@keyframes rwdcur195763 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 10 7, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 10 7, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDklEQVRYhe2WP0gbYRiHnztjmooWFXUwh4gU/5ReCUVaiXssVrq4XEVF12a3QykdOhSngh2kOHR06EHp0MEOpYaCpahoPYlGlCBnc2QITQySJuddh4uSWoVERQr1B7d8vN+9z733fr/3g0td6n9XWQmxbuAKIAD7Fw3gBq4DnUAFkAZ+nRdEMaoFHi0tLa0Db4A+4NpFAjQCr3K53I6u6zvAO+DBeUC4SoitSKVSotfrRdf1O5Ikifn1z0DqIgAO5fV6RV3XOyVJOlg6NUSxAC5ALFw4ASKN06TVeaAMYAHmWQGO1RGIynzCuxMTE7dCodCWqqoJYAP4BPzIw5wfwAFEOBzu6ujoaJ2enr6mKIoIIEmSr6amhlQqZaqq+nF/f38S+A5kC/eLx720VOVyOU80Gm1VFKUWxzMoKyuzbNu26uvrXcFgsLe9vX0cuHk055krAIjxeNwlyzKAe25uDr/frwGLAG1tbV2BQKA5EAjcWFtbewhsAT8PN581eyKRcM3OzroHBgZYWVkhEomYOM04A7xYX19/MjMzswXQ3d3dC9wuzHtmgM3NTZcgCKIsyywvL2cHBwf3stmsD8e6Ab5FIpH5TCZjybJcC3SdG0AymaSnpydjGIa5sbFhjo2NxX0+n9bf3x8KBoOZfJgFZARBEC3LsoCrhXlP3QOmaVJdXa0BRjKZvFdXV0csFovGYrFJTdOiQBzHCxqBFrfbTSKRANih4DieqgKmaVJeXr4EvAamNE1bE0XRHB4ebgXuA3tAAmgCHiuK4hcEgcXFxQjwhQJjKhbABPY8Ho9VkHwKx2DmV1dXP6TTaauqqoqhoaEA8Bx4BoyPjIz0NTQ0iLqum+Fw+D3OKTiUUCRAAzC4vb0dbGpq+gq8BUL5rwRoAZ6Ojo4GKisrRUEQsG0bANu2MQzDVFVVBV4C26cBcAPt+UcHNP4cPiLQjHNPaPP7/V2SJNUtLCwY8Xh8fnd3dw6nWgZH7LhYgAMID47fZ0+IceHMhFac/68DkTzssQOpFIBSVNhbfw2gS13qn9JvU7YnIgzum4wAAAAASUVORK5CYII=) 10 7, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 10 7, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 7, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 10 7, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 10 7, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 10 7, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 10 7, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNUlEQVRYhe2VTUgcZxjHfzPrTGZCWGW3rJjdSg2pVulCiRJDzMFEXKSEFjyZm3qSeOzBQw970J489tBDKYVAD6JSCkVqKKUfgcqwLDYs1V1sLMsYrbjD7hribnd2Joedle0mLeMHEqh/mMM87/O+z4/34//Auc71f5fnCLkycAEQgPJZA8jAVaAHuAg8A4qnBeFGPuD+6upqEvgSuAt4zxLgMvBpqVTa0nV9C/ga+OA0IBqOkHsxn8+LwWAQXdevh0Ih0Yn/COTPAuBQwWBQ1HW9JxQKVUPHhnAL0ACItYH/gKjPtQDzpACvVB2ECDwB+oFm5/9v4A/gB+CpA3N6AFWIdDrd09ra6gXEsbGxdq/Xi23bFItFstmsubCw8LBcLn8GPHagDuXWBxqB21NTU1dVVX1p0OPxSKqqXuns7AxKkmRlMplyNpu1VFW1vV6vp7e39+1cLvfe3t7eb8BfgF2de+IdANA0TZEkSfb7/UxPT+eB74Ak4O/o6LgViUTeikQiXevr6/eoHFO2Olf8lzVdyzCMhpWVFQWgsbHRjMViIhV/iAOzyWTy4+Xl5ScAfX197wPXauueGGBjY0MuFouibdt0dXWZ3d3dZqlUugG0OylaKpWKFQoFKxwO+4AbpwaQy+UYGhoq7OzsmKlUyhwfHzfC4fDvw8PDP09OThacNAsoCIIgWpZlAWpt3WPfAdM0aWpqSgDG0tLSnZmZGdra2rLRaPSrRCLxGNil4guXgSuyLGMYBsAWNc/xWACmaSJJ0irwBRDQNO1WS0uLaFnWG9Fo9EOneBpoBT4aGRm5KQgC8Xg8BTyixpjcHoEJPFcUxaop/jkVg/m2v7//ewBRFLFt+/r8/Pws8AkwOzo6ejcQCIi6rptra2vfUHkFh3LrAyrw5sTExDWfz/cL8AD4CTCA/Uwms3VwcNA9ODjoB2hublY2NzfbBwYGgrIsC9vb2+bi4uIClVa+V7uw4BJABt5xPh1I8M/mowDvAvfm5ubupNPpS5qmKfF4/Onu7m5sf3//V2e3dqizY7cAVQgFKFBnp46q778dCACXgD+BlAP7yoZ0FAC3qr9XLzWgc53rtdILzisrGz0xFK0AAAAASUVORK5CYII=) 10 7, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 10 7, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 10 7, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
}
div.testarea{
animation:rwdcur195763 0.75s linear infinite forwards;
}
