@keyframes rwdcur216604 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhdWWS0hjdxTGf5OGEBUfiIJKFKmLjERcSF20yCDDuJjp4Mo3UiSIommhVEEFQUUUShe+RuqLjo8gKvgAwS7jJm6CLhTvVZTBqFdE3FjMVJjK6cIkEJ+JdBz6wYXLOed+33fv+Z/7/8P/HN8BOV9K/GVLS4u0tbUJ8OqpxY0Wi0U2Nzdlc3NTLBaLAManNGCdmJgQTdNE0zSx2+0CVD6VeGpxcbG43W6/AbfbLaWlpQJ8HSqZ7hEGbDU1Nej1en9Ar9dTU1MDYAuV7KsQ61+1trYO5OXl3UjExsYSExPzrcPhcAIfgiV8FoK40WKx/D0zM0NMTMytBWdnZ5SUlLC+vh4GXARDGkoLypqamvzinz598id899HR0TQ0NACUB0saTAsMQGFxcfF4ZWUlh4eHjI+Po9PpMJlMAKyurjI7O0tCQgIZGRmcnJzkb2xsbAO7wD/BmrkOPfDWbDbL8PCwKIoi9fX1AvQDP8/NzfmnYH5+XoBfgP66ujpRFEVGRkZ8/4e3Xq6QkGsymaS7u1tUVRVN02RyclKAKm/+LgMAlXa7XTRNE1VVpaenR0wmkwC5twldXwPfAO87OjocS0tLFBYWEhUVhcfjobe3F+AvoOQe4yXAeU9PDx6Ph6ioKAoKClhaWqKzs9MBvPdq+OGbgueArbGx8ceCggISExMDWN1uN4qiBMQyMjJITk4G4PDwkI2NjYB8eno6qampAbHj42NmZ2fp7Ox8B/wOKM+A5zabTS0rK7vxwOfC3t4eU1NT9PX1WXRAeEREBAaD4UnEAQwGA2FhYQBGXwuyAFt7e7s1Pz+fuLi4gAcODg7Y3d0NiJnNZpKSkgA4Ojpie3s7IJ+WlkZKSkpA7PT0lMXFRZqbm//gaprWrpt7ER8fL11dXaIoin+Vb21tSWZmpgBW73XXFFgBa2Zmpn96fNPQ3d0t8fHxArx46AvpgTdms1kGBwdlZ2dHNE2TsbExASq8NfeN4Q+jo6OiaZrs7OzI0NCQmM1mAd4Q4v/AABRlZ2fLxMSEqKoq1dXVAvx2j4Ffq6qqRFVVsdvtkp2dLUCRl+vRCAesFRUV4na7ZXl5WWw2m1w3UFtbKw6HQ/b398VqtfraFf4QeSi7Ye309HR/Ts7VGfTi4gKj0Xjj3ul0UlRU9BPwLhjSUAyEZ2VleSYnJ4mMjLy14Pz8nPLyclwuVwTwMRjSULbjj2tra6/n5+fvLFhYWMDlcn0frPhj0ed0Ov39910rKyu+nTIkPOZM2D8wMMDl5aU/cHl5ydDQEI8x8FjUTk9P+99+ZmZGgNqnEoerBSmqqsrW1pZv3h8cudsQ8knFC9+C/FOn0+FyuV7zmRfeXcgFXn4J4f8M/wKUWCB8LaiMRQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4ElEQVRYhe2WT0hjVxTGf2mNDZUULYnBIFaKkhGtC9FB2o21YMGpQca4GbC2TRfRURoERYgUFBwsrrqYBGuHakJdxI0hC0EoQgZMwBocx4hZiH/gLUwUUUJaDPF20ebRODomaceB0g8e3D/nfN+599zz7oX/8c9QA9x9XeKNVqtV2Gw2ATTdtnieVqsVwWBQbG5uCoPBIID82wzgvsPhEJIkCUmSxMzMjAA+vy3xd1taWsTOzo4cwN7enjCZTAIoy5bsjRwC6LVarahUKnlAqVTS29sL8DBbsjeztG8cGBj4ub29HYVCkTah0WgoKCj4yOfzPQV2MyVU3GwiI6+0tDTh9XopLi6+0uDk5ISOjg7C4fBbwHkmpNmkoH1kZEQWv7i4kCdS7aKiImw2G8ADIC8T0kxScBd4NDExMW40Gjk9PcXj8RCPxyktLQVgfX2dpaUl9Ho9VVVVlJWVtQeDwW/j8fgvwEHma0xHDeAYGRkRwWBQSJIklpeXhVarFUDf/Py8XAVer1cAw4BrcXFRSJIknj17JsbGxgTwBKi7TuSqFLwPTFqt1ud+v9/S09ODTqcjmUwyPT1NNBrtfEnQHofDQSKRQKPRYDabWV1d/WpoaGgN+B64c9nh74dQD3xtNptHu7q6qKysTDOMRCIEAgG5X1tbS3l5OQCSJLG2tibP1dfXo9fr0/x3d3eZm5vDbrc/Aqb4KzWpAPSdnZ2S2WympqbmhRL7tyCEYHt7m9nZWVwu13vAQSoF72i1WtRq9SsTB1AoFKjVarRaLUAhpKfgDvBweHi4z2QyUVJSkuZ8dHTE1taW3K+oqJC3+fDwkHA4LM8ZDAZ0Ol2afyQSYWFhgdHR0R+Ax8DGdYHWAz+Nj4+LjY2NtP+90WgUgIXrq8DS1NSUdk+EQiExOTmZqp4PL4tdVQW/Al/abLaPW1tbmZ+f5+zsDKVSicViAfjgusgBQ39/PyqVilgshsfjoa2tjcHBwU+j0agSWHmJ75XIAz6rrq4W09PTYn9/X6ysrIihoSFxeQesVqvw+Xzi4OBAzMzMiLq6OgHc54Z3QqYnTgU8cLlcT5qbmwE4Pz8nPz//hbbf78dkMn0D/AjEbyLO5sirqqurf3O73RQWFl5pEIvF6O7uJhAIqIFYJqTZXEa/h0KhT9xu97UGHo+HQCBwL1PxXPHd8vKynP/U5/f7BX+WV1bI5UX02G63k0gk5IFkMsnU1BS5BJArvnA6nfLq3W63APpuSxwg32AwiM3NTREOh0VDQ4MA3s6FKNs3YQrJ4+PjpxqNpntnZwen03kP2LrR6xWgEWh+HcL/HfwBZajP0WuHfyMAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXUlEQVRYhe2WTUhjVxTHf+ozhlAkBKJVChYRIwRXwQ+QolVRuynBQnU12RTEqYOxixKalUIRwVqwzUKDVCo2JBslVcjCiChuFKMhLjSQGDGvC+lCiikaCbcL8XU06eSj7QwD84O7Ofe+/zn3nHvuu/COtxwdUPHGnPf09Aiz2SyAD95EAN+sr68Lv98vgMnX7bx5dHRUxONxIcuysNvtAuh4Xc4lvV4vAoGAkGVZyLIsQqGQMBgMAlDlK1ZcQACfjo+PU1lZqRh0Oh02mw3g8wL08kLb3d0tIpGIsvuHEYvFHg5kdT6C+WbgudVqRa1Wp02UlpYyMjIC8GU+giU5rtMBw1ardaq/v5+ioqKMi/R6PRqN5qPt7e1bIAwksglnVvqb94DBvr4+59DQECaTieLiYqLRKEII6urqAIjFYtze3lJfX48QgqOjI5xOJ16v9wXwM/BHjhtVUAODra2tYnl5WZydnSm1XllZEcD3Ho9HsXm9XgFMuVwuxXZ+fi48Ho/o6OgQwDNAk0sGJKDPaDT+OjY2Rnt7OxrN4++2tra4vr6msbGRmpoaAGRZ5vDwELVaTVdX16MS3dzcsLOzw+zsLIFA4DNgDUhmCkDS6/V3drud3t5eysvL883aK0kkEmxsbDA9PU00Gi17COLlLpCqqqrQ6XSUlZX9p84BVCoVWq2WiooKeOnCeloCNTDY2dn50/DwMM3NzUiS9GjB3t4eyWSS2tpaqqvvW/7y8pJwOIwkSbS0tDwqQSqV4uDggLm5OXw+3xDwC3CdLWAtMGI2m8Xa2pq4uLhQDpfL5RKALcMh/HphYUGxxeNx4fP5xMDAgAC+4r6V08jWhhXAFxaL5VuLxaK0WTAYRKVSYTQaAQiHw1xdXWEymSgpKSESibC0tITT6ZwA5oDfsu04Gx8CkxMTE2lX8NMxMzMjgO+AulyEs2XgKZN+v9/W0NCQcTIWi9HW1vYj8CJXwXz/BQ6Hw8Hd3V3aRCqVYn5+HsCRp2bePFtcXExLvdvtFsDz/9s5gMpgMIjj42PF+cnJiWhqahL8w3X7Kgp5kCRPT08/drvdimF1dZX9/f1PgD8L0CuYqc3NTbG7uyuAHwoVyfU9kIlwIpEYC4VCBINBC/D7v9AqmPe5vyPe8fbyFx8XsK9vaOu7AAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4ElEQVRYhe2WT0hjVxTGf2mNDZUULYnBIFaKkhGtC9FB2o21YMGpQca4GbC2TRfRURoERYgUFBwsrrqYBGuHakJdxI0hC0EoQgZMwBocx4hZiH/gLUwUUUJaDPF20ebRODomaceB0g8e3D/nfN+599zz7oX/8c9QA9x9XeKNVqtV2Gw2ATTdtnieVqsVwWBQbG5uCoPBIID82wzgvsPhEJIkCUmSxMzMjAA+vy3xd1taWsTOzo4cwN7enjCZTAIoy5bsjRwC6LVarahUKnlAqVTS29sL8DBbsjeztG8cGBj4ub29HYVCkTah0WgoKCj4yOfzPQV2MyVU3GwiI6+0tDTh9XopLi6+0uDk5ISOjg7C4fBbwHkmpNmkoH1kZEQWv7i4kCdS7aKiImw2G8ADIC8T0kxScBd4NDExMW40Gjk9PcXj8RCPxyktLQVgfX2dpaUl9Ho9VVVVlJWVtQeDwW/j8fgvwEHma0xHDeAYGRkRwWBQSJIklpeXhVarFUDf/Py8XAVer1cAw4BrcXFRSJIknj17JsbGxgTwBKi7TuSqFLwPTFqt1ud+v9/S09ODTqcjmUwyPT1NNBrtfEnQHofDQSKRQKPRYDabWV1d/WpoaGgN+B64c9nh74dQD3xtNptHu7q6qKysTDOMRCIEAgG5X1tbS3l5OQCSJLG2tibP1dfXo9fr0/x3d3eZm5vDbrc/Aqb4KzWpAPSdnZ2S2WympqbmhRL7tyCEYHt7m9nZWVwu13vAQSoF72i1WtRq9SsTB1AoFKjVarRaLUAhpKfgDvBweHi4z2QyUVJSkuZ8dHTE1taW3K+oqJC3+fDwkHA4LM8ZDAZ0Ol2afyQSYWFhgdHR0R+Ax8DGdYHWAz+Nj4+LjY2NtP+90WgUgIXrq8DS1NSUdk+EQiExOTmZqp4PL4tdVQW/Al/abLaPW1tbmZ+f5+zsDKVSicViAfjgusgBQ39/PyqVilgshsfjoa2tjcHBwU+j0agSWHmJ75XIAz6rrq4W09PTYn9/X6ysrIihoSFxeQesVqvw+Xzi4OBAzMzMiLq6OgHc54Z3QqYnTgU8cLlcT5qbmwE4Pz8nPz//hbbf78dkMn0D/AjEbyLO5sirqqurf3O73RQWFl5pEIvF6O7uJhAIqIFYJqTZXEa/h0KhT9xu97UGHo+HQCBwL1PxXPHd8vKynP/U5/f7BX+WV1bI5UX02G63k0gk5IFkMsnU1BS5BJArvnA6nfLq3W63APpuSxwg32AwiM3NTREOh0VDQ4MA3s6FKNs3YQrJ4+PjpxqNpntnZwen03kP2LrR6xWgEWh+HcL/HfwBZajP0WuHfyMAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhdWWX0hbZxjGf4lpPWrwz2ggWIVV5s3szUIrMnsg0FBKEKZFKIrMklkns4oXcexiDHo18MatUoQwFKbgUCf+wayFUETBqFUmgnMy/3FyTsG17GIXOiX47sLlbMHOJdlmtwfOxXfe7zzvc97v+V5e+J8jE8h+ZcmvXr0qbrdbXpWIe4ODgzIxMSHAR2ed/M07d+6Ipmmi67q0tLQIcOUsBTwMh8NiGIYYhiFLS0vicDgEsCVLlJZCcm9HR8dnqqqaL+x2O06nk2Aw+C3wfQqcCcNeVlYm6+vr5t/Hno2NDfF4PALkJkNoTVKAz+/3Y7fbTwQyMjJoa2sDaEqGMJkjuOzz+cbr6uqwWCwv3eB0OolGo575+flvACMR0kQrUAA03717F6vVyu7uLpqmmUHDMDAMA4vFQn19PQ6HYx4o+icEXAA+rK2tjYRCoSZFUQgEArhcri91XTc37e7uUlpa+kVXVxciwtDQED6fbxP4GHAm+JNxyAY+qKiokPHxcYlEIqJpmty+fVuAt4F7Q0NDpgH/0IyueL1e2d7elkgkIsFgUKqrqwVoA15LJHEm8K7b7ZbBwUHZ2dkxkwwPDwvQCtSeIqAW8PX19ZkxTdNkZGREbty4IUADEOfgmJvOAxUul+vr1tZWVFVFUZQ4ZdPT0+zt7ZnrkpISCgsLAXj27BkrKytmLD09HbfbHWfWw8NDZmdn6erqYm5urgYYBX6xAOeLiooO2tvbuX79OllZWYlUKmXs7+8zNTVFZ2cnq6urGVbAarfbURSFtLRUGmNySEtLQ1EUMjMzAayxGilAtaqqfc3NzZSVlXHu3Lm4D8PhMAcHB+a6uLiYixcvAse3YG1tzYzZbDbKy8vjjiAajbK4uEh3dzehUOg94Cvg9zP9DdlAk9frlbGxMdE0zTTTwMCAcNzlGvhzEzYADT09PWYsdhtu3boVM3FCrfoC4K+pqZHHjx+Lruuys7MjlZWVArhOEXDZ4/HI5uam6LouT548kfr6euFv9IMC4H5jY6PMzMzI06dPxe/3C9D9EgGft7S0yNzcnITD4diM8Cnw+mkJXt7UT+INh8PxQzAYJD8/n0gkQjQa5dKlSwBx6xcvXlBVVcXW1lYJ8N1fESdq+5/29vYmbDbb+9euXSM3N5e8vDwzmJOTY64DgQCTk5MqsJQgd1Lwj42NnZgFYs+jR48EuJ8MYbLzQKCzszOuI8ZweHjIgwcPAB7+mwJ+npqaemdycvJEIBQKEQwGa4Afk+RMGjaHwyELCwtm6ZeXl6WgoCCloTTZCgBEnz9//lZvby9HR0eICP39/ei6Xg5EU+BLGf7R0dGY8T45y8QxZKuqKjdv3hSOO+crQTYJTjr/WfwKv0Yu7okp8CUAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur216604 0.66666666666667s linear infinite forwards;
}
