@keyframes rwdcur50672 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVRYhe3VP28URxjH8c+e7y4X4wMEFoQE0EahDE2EIrpESkRDQZuGhjeQt7ANZd5BWho6GiQEkRBSRIFIEIHIorBXBhkHDBjrvOzd4d0UMxaWOEtng6juJz3FPjM7833+zExihOos/RIn0MDxaIuYwxIqrCZZXoz6fydKRmzexinMIsXXceg57mMFyxFuGYMky9/uFqAxwjeNo5jBfuzFGfyKc/gu+jtxbqfO0s5uAZrbAFQRrquZXLBvirJivfoF30aoAV4KpVmps3QxyfLVjwFQCWn+Hkd90WJPg3aD3saMhf5poTxzKKLdxXydpXPIkyyvPgSgjPYM86YbnD1It8njgt4r1qsTimpvBC0i0F9C1irkHwowEBqsbXqK7nRY+1iH8wn5kKfDQ3obh/Qqlgb061n0oc7SpSTLB7sCSLK8rLN0RahzUztB611w3X2cLDjZiv468F5dOe1OUcY1b8YgdpUBeBLHDigq7i2zf4r0c+Hk7sGROKXEGj9vsDj80X/DZ4F0PI06hmIT5bjhQfGDKy/nXV9lfTOomS12AC3an3G4CW+NGf22AJsQSZav4R4uWhre8ugN2ugK18BmGb5Ck7KGP3ZyMW0LsEWlkI2brq1FV184JFUEKnmxxqPyCf4dd/OxAGI3P8Bt/fp3lx7zdF5ok/v4m9cP+aeA34SMja333oJRqrO0IRR75vLCxYWfjlxzcPZPWgnfdLjbo3YOV3f6LowFsAWkI+S8E4Fm43eO5Y/xOk400UQTTTTRRBN9cv0PwMTJheB8m8IAAAAASUVORK5CYII=) 3 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
}
div.testarea{
animation:rwdcur50672 2.6666666666667s linear infinite forwards;
}
