@keyframes rwdcur15494 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkklEQVRYhb2XsWsUQRTGfzOIyJUWh80cV6hFmkS030WwsBIsJUG4gIWNtiKa3T/ARixFUCNa2CtX7bWBkC6RRCTciEUKyxQh3FjMzd3u3u7t7N7h1+3O7HzfvH3z3jeCGlBGtYEVoAu0gUvjoVPgBPgF7Guh//quKTyJQ+AO0PFc9wjoAzta6FFjAcqoW8AGcNmTOI8/wHst9H5TAR8bEufxDfhSFI1CAcqol8C1JZE77AFvtNBncwU4cpEbGsa99Vp0UUTHdLYBDMa93QVepyNxIUf+iKqdb21ln+O4jqybwH3gq3sx2eY44Z5MB2b/zlAMvaPgdg+ZCDjEWuifkI3ARtWiURQRhmElucech8ALAAmTc+591IIgIAgC3+lF6Cqj1iYCsEXmf+M2gFRGXcG/wi0Tq8qolhiHfzM/WpSEYBMxSZLSVcMwzCQgFCahwyuJbSze6JjOtkuyfLIVkVctJ7FdrRaciCRJSIupSQ7Qlkxb6kIiGpADtGT1nHJEUbTI5wAjiTUTtdGLe+su/EmS1KqSKZxKrJNpRB4EAQuKOJFYG9WI3BE7NBBxLIFSt1JFPhgMZo5iDRHnwKEcG8gjb805zCtKFdjTQp+5U9Cv+7UQtlL6dMcS9GHajHawBtKb3BhDUTHyxIEW+gdkDckK8GxCUmRIfG1Zyo7BTC8YAc+10L8zAsYiHgB3i9bU8aYl97VkUYQyqqg6ftJCf3cPeQESeArcmBEgdO1CUyBgoIV+m35R5IovAo+xBnKZGADv8neDsnuBxLrXe0sgHgGf02GvFJASchVrILsNyQ+ADy7hagtICVnDerhVpke3DOfYW1DfHbV58BKQEtICrmM9ZBtoYUPsrufHwGH++jUP/wCJN/YfQkCofQAAAABJRU5ErkJggg==) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur15494 2.6666666666667s linear infinite forwards;
}
