@keyframes rwdcur163754 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFUlEQVRYhe2Vf2wTZRzGn7veXd/+WNu1ZT/ZuI0xJj8WEBjIxGgzzcDAAM0okGgWg1ZI0GhIJpFERDRKjBqNaQQSgoTUuICwiYOR8RvZgI2MAWUDvJHSsW52XTe6u2t75x9SM3SYIRD/2efP5/0+7/Mk9977AqOMMsooo9zF7RG2uD2C438J317VMfeaEFK3/dhR5/YITz6I1+0R6IfJZgBgxiTja2OsHGZNNpb82tK/EkDTA+yxxe0RNrucfDAhEEJmAqABZANoLFA11nc2PfHu9OnZiMZU2GzGBi2nkQGAcXsEvd3COrQcDSmqgHB050iTj57pellH6NXN3jvtANx3w/MAbASQCyCbT1dbV78yOVesH7S3+QLQ8xxChsF8i113IWO8+WtaT2g7x9E8AEyZYATDYOFIwt0egclK025JtXEk2aSZOmRpMYAFAAoA6IVOKnzFF96fUZ4eSZuWDJYwCMbjRd/uOns+bdqOVqa8NOUvZ+B3GQMRJdvtEewuJ9/jLiV6AE8P28B7JN9aWs7H4ipYDT1lyIpt6JgdKOz6viv85S7fzQCiBcn5ahtjwI1TF+gq4O4ZSGDQacCx1GU5qiYkecJEg2wxa5YDQLg/7ohG1TwAMNq8IFoN4nEVRj0ddnsE3uXkBQDVACqtHFC5LBetJztSTFeopZNhQGbGOLBBOoXppcnrdjT7+27vvqdA30AMclQ95nLyPQDgqhVj4gfOa4qiNoeCkawxkUhbfDCSBwAxPYtYTIGiAqZIW0kZ9dGx8l+WrslYcqCndDwlw6DjnpuRgnDrAPILs+Cz3YI2k4JVSrKcPvxb6NNB30RRFGWmMyDBbuXAMhTMSQxYhnoewGeJUmTODp+7lGwD4ABwDMBXAIBpZfYlzypbKQr6djHnpznL6pYDACGkaPbc3NqpJnXRQOpaMGkVLVzqQKHUxMJbLwlaqq9Jq7cCgz49AJk5eLpXWeywKRYTS1MAkvSaf/yCrloxBuDQPWLt23h21asVkqyUmI2ahoQsimLjpVvSmlNnIzcYYV+34EVNzlXpi0LzHYd5Stgyr8jYnGTUXF5fKYYAgHE5eV+JEDpqMbGONiGCYDjWPeyhG4ajZ/sqslK5On93tHaoXlXvA4Dt8P4Qe/EZfQNF202Z2f2gojKdZNR8V1B5O5CYZQDAd1uqTjazDklWAOD4SAu4nLzP7RHWuJy8N6ERQugy5/t799Wdz0X8TvDny2aTTkMjL6cLrLZHLqhsDQzdgwIAt0fI4NO114VO6ROXk/9wpAWGY6KNWIrLv+k92dCEm8EIoEhg9FlItvCQFE4cVKgArcvY0Hdi/k7gz+sSLifvFzqlWQ8bDgDJBAtS/eeRk5sFxPrxkiMP82YVIzNFi6jUvTPac2J2IvyxMCeTrFj/FN87fmrZohcWvrGiqvqiuntPu5o+fVM3IYT7+/xDvWRDWTffdIIQYuKJQvx9nQeuX9y3X2scy5gubYVVO4Ca7UsOhUKhosdWID4QpysmoTkvhdro78cpAKjbu7lRS53DweojcvHcmesIIScfW4HDV+MbU3Uqn6zD2OPdlPfzt2Z2rCpm36QooKFm/XJRFP3D+ZjhxP9CS0A8xIW4DTnZ1HsAwkZ9PHvSOOtav68r2NSDmvv5HlkBADgnyx+3+kg9gJtxAxvqZljLhUZ/oyiK8v08j+wTJBBF8YwoioFde9pXDiIqywZDy6POGDGEkLmEEP7fZv4AExL5TpYtIM4AAAAASUVORK5CYII=) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur163754 0.8s linear infinite forwards;
}
