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5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqElEQVRYhcWXW2yURRTHfzPf7nbbQi/caaEFqYSWJnihGIkPpAQvJVhBKBCMXAzGaKIPxvigLyY++KKJCQ8mJFAaTbgWI7ESRB6MoYlIqCg1lhTa7raVS9Mb7La7+83xYd1lt/t9vYnxJJN8mTlz/v9zmTnzqYYdAcFFXj26WLmtPSzxAJTX5hIOKnO/f1TPqfTRfSlEcVUODQTkvyahAcJBZbKLRQNJ8KnI4W0drlGcFIH7/aP67u8RRsMxAK6fDU/JyN4TSzKiNFlSGmBOpS8JnvD+j2/uJ2tgrLH6us4JjTuRchLVsCMgeQsVxVU5Sc9jEeNagPV1nbLypZlc+3qYPcdLFcDNq33S3hym/7ohf0WM+WW5rFo3P23/4W0d4kRKNewISPmLucmJVM/dpL6uUxLgY+XkB50y3AZ5ZZoVG/2sfGbuuLYUQOpRfBhVf/aToH2rxWibKCu25LC2buHUbKbmvPl077Qq/NR7AbthZ0AO7romZw90udrQTpOJXF1s7MnY2HF5UC4cCKYNJ+LL1vu1zrLJIpfun0b58cteR71xQ3N4X7u999AyC+D857dlsNVgeRTaig+l4ts3fjbH0U7j270yMmBjR4VY1PDEm9msqp6XpusYAYDvvwiKN+LTAKfe6kmC443h8Wosrx4XHGDmYgvLE9crfc7Ln+dDGTquBII/xO+FY691i0Q02gPijYA3Br4oXp9m5S6v23YA7BBYlsbKger9RapwKfxy4UZaWpMEUvNysbFHEuFVxMM9Y4Emv0yRV2qRU+Azllez5Ml8V+87rw5IpA+0BZ54y2HD/iXq3q10nz2Jj9RLYrhbUAq0hqyFULQ2SlXNojSw1qYhaW0akoqaPEcSPZdiaK3+GQ+cnjHfJL+PbO8SxxQMtMdQWuGbBUVrTQY4QAK4tWko46S0NA7I0HUNlkFphaQQWF39SNLW7mMlyjN2M0D4L0ErRckGHMFTSfx8sE9avhoUX2FcLXTH0P8bKAUoRdQKkV2sjJsNRwIi4MlVrNk48a3oL9RoS6ioeVAPLY0DcvdXkKiNFs28SuVa7I4L/vSjOm5rDTbbVG4uSNvw2JYClV9h0MbLrGV+1mx64MjYTup4CiSUzsuttTa9e1dqPnW+B0wU5q6Gde/MSwOvqJ2RRsLxFGQvcnSW5lNxkoWzCwC4fdl2VgSeeiWT2J7jpaqe9E7qmILNH7nn/nazRcd3MQLnDJEB19S6ytg27mohZ1bmkt+XC1EPdlSIRg2xiOHyib6M+pjKG3HKvf/KmTvSdc6gtUJpINdmea2P5VWzx7XVfLpXnt4cfxcc2d4lu4+VKHCIwETsH980V5U8q4lFDCPREUYGR2n/9p5pu5QZiQTw6Y/bRlPnEuAwyQg4PcGunLkjbWdCiDZo8aCNh/xyRWFZ3KfhWza9LeGRUF/Ev/SFLNbvXuqINSEBp0doqjR+2CWjQQ0CRgQxYGzB2ILyG8pfzmJNbZErzrQjMFYadnaJGDDYIIpF1R42vJF+jR/aelP2nUyPxL96gB59/4aEO+Ihz16gyCux0DPDPP/6o//5P+X/K5M954e23pz2P+OUZbpgfwMWpwRCnicPsgAAAABJRU5ErkJggg==) 0 0, auto;}
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}
div.testarea{
animation:rwdcur162596 2.8333333333333s linear infinite forwards;
}
