@keyframes rwdcur21296 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRYhe2Wy2skVRSHv1u3urrSj+nupJNMEhR1HARHfOBCVyL6H7hwNRtXOooIIi4GN4ILHTUaxYWK4NKFiKCIggP+ByJGZWTGJMY2j55kppNOuqv61j0uulOdtvPoahQE50BB1T33nt9X59x7quCG/d9NDbuwdP6sYCIE4fqFT4aOM9TCme/mRE+WkNAA4BZyLNzy+FCxnCSTC4/ecRdA8MNlHN9DqbZmVKsz/e2s/OsAtYuX5u9++yHJmVWc+e9J5xUKiwC6XBhGPxkAQNWeZkfG2F5o0MJHOiGU1pTnnk2chUQAEx+9uNOyaQQHCQ1RtUameAJECH68gjs5mlQ/GYCtNzL7n4OfFwjFolyNd+ZW0veeZubiW4myMDBA+c2nBdsb225sES6ugG6HsUFI7tRNSfQHB3CKOTBR76BAOL+A43vxUKNeT5SFgQDG339e7LU6KAUi2GbQZWiGBD8tok+0qyORRU+WBtUfMAPRvhfSDlJv9ECYxVVkX3mU6zL91YWBsnAswMl3nhLZ7Yo5o3nM2iZ2YwvluUA7C+EvS7iFbPs5CEndNj2I/vEAJnK7k/MZzG8rSDPErG5AquszlSrRdgOlHYT2hpz+5o1js3AkwNhrTwqyL4brYJbXAVBpj+q5WaWyPgCy0yRa2+xZ786Uj9M/GkAX8+wdPaeQxSytxbV39oTDFqQ0WCH8dRk1ku4GiCxTX756ZBYOBSjPPiN2e7dD4iBBC7OyAYDyPWrvfa4Arj73rnKyI6gRD0Qwf17t7gVAjxeP0sc9zKG8FNIMO5iKaHML2W2iUi7+g2fIPHK/oB10KY+eLqM6zcjJ+uRVimt7b+h7TH32iqw89tKBn+sDAcqvn5NYXDsorTG/ryHW4k6U8B+4E8dPI2LbsMqJu6EYSy3ajWMJ4N1z6tAMHFwC3R12ijlMpYrdabRdJ0dxizlsM0BCg4QGG4TY3Wb3CsKecFJvHNod+wBGX36iZ6JKp2gtrnTuPUYevg9T22l3xQFNAHdm/EBfH4A7NRbvfJVJ07q0HPtSt8+gXA3WJr4kbDHxwQt9WejbA3arU7/O0TKVauxrXa5Q+/CL+FcsqYn0V6EPwCyv4948geOnaS2txrWHdouVv9V3UFNpj+2Pv+4j7yvB9blP40nmj/WhxA4E2PfJ7hk/bEHp/FlpXan8I+K6XIgb1w37z9lfsRKJ/lnvLfoAAAAASUVORK5CYII=) 15 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
}
div.testarea{
animation:rwdcur21296 0.4s linear infinite forwards;
}
