@keyframes rwdcur80329 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4UlEQVRYhcWXz09UVxTHP/fyYB4jHYYRioM/UDNtMY1oU9rERQkJ6cYYE21dof4BJrXj+slKZ+2LJu4bdGWiaWPcNBpC0pi0JLU0phSpETSMFMRhgOHN8Li3izcz/HozzNg0/a4mb8493+8995xzzxVUCNuiAzhhSHqFoHNVEdEaE3CkYE7DiNI8BO7HE4xW6ldUQHyytob+FZeuSCPOvl2Y4RCsuPDTrxDbB2jIZCGVxsk4mFIyrDRX4gl+eGcBtkXMqGFAKT4/HEPG2mFH/dr/84vw/SP45BDUGmvfszmYeQvJGZQQ/Kw0ffEEz0vxyBLkp6Xg972tdH31JfJIx0bycgjUwZ5WONqBbGygS8BT2+J0xQJsixsC7hzrxPziU4z6QGXEm1FrwIftGO1tmMAd2+LGtgJsi6+BC4Csq3034vXQwHK2yHPBLxJFAbZFTMDA/jbk+zthcBheJv+dgIkkTL+B2F7Y34YUcNu2OOgrQAoGmkIYrRFoj0I5EUpDesH7vZz1dlqOPNIIrRFoCmFIwe31diK/+5MC7h3tQK7P6Ikk/P0GerpgbxSWMvD0L9xnk7CqMASgNUiJ2xyGaAtGoG4reQErLjwZRWk4VShRmd99f7RlIzlsjMSPj+HeI9T4JEOrilNA47cJBIJGpTk1m2JoZAw1MuZPDl5iRluQUtBfjIBt0YHmjyMfeSXkh5Exr741nIsnuOVvBbbFWQEDDUE4dNDfJpuD3/4EBIfiCUYlcCJo4pQiz+Ygm0NtRw4QT3BLw7nFDCqb87cJ1EHQxAGOA0gp6A2HMEs5Tc7gCsHgduTrRQjBYHIGt5RNOIQpBb0AUkBnsESz0cBsCpTmWiXkBSjNtdmUf3UABAMgoBPAUJoIwsvQzVjOglIYCIaqEQAMKYWxsAS+nVSA0jQDGIA5PlnGlYB4gnQ17PEEaduC0ZJXEAjhHbsBOAd2Y+7YsdXIycL4JNgWoWpE2BYhgFg7mD4RWFqCF1M4AIYUzNVI2vzyoD4AUuAqTTdwv1IBQLcUuE0hr1lthrMMUjALIDWMZLL+XgTQHAYpuFQFOVJwqTlcetjIeO17BEAqzcNU2guHH6ItGFrTY1ucrYTctjivNT3RFoxSNqk0Tn58QwL3Mw5mucbREEQKGNhOhG1xXsB3gTpkucaWcTCBB5CP0vXL/LKrma49rVsXzM3D+Esw67yOKASD+b4wlM/2EN6ZX9KanoYgciEDrTu9u2QzXk3D61mGL17lM/CqAKW5kpzhXuvOjRdSgbzgLJtDJmfonk3RrRSGbXl2UhRvQxmoW1sHG0WsuN6sqOFK4VsxT65f5nH4Pbo+2IehfcjXQwMLS16dx9qhKbQ14TavF8DYBO78IsMXr3KsYFfcr9L0vU3zdHoOw6gpTV5QXehwZsA/2yONEGMtEvUBSC3gauhbb1eciOIJnmvoezGFKkdeDSKN3lww/QZeTKE0W0f0DUNpPMFd4Cag6kvsrBoIwF0FQAE38/43YMtYHk/wDXBmYgrn2SSu3yVVCVZc78wnvJZ7Ju93C3wfJvEEdzUcTi0w/GQU9Wraq99KkM15pfZkFDW/yLCGj/12XkBFb0Mp6FeKrqCJEw5hBgPeyvFJOLAbauR/8Db0EdIBHJeCXgGd+fu88DqeXfc6flDN6/h/xz9DBfTC8TBqHQAAAABJRU5ErkJggg==) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur80329 1.0666666666667s linear infinite forwards;
}
