@keyframes rwdcur143531 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVR4nO2aP2gUWRzHP6MiGrngn2ZByXG32eJsjAoiFmJj3GssDgwpbBTvwCsEbYLRQkEUGxEV7KwUwza2SUoLEasU2riuhUlgDw4NV3hw5vZn8fbNvJnd0Zk3485bsx9YsvPmvTe/33d+7/d+OxOwZwRYBj4BBzLMUyhehrGPgdfAEZQYP+VhUL9wEFherU3Kam1SgP+BMwXbZMV6m0GXftu9ePv0vh9KWzcD8MvOYe+vlX+Pv/v749VcresB6yzGnPQ82PPjNr/hxKERRAC4n5NdPSOtAEPAzd+PjnacuHVqL8AfwPbsZvWOtAJcBJ7u3D7UcWL/zzsAloAn2c3qHRtS9r/8lfMj7c9WYMXKoh6TNgK2JOizgz5xHtIL8DFBn/c2hhSFzS7wXTEQoGgDimYgQNEGFE2vBOisnBwhbSGkkFS9h0i2fRaCpQCCSGIVnHUeMghAcgGcZiCA1ajWWhfAiIAUucBJsi+BPhfArg7QAkQ/6dhkde2cyZ4D7CLAmdqgqCXghPNgKYB8WgVvnXqtIqIqQ2nla1mPSJsDktzuvsqKaSPgGjAqIpMxfs6gXpf1DWkj4AZw+PnbD36DtH8XPHvzHuAwcDM/8749Ng9Fp87PvKTVaiEieJ56v3qh9gpgCocSXBJs6oCHAjx+sew7/+j5Ep560fwwR9vcpjS8UVbuVmXl3q9SGt7YV4nPxPqJUPOf/2a6fV9LjACL7c+ugm0ZMGDAgAE2ZPk3OVcwa5DU/vT7qzHhCsxKtWg7CkG4gsxKVcjwE7zfIyAzdo/EeovNGk88xuUkKABv7gQNo+eSDYwZ09VXVwWQuWkol/KZrFyq4E3UoYu/ruUAIeJ8uVRhfiF89+cXgu/lUqVr++i54LjRrCO1ij+/eUGXIqDD8fuzdcolOHa93aGm2sbHgkHzC2qMHje/AONjgWDRMdFocC0CgLDz5jLwJuqhY/Pua85WK6FoaTTrnK1WQtFh4ooAobtvOh9NfDoa4mjfXZ+wGB3LwQkBOkJf/Y3P+mnbvQkVBY2mOjZFcEEAHzP0k9Bo1vnzQbpraBE0ThdCej/vlhOMZMax66rvl/rH4ZwA+o6axcy3nNspARrNIIHp9RwnRKNZTyySmqve9ZxTAoDat81MHjVeOx2X8PT5uNwwNx0+dqUQEm3Y+FhnAZTLBWrBvONjQTHkigBgbIdqvya2Fkg1aS2cEKOVoEsCgBEJpgCaaF4whYm2aTF1qQwhMX2/XRMAviBCjDOAEiAaOWZ/8JdUyGcXBYB2mTo3HTgE4e+abuejy8jIJR3+uiqAxhdCE63kophiGDtBrJ+uC6Cxfej5Vf8+Ax0Ggg2q7Q90AAAAAElFTkSuQmCC) 15 17, auto;}
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}
div.testarea{
animation:rwdcur143531 1.6666666666667s linear infinite forwards;
}
