@keyframes rwdcur174765 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACa0lEQVRYhcWXP2zTQBTGf65Q04WBJcmMWLplbCXUte3SQNKNSqZLls5IRUgBIYYMrKhSlyhDBRLYEBgasSaUbnSChajrGaUSY1whPYb4TnZCkgtym0+y/Ofe3fvuve/e+WDOcKK7jPl+5VjQD9V2D6m3rsvvCKS/91IYjcT1EbBwPl+CUm9Jv1KzJSFYEl6YZgBIv1IDILNaIHqeNLD0KzWk3tKamkhiGgHTeacbjmtPXP1KjcxqAYDw69mU4S0ioGevScSjEHg+gecPnClFqBRLh/vsdENuf/4W7z82CtMIOEuH+wCcdL+PNObKJXLlEqFSACweD2Z89KJobKL+Y+uKjQYA+HHTMSQ+vD1F51lj8fgMZ3cDqbcIleL89WOrcW0rXkKII4PsbgyM6i0uNwftmXzeyod1BDQuNwvGiYZOwazOZybgPH+YIBK/h0qRyeeN80ic6dWBuPNxCJVKrJo0IaFSsn3QERGRwPMlVMpcgeeLiMj2QUdCpayrIMANWwa/v5wAWZ52LiC7xhP+mLZX2TXoXMTsAEuB2xhJZCeB57P3KwvA0f07xuDB+5/mW6SB1P4npNrumZA2XXck9PH3puumvmPK3Wfv4oNK03X/qYH/dT5VA4/OP9GJnAMUGw2aAB+bCbtio2FIM0MKrOuALjaB57OyVWQ9s0yx0WA9s8zKVjGxKZF2GgLPT2y5eqnpsA8tvavRwvDggeeba8hpnPBU2KbAIZZXnY7TSAdN19UacAAnVy5Rbfc08dRhlqOe6ZgZpxqBiciVSzCq/Cs93Mz6l5w+gTe37onUW/M9K8wzAjDnk1Jq+AsmzJMz1OsctgAAAABJRU5ErkJggg==) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur174765 1.0666666666667s linear infinite forwards;
}
