@keyframes rwdcur123018 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhcVWrVLDQBDeZLBURDIgSl4AXUlcLZ0BEQyOPgCPEgQzmCIiWhtHcdV5AQbTqYwBH0Rnj+P+djdJp9/MzSR3+/Pd5sveRWVZtk3TwONqDhTuv85Im8V4R9roiPHh+abonVxiZxEIkZAGldjHty93kCSJmoje/cGKemkFcM1JSMQAAEhCJ+JLpCc0k5vvHBJRm0EL8H/nbWYH8O3UhfnVTD1TolQaaLO/xOZnQFyfT9QIzemEqSrE5gSS6ANJtSwCSKJr+RH6ZwjhRBJ0vd2w5rjJATwVcOLjYj8ALA3o60+jicu7HwFzR+vtRgnPrMDPpaxpqd/QhE+9Pj2Eyh76Fb0EkMRivCPJuJKjH9UHgiJEZ1cQk5Rug2uck5EvQgEkR3LwE/gQ6m6d7wOcpDjePqfWOs6hDResCmDSPK2cyXWgTZ5WrGqQnVBPXtRLKL4Jh/oBIJ3tiTJIHESEErDOgjytAABgdPrKCpprPhRYFehyGnJ9SBFKL6QmKA2w+4CUCLcf9BKhtOkMTmAIHJ0A+0qG5aa0cLCzgJOca6Oj02k4JI6ugV/GgcJy/s+g3QAAAABJRU5ErkJggg==) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhcVWrVLDQBDeZLBURDIgSl4AXUlcLZ0BEQyOPgCPEgQzmCIiWhtHcdV5AQbTqYwBH0Rnj+P+djdJp9/MzSR3+/Pd5sveRWVZtk3TwONqDhTuv85Im8V4R9roiPHh+abonVxiZxEIkZAGldjHty93kCSJmoje/cGKemkFcM1JSMQAAEhCJ+JLpCc0k5vvHBJRm0EL8H/nbWYH8O3UhfnVTD1TolQaaLO/xOZnQFyfT9QIzemEqSrE5gSS6ANJtSwCSKJr+RH6ZwjhRBJ0vd2w5rjJATwVcOLjYj8ALA3o60+jicu7HwFzR+vtRgnPrMDPpaxpqd/QhE+9Pj2Eyh76Fb0EkMRivCPJuJKjH9UHgiJEZ1cQk5Rug2uck5EvQgEkR3LwE/gQ6m6d7wOcpDjePqfWOs6hDResCmDSPK2cyXWgTZ5WrGqQnVBPXtRLKL4Jh/oBIJ3tiTJIHESEErDOgjytAABgdPrKCpprPhRYFehyGnJ9SBFKL6QmKA2w+4CUCLcf9BKhtOkMTmAIHJ0A+0qG5aa0cLCzgJOca6Oj02k4JI6ugV/GgcJy/s+g3QAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur123018 2.6666666666667s linear infinite forwards;
}