@keyframes rwdcur216511 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhe2Vz2tcVRzFPzczTpOsQslfUGcRkOy6DhFBtLaxiFoiNIJttQZRY522m1qnNhJaRjTYNBDixkXRdGZkGMSVpntxI6KMxb9AQjevkunc83Xx7puZpo7kvbaI0O9d3Pfe4pzvj3O+Dx7F/zmq0caBjdtfH7wfDJed/Hoe7Gc5ITR5ZHS2kwVnKGsCDncSmACbADuZHSdD1KPamGG/y/lxQ3jntww9Pjty9FZarKwdOGfYuGEIA2yvofNZgFJ3oB7V9oH9KlSQ8wgh5/HOt4V/Ym742M00eFk6cFlYQc4wDAs3WAHsclqwVB2oR9UpgxsWqlb39vhwy/knX9vz5uZuMXfdgUC+HpPrW6GmOcUqcNYES97X1trLUw8sgXpU21ePatVQedGcHXpp9Mhz5tSKO2AIteaGjx8SelaoKHTjartSv3LnUjFzAvWoNlaPapUguBdC5c0XR19uAoi4euExBMCxPfPfmVMj7ooOG/rls87FyqedC2ODeO7RQDW6nne414GyYeNgyFmgVCOp3NC0Oe33eOT0o+hsBj0UvfOHRVcTGP5POV8WWi3lFjsDE6hGGweACjDRp+7eiddumLsI5PSTCY/tFGb3m34TvnQ2d6mZcOb7E5CzPNgQWPyeJOCSlZPM3Ifn3gh6glRwh8JoBL1ihnB3j/2eEXx1+1oebN6cnY83XHJitQu1AvmU8PuDJX8ytBkqLgo/Y11bCsNvCX1k2OdnckuDR9Af1/76cq+hc3I2D1YQAqwxN3z8eYD17SsVofdC5Z+8UVg4BbB85+O6OSUaaJvTqmHlUm5x6594BrpgduTo1isjry4IPyl8I55pZ2Z9e+WZeFz+riUUky8+nZCDGsDk+7mL7wwi/9cO7Iwvtq9OG1oTKiZWE5oJM28Ir2C9PwydWMh/+P1ucFOt4rX28rTQD4kAgzVjZwRBgj21W3JI+TM6UXh7U/hv1GcvuZ7tQI005KkTAPCuUxK+vdPn8TcrpcVLncBbj5256V1npbt0Eqs5rZ7KX2g99AQADJVjb/d8blg5C1amBN7Nf3BLzpe7ywYN9PlDSQBAaCVsxRbYSlac+4olf/rgkk7P/Cfkj+JBxd+xSG+TKGjVPQAAAABJRU5ErkJggg==) 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:rwdcur216511 0.4s linear infinite forwards;
}
