@keyframes rwdcur58947 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhd2WW2hcVRSGv3Mcy3QMoaZFK9RRY4xNiVRDRYzFmnhpqwHbUkkajHZADaLQDtTkHME3MfggwUvE2IdoIw2WiogtpQ9V2oe2GpWmQqwhDTM7t7ZxUGpNM52cs3zImclMMpczw9QHfxjmYf37/P9ee629l6ZMEVzA36FVAefccPOBXqC4q3VFMZBh524M6IAnF9fjQmwhSoErudS9gwFrZk1Pzu95sgUz4BpgZ4jp3sGAlWTiN4AkI/rCtYWc5UyWmD6zpmd5Cjk1C4uMF5KBbMiUmXTQAb1o1ZxkwIbEzjPBK81YQIUWvweuV5+ngzQzf/c4BlYXWcPn0kTBurl63PXRZiJ6s6zxbuwUC1iXheO6GLUM4plaTXfEATga1DL2dzGgJ/1SsLFzUd0U3s7KlJ0hw4qIiBx8/sRuoCQp7AOW5Pk9izyKSwc6v/p1X+DMrkt1D65abwIrk+LTzF29buEBbiSPdtaBC3eV3bPygQ9u/UnTtNuAYWXKoyIiw23R0e6tB7cDXmVKfciwwiPtsam+HcdeAnzKlMdERM63Rcc/e+5QM3PZigGrlSk/fLzlywZn7f0hw/oZuFOZ8qGISMiwogO7/zisA09u3fdI99Ce6f6Toe+amEt7V2/jkcbIP5cCT1VuaXey0jUw8WPH5OWxlqb99XsBP9D19QsnX/7zaiS4oXzTW8Att7+TqJnuxysaGoFlwKsTl1Uf8Bewa/RNbtA1/b6bly5/OpEKZcqqsGFfBCqUKdGwYVtxp0ClMiV2d9m91Q5Xd/6j/mXl1cqUJcqUmMMTJwO+sGFPtj60p1ZE5GF/XY2zpuF827VvRUSUKaIrU8Y/erZv2+DFMz7mq3nk2PDhHbV31N2ka/pSYAgY7tj8Sc2J1qH1tti/A+XAyLubP62ZunJhky32GDAb35C/Q5vWNO3AGxvefv9sMHLglPp+wgn1/TJx+sjZYKQ1vvOmkGFNiYgc2tlvAKXOeY+G2mf/Pv1aeC+wQplSLyIy0h6LJNXAEyHDmhQR+aLx6CuAT2S+RZUplcoUee+Znu04l5sy5fOwYV/tf3281+FePyhT1iUbSodiP8cLcfybF08FgTE35Gz3/3+CYk1HpRT4Gs5mZOVGCVDmHQwIUJ1DL+UpT/caxkmJ8coNHHFg0SDq+vseoMSZVGqBFeRZpI6JrA9RLwMpnEQGUua0eHA/RZsTHeEUtLC2KuUIkk0UUzydiRbWVgHnFqXYEf5/In7+yXXwL26/svWsVY3xAAAAAElFTkSuQmCC) 1 1, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur58947 1s linear infinite forwards;
}
