@keyframes rwdcur225379 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhe2XT2gcdRTHP7PuppOQHZbZQEK2gngQSnMokoiXgLC7iouHJormYDEbCoHmIArtRSEV8VwPJmEVK9iD9U9dJOAlu1BcD8U0wUO0FykU3KSh2U3YbDeTNu3Pw85MZ2Z/s3/aXES/MLD7fu/9vt/39s37/Rb+63jqCWL7AB3oAmqHI6c14TlgCdhWdU2Ej/YLVdcEsG3az5l+h4oI8EWw+8j+iakxATzO4wulBXkChUsjZyYGlucu28ZZseYbUCvtcHX2M5bnL99GcIp6ZXy5mgk4qeraFaNcCbRD7MXN/DW+f/P9h0a58jqQ9ePzE5DAVN4JqRcbq3/ydfL0Q6NcecXcry0BEepNJSWvFDdZyXzHrcIqt64uN6x7Y27mr3EpeXodwaCMM0AjtkdmJho2Oti/x09TH/LpMy9Xf/k44ySPA/OBULBm+TnxbPxFRs5MDAKfS7gaKiAAzm79Sk804iL/dvxd/vq50CxWA74Cxj8wVgke6bIXaqUdLjwdv3ewtx8D7jhjGypwYmrMRQ7wifq8RR4yg2U/XQV4y/J3oicaYWji1S5gyhtkCbDe19yxsbh71+Km9TEMHEiInTgw/fhIGXItHBtPACQdfC4BUM/qhcERd+CFo3GAeaDagtxC1fR3YXB4CGAYSRNaavpUXdN6+6WT9Eqb5BayXkPvQB+qrkXwjGpnBe6Eerr9Nqx0KGBHZgx1qwCqTIACcL+257eh1qGAiMx4f88AMGQCADDKlUp1c0sWm+9QwJjXUL29hVGu7AAuAudbAPDb+rJ7AL33t83d8mQzoQVCwUmvcf36GsB1rz3Ao65UgMSNrDtZLdZvTcUfPWJlCAJfvvP2qR4h3G7PvfYSPDoZXQJc+P1illqpsYdSqdQ48EMTEb3AN6lU6o2FhQXO84dM4EU/5c7y2heJWbFmP4ZhiHQ6LYLB4C4wZ/oMUz8550Kh0N10Oi0Mw7BjLMzMzAggIxPvHArC/B5RFOXG0tLSQCE+YC+e5zgAxWKRTCZDoVBgd3eXcDjM6Ogo09PTxGKxhszy+TzJZHJdCHEc85SlyT3Eyj6h6/oDZwUeBysrK0LX9QdmldptYtvxpFNEp8jlcm3dDYMSm2I6Z8vlsm0slUpEo1Ff1YoirWoSyLWTdTPYGaTTabG4uCg2NjbsTJ3rk5OTQlXVfeoNJ52GhyFkiXozCUDouv5E/wtaXcv9hCgmkUp9tkvn9//4V+AfUfPlQbWS4PQAAAAASUVORK5CYII=) 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,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) 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:rwdcur225379 2s linear infinite forwards;
}
