@keyframes rwdcur171668 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuElEQVRYhe1XW5KEIAxs9mLjzdLeDE+W/cBoAo6Ksn+bqikwA+kmD6IJD0UBhQJI5aEeU0K6Y+enG1ihBj7P3ECXnLvBu0UBNQJ+zDkf6u/YvGRKrIZYnqcp4zNNq7Yctw7BksuamWUfT3CuQ8B9KgQ+n8nRL+DLkgOJjSAZ9j8SAkoyuDfn3Ljb6209CSXuheKcBIuxM9A69rbnNThQks+MhcT7kpS2XkecHiinMWOeiH8mGb2iQwkwuHMDRTVWuTIsBCuA/bzOeWD1zAbOkBMjpMnqGrzMGXJgbCiMxEE4bD7U9V9JVCC+5nvBu5sRgQQi3HDJXbVkXyPqJmAsmiuWrUr12iPPCERcK8VWEiDywvi3Exzd8azKNNh5WgVHdXxxxTbErt4PzkNgLdbAV+Mh6RygiJT08F7zr2o9BOpTElCwzXICqQpTWtdtZLdXt14pOcDbfV1EVET2dnxjz2kIUkIi2dS9ARhPoAmFslr/VhTAfrodzHRhtDmeOf6SgIqId68HRPX/2CZ0BOZHH5YhOVCBAADmeQ56+pFxPQ/213KncYQ6vyuO6ClOF4EX8jefav8yQn4BKyPMZeGIhKYAAAAASUVORK5CYII=) 16 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpUlEQVRYhe2WUXLDIAxEH50erDdjfTN6MvUDYwtiwE6cTj+qGYcAQrsSIAEnRMLMMOO59gzGUIqxlFJlHMD3/XxKqdK7jQSApAejvQiklIYEPmbAEiZhBFiUPQYh8nhpl5AnCfCdEgTAIKWvof0wJQCGBAhprm+WyRYyK0h33efM4EZDhUzuIojKUSkqCJYgookcMW1rXxKtYb60RufWTM/ADKQ/ySnPzxNQDbp6GHx/VbN2zcuyGrem320Lkavb1ifgrpwnYQ6kmuvoPwVeUqm/863RFqjVu0105Fnr+bvAj0j4QlPOyVvBPVhblDQB9xXVj3ev4cyTRSo5NqdZMbx2EqHSnxGIsRSeI2v5J7DngX28L6OacFWqgwiZ7K/sf8Y6BtIBsZlcDYkBxBh3A2HJ4GupdlnxtnB78M27GKPFGLdnmVfUIEpPiU8+/u57EqM19xLY3oV1Gj44gPdFQb0a0JKoAd9D4ADMYoxbhBzRW89BASh7/tB6Mg78FgIb+OhrdbRHbUhi+iqWyp/6/j+wBMrssiwBrS/oV0W1J89+//J35QeI9KuBAbofgAAAAABJRU5ErkJggg==) 16 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur171668 1.4s linear infinite forwards;
}