@keyframes rwdcur192835 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBUlEQVRYhe3WT2ucVRQG8F+TaQhtMKGNXUitpYoUEVpwIRRxIQiSlVuXfoARwZUfQpCOS7fu3WiQLEREu6iKYIm1YBWREocQpmEyhjiZujjnZt6MY3wn4zIXXi733znPfc5zzns5aSftpE3XHk1rYGYa563/AcSp4zq/WRm8NYWt4xw65HxaEJOG4JDzUxWPN/FGhGUJWjVtT4L4H84PFirj9/E2L+A5fNyke5TRWihbuIEP8S5+wje59gdu4zN8gp9jelcw8Wxh5N9aLQZavIx3sIZ1NO/z+hX8jot08AG+TGwXcQV9sfZ1k8E42406ANLPXTyJNzE3i/N4Cn+y1OYqPs/9Zyr2l7LfG2e4Vgia3Md72MEzuLeIx9NAO4x/m45v4BIu5/iBYGJsm60DAFbZWeEXzGN2n2vbeAx7zPYjNC+ms5ewLQS4jt4q+8cC0GJpheWVoLEjQJzt8do8NjEI0e2L/hKeEOR00Bbgd1fH2D9SAy0upLHS2kIP569iA6dj/lPcCywupPMensb3CaqReA+1/9LA8sj4nKB17VZO9KJbEDpYw4+4k8s/iCjNYLkV4ZsIwKh4+nlm92FObEV3F1+Jmy5W9hb2zuR4YgAPDPN3IFifU6luGYJbguq5yt6y3Es/fWNS8UgNNOm2gs5yg+U8s/fIkF+8msa3KiD+EpppJKB5Y9Kx9r8gBVkKzAxewTVcTxx38JHY1xBp2BaZ0TWsB91qVaxbCRnejGBiS8R8QxhcTmApi4MK2EsQc/kNVEJYuxCtBIWnheIXBcUb4qY7QgddnE0gAxGWh+Jsuexc1oR9JnsPbAkKq0ys4zt8YZjjxdGeuHljZL6P+XzO1QfQjINFVOfSUFH2piH1Cw60qTNiZpCgZgqgSV9El9NhV8S4FKot8cOaya9kRAHYzzPbowYnyYIGnq9MlbRqp9OFBFUEV/K/k3O9ytl+eSlNGoJqIdkVIvxNhKAnjJb57fw2HX6W9atgJklD+FWEoVTDDaGHUh/2jNxU5n15pI6+jP4GiEjn05BxSnsAAAAASUVORK5CYII=) 15 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
}
div.testarea{
animation:rwdcur192835 1.3333333333333s linear infinite forwards;
}
