@keyframes rwdcur11906 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 18 13, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 19 23, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhe3WT4hNYRjH8c+ZZKFZaNJNSjcrSgkLFiRZKbEZZcMCWYiNDslqklIWZ8/CQpmNP0lTs5kmw0ixmGwsFFGyU1PI8h6L96rpdsa573uPsjjfehfnnPc8v2899b4PLS0t/znr/3VA1kCNcexABz/xGR8aqFvLYczjB17jKebwpb+uY6KuyJqE4AncxTbcKAuHsGflhiy3HZfwDmcxu1qx2BZswDMslIWLdZuz3D48xFXcb0JgHktl4fKwP2S5rVjEUbwZ/D4WEX4G62LCoSy8x3ncq8qLEbiGKzHhKyQe4zuOpQrsRK8sLKYI9LmDE6kC+7EwQrj+/wdSBTbj0yjpZeGjcFglCTTJ2KoPf+EruqOkZrkuvqGXIvBKRf8iOYiXgy+HFVjCeJbbO4LAOeFUTBLo4VZ/RZPljmATHqUKwG2szXJTkeFbhMvrtIH+xwr0MIlTWe7mkOG78Fy4ml9U7okQ+EMH08K1PFUWZiqCu8J1fBIX8CAhp5bjwiCyLAwi03gizADLKLCxrkgTI1kHu4VZ4Zcwkr1V0e+Wlip+AyA/VeZu3GOwAAAAAElFTkSuQmCC) 22 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 13 17, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 22 19, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 21 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 14 22, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 24 17, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 19 14, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 19 19, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 18 16, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 19 20, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 17 20, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 19 18, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 18 18, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 18 17, auto;}
}
div.testarea{
animation:rwdcur11906 3s linear infinite forwards;
}