@keyframes rwdcur220715 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 10 10, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 10 10, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 10 10, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhe3WTYhVZRzH8e/znHPPuee+33lxnBnLKcccR9EpTRRGyNVUCMk0jCZUtIhKZqPQIqjmKgolSG0sQiEMop0gLrShRVZMYGJGpqKMOsxM8+a83Tv33HvmnPM8LXRbeqegzTzwPLsfvw9/+MMjanMfaIEAQCAwJHQe2bzWShivxjL2c4ms81S6KpVxYjEMKVwi3nAgSv0LYfmLS4Pnf2l4gX91TA2ARiDYmkuKxxJrjiRXRs61tNc1NT1dRUNrikxjFCkNvFmd8mZo9V3ROnp3uru6qeur/GjhjcH6b8NFA0CjEew61NZoZ+U3zVvTe1p31LPymSxeIWRu2GN2IMS2LBK1FokGg2hWUrOmNqWCZa/99sNAi3X3+VW34ucHFj2B9lxaWBm+bt5WvWfdjuVYjskf58aZHipRLoAViZJOpalpSLF8vU1VsyBeL4k4gq2dzVt+PhucEoMdxs1I5ZMwNZq6WNOHy1qie+vXxinMuIxdLDA+4Obd8eAHXRZnbdv8Lpq5J8dHnF1ThfTutVZDm1OdNElAqHxWbappH71z79iiJrDr0MY1Vp0+G6+TuOUiMwMlJq8Htwuj4bHq/ZeOAzsBAmDqwRWXOz+SVQ099dFkYr5YZHJkhoVysJPL61ez7eqtSgDGpmjXW06j323XBswXXKZuqdm54eBQ7YHLn/1daCJyvT0yUX80xN8yfHvMHLw5yuC1yarJO8WB2Lq5ivbClFa4Pe9PoWYlRilOaSzZt+zA758/LHjFO/P+0Oltp6fd8c7RiT8Zv+FizlQ9W1NJO2BiqpaCnmJhHpLzMbyCfwbofpTwr313TuW9qc6R8BreLDyu0xsq7MfUhlruRfLM5xdwik8Q+ur7Rw1PjxT7lWkwGU5gmTb4PFkpQCql0FITEuB7PorKNkkFGi0VwhSVdt8HhL4eNnwLraAk8mgjbK8gv7kk5jCNCI5IANyuGKACrppenIiwKcs5tBl2VJDvKMs5nEicmM4CXKkYEPrqR7OcwDHihFYJaamdNw43vPKw4JWDyZekFF2hVSJpp3HCLMCFxQBOG/nUFdtLE7PjFGOjy6Sl3r12uG73P5ULwXtz1tCKZCxFUtcS86v6gb5KAULmenT3kQ37jUzpEysb4gcLlPIB5nxmLPDVaaXUOa25qFEK1GagQ0rRVbLvrbDiAtOI4M+aSM95s623cKJSgKnQlPz8p85cfJUSqieZTRDLBMwb7vLQVfvEgthHKNFKgQzRRoCIQk28GikN3Bkf6cmjwEmgcoBGo3MDevfBDbWlGdCB6kmlEzTWVFMul/E8D9/30VpjGAaRSATbtinOl8hPu/iuPAp83NZb0JWWAwiVe0crNKB5ObdaRAy7R5i8nohFNzuOQ9S2ME0TrTW+7+OWyriuS9F1+5XiS+DkYssBRJB7W9//lGjUg3fvwY0rEfpFhNqutW4D3aS1VsBdpcVlgb4A9B3P/TR0Qm9cbPd9QG9v76L1/8WR/2f5EmAJsARYAiwBAP4Cy3z2so+NumsAAAAASUVORK5CYII=) 10 10, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 10 10, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 10 10, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdElEQVRYhe3WS2xUVRzH8e85d+505k5nOp3OTEtpCy0vsYVMQgMJhoAmQDRRCIJBoyEm+CApBjHUuNBOXWg00Q0hLjRxI9EEfMRIoiwMWoNGClYjiGApfdJ2+pppO3dm7uO4gLhS6RSW/a//v/w+OYtzjnCSzyuJQCAAgUTyWPvaek2XuzRdbpIemjRdVEspJbYYxtYuK0vrcPPi5Bev/frnQeXhTkY4yefUzWLBzuQy4ddDh3yl2r7G+2oSK9bHWbI2SqQugAAmBrIMXkzTc2GMqz+NXcmNq+PD2euvJ9qm1bwBVvJZJRE83p6ISZ22hrWxlnUPNrB8Q4zslMVMKo+ZsZBS4i/zEoz7CIS9XD8/wR9nhuk5l/6kkOGl6le7BucD8CgUu5IrRYnuHl2WqGxpfrABr1/n/Od9DP01weSoST5noWkaRqmPaFWI6uVhKleEWLO1Bo+u7+3+cZzp9m1asO20UzTARaFrvpZordGyZE2EydQ0A5cnGOpOj82Ou1+5OU4JRzsrgYye3ZLut3akBqa3LR4KhxffE6amMYg5k99745eJa/M5AfGoOFrnKeHTpevKmmN1ZaR6M6S6C7/lM85by1sHj/9baPTdxIFQtX6kusnfUFEXID2Up6/TvJYdsh+OtJ67WAxAKuE+JAL5ZpM0/b0DpHrM0Wy68OZ/lQPED3e9N3tDvTPeY2cmUmmUUSBUKxpKgp6nij0BiXA3TeVSDKYGGR6YYmay8Nmql4c/vl2w4sXOY9kR9/uZKRvTziL9LsGIb0vRAKVUYtIeIZUZxpoGO++cmnPYkqd8BNEMgbcCgpHgymIBHiFYampTZCYLRLgXofh5rmG/4Tkd8sawQiYlER8qHQqliwUopVw0cBwbx3LQcNy5ho2oLsvLyqHKRNdKyPUGZZH9SKXUdR8BpNAwRQaFap5ruLzW2B2tDxCLxqkIxPEErGzRAOCCzynD5zEwxRSgts81vKgptCe+2k88UkWZHsbVc0NFA5Siw2eHKfWGsPUsUordXe3BHbcLJrw732jaujixaKVGZbVGaaWg4JpniwYAXxtW5GxQxQgaIdLe/hoheOX/EMEr6w9E6wP7K1cZMtAAegzGxiZm8o55rFiAGEruUgeSG59xS8z39bCN7VgUZhX+fHTAddVJ4Bug89Z+M7C9cXPtExv2LIk3399IrNbAmhV8++GljzrzJ54sFuBRKIAPZN6/Qs64reFyHdfrkJ01a1SOQ9jaIVzt5rZ0wOOQGh1hrDvKSN0kllng6vmRHybHMvsIUjzARXE02aEOJjdVWLOSnBKtobIQFfFK8vk8hUIB27ZvLns8eL1eAtJg7KrJ71ovwsuXuYx9cKDiTNEvIYDoS+5QoFAoXkhuFsB+KXk6YBgbDcPA7ytB13UALMvCzOXJZrPoYdlZVR86calj6O07+pD0JR9RCoV7C6FQHE4+UAtsAzYDCaDh1v41oAv4rsTQTq8+MtU/3+J/AG1tbfPW340p+upcACwAFgALgAXA3Z6/ARfV0xlHX6aEAAAAAElFTkSuQmCC) 10 10, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 10 10, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 10 10, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 10 10, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 10 10, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 10 10, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 10 10, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
}
div.testarea{
animation:rwdcur220715 0.6s linear infinite forwards;
}
