@keyframes rwdcur141406 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABr0lEQVRYhe2TMUsbYRjHf57FQagpxZAvkCgEEq7NJad3aXWQLP0ChYLSRQhx6FDoZ8heWhAcgosOjk4u7ZL04OAkOmlAENLJpZRcTSA8HaKxpZfokDc3ND94ON73eV/+Px7eI5VKnQOrhIjk8/lWmBIinIUqIcJZqBIiHPQrDImbcKNftm2PTWKqJ2DApvtXwz61/Gq1+gr4ol5gM7hpnSz7tVpNqcSdwIvgA0sfTd9xHGUSGgwOB/i25czmcrlDFL2J3gR2gYXhB7Mlw3ddV8kkRBxE5P7KZDIj/zumADmWh194+/yZ73neyCbRF9BZCeh+DbwUj8cbjUYjMTIBZAVY/6dpZD9fu667CFyOIiyIR71PL9xc2vbb7Xbn2Nt7ArCx4WudTqdUr9c/qBIAEGRHTNNsAS8TicT7crnc4kqEKxFd138AM0oFbsNv1k/T6fQvjkQ4EikWiz+B18rSk8nk+R/hANi2vV+pVLo6IjoilmV5ygQGYBQKhdatQCwW6wJzKoKmB+x/j0ajbwrrF4+70U/XmqbVms3mtgqBYcxHIpF3wNq4gydMmDDh/+I3m6HSmWNKqhYAAAAASUVORK5CYII=) 0 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvElEQVRYhe2TsWsTYRiHn0urQ0EjYghkThACCZfmytm7YB0ki3sRhAaXQsziILh2zR9ghUKHbO3QsVOXdkkIHFyJbg0owrm0i0jOJpC8Dk2CkqR2uK83mAc+uLvfffweXr6PTCZzBjwjRKRQKHTClBDhIFQJEQ5ClRgLhCUxLDfGy7btW5PQrgQM2HT+CuzPll+v118Ax+oFNqeH1qdVv9FoKJVYHD1UFt9MhLkcS4PB4LDZbCqTWAC2zs3J8hGJROKOpmnrnufVga9BC4wn8KG0PfuvEksrFePQcRwlkxBpIiL/Xvl8PvDboQFyKjff8Ho557uuG9gkxgI6a1PSk6mbkslku91upwITQNaAjYnQWPl46TjOY+BbEGXTGB7Cq3LzyY7f7XZ7p+7eA4BSyY/0er1Kq9V6r0oAQJBdMU2zAzxNpVLvqtVqhwsRLkR0Xf8B3FUqMCofvj/MZrO/OBLhSKRcLv8EXiprT6fTZ3+UA2Db9n6tVuvriOiIWJblKhOYgVEsFjsjgXg83gfuqyhamPH9eywWe1Xc+HKvH9u+jEQiDc/zdlQIXMejaDT6Fnh+28Vz5syZ83/xG8/I1JBnLr9XAAAAAElFTkSuQmCC) 0 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
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}
div.testarea{
animation:rwdcur141406 2.6666666666667s linear infinite forwards;
}