@keyframes rwdcur45889 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 21 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB30lEQVRYhe2VIZerQAyFv+5ZUYlERo5EjkRWrqxcuRK5EtmfUImsRCKRI5EjI5FIHE9QWGg5tO+0kqtykjC5uZkw8ABt23TeVd2jvBs8nb9bC3pXdc6VM993kqx+c1P8US4fa8UlEqyN8aoAaBPymyRr3d3GHirxCb3MS0GtFImEWGNKV2IECITjIe70Ssp5nXY52B1PdA/w6V3Vpb8pAOkpRav+4OySURY5WZYTf8Wcc4/6HDHR/IT9vqNtnyq2SEBVOZ3PHGM7OrNLhvoKpzVDp/umGO13YgdQXPJORMbiALGNARCRUQ0RoQ0OmLBGfcWldP0p9wo8PYIPgMPxaweQpgllkQNQ18rgO53PPRkTYcIaI/I3ihfkh+slnOLnJ8HaGImEMi/7QqVDRDBXlfwbRzFbQzERYShIJHeJbXAY7YGIlfC9BOBPemDW9b4pXi62SsDYaHGWYSiLne4Du5D9AoE1OK3vfBLc+95CYHrBhr0fFJjGvCrD6r6Cuy0AuJwzAIrrSooIR2tQXxEELeo92sClKF9awTsCYV3hGiiLHKf12PlxshXqfU9yuXi3YK+SnBEQYxDgpDq7eEnusKKrnUyK/ddzPEuwRhZfxZsX7xk8/SvesGHDhg0bNvwDehbOO1pkN/AAAAAASUVORK5CYII=) 21 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 21 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 21 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 21 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 21 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 21 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 21 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
}
div.testarea{
animation:rwdcur45889 0.8s linear infinite forwards;
}
