGNn0S6suNOPcEzqPInOL0ux+APLxs+fPFB8G6az+/OC29mvQievnirNi+IHbdZnFjmNAUjTwCz2sRC5JnJRs1MSrz27LDmzERcU9ufMw6OYPDG6RmvU5sYufLcuHTKwQgGu3v7pbkx1xsuhW53cj0539rUWN9X39jUeq+jU7wSY/BpcpVCnJ1jFbNzrB+zs+s5yg2V+qqanZoqfaWh3M/p3Z/4B4aL7PpxvHYAAAAAAElFTkSuQmCC) 31 31, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur248728 2.1333333333333s linear infinite forwards;
}