@keyframes rwdcur78293 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHP0lEQVRYhaWXbWiT6xnHf02DrVKPJYSDSEpsGNMmhYbpOfgyqYzYqQhaDTi2IuLYkCELnUdDhor7IMUPIv2wtiOe4/qhhNJkUUpnX3JwR2JSbe2pbZLO+naONaetJ21DktYmmt778Dw5y2xSHeeCi+S5c+X6/5/7vu7rpYD8ogSKgRJAZbFYjPv27ftleXn5NrVavaGkpKS4sLBQ+Va8JR6NJyYnJyMjIyMhp9N578aNGwHgFTArawJYBN6+C1KQBzwDrG5tbTWbTKbfrV27dn0wGFSMjo4qA4EAoVCIvr4+9uzZg16vp7KyEoPBsGQwGHj16lX0+vXr3Q0NDT3AS+A7IJJFJK8oZGCNxWI5HA6Hn09PTyebm5uFTqcTwP+oEGLZmk6nE83NzSIcDqdDodDMrl27GoFfAZ8CGtm/YiXwjQ6H48LCwkLS6XSmNRrNMpCVCGRUo9EIp9MpYrFYur6+vg/4A7Ab2JiPRAmwMRAIuBOJxBur1ZrX+YcQyKjVahXxeFy0t7c/Bj4DfpFF4gcWxUCpw+E4ptPpDqxatUpZWlq60lF9sGzbto2ioiL27t37k5MnTx4FfiYTKJVxUQJqi8VyeGFhIWm1WoXb7RapVEo0NDT8qB3I9mO1WkU0GhVGo/EW0nF8CqgzW785HA4/dzqd6Vx/znZqNptFW1ub8Hq9Qggh+gf6RVtbmzCbzXnBM2sdHR1icHAwCdiRAnMzwPrW1tZz09PTyXcDLttJTU2N8Hq9Ih6PC5fLJSwWizh//rzw4RMul0vE43Hh9XqFyWTKS16j0YiJiQlRV1f3GLiAFA/ow+Hwt83NzStuYyQSEXa7XahUKgG8Ab4Hwj58AnijUqmE3W4X0Wh0xeNraWkRAwMDaaAdOIbFYvl1LBZL5rrngKipqRFzc3OisbExs/YIcAGfA5/LBPqAr4CHTU1NryORiDCZTDn96XQ6MTs7K4xGYxA4R3d3d6vf73+TL5C8Xq+w2+2Z56+BvwK/B44BJ2QCl2VtBNodDseM1+vNG5x3794VNpttHrArysvLt42Ojipz3CDMZjNVVVVYrVaAccAH3AXuAyPAE9n0OTAmE7x39uzZfxiNxiWz2ZzLLcFgkOrq6jXABoVard4QCARyGtbW1tLb28vs7OxbIAA8BELAN0i5PSabxpCKzgsgNDExMTAwMDBVW1ub028gEKCiogJArSgpKSkOhUI5DbVaLXfu3AGIypopJCWACvkey98/Qk4swOLQ0NALrVab028oFEKtVgOolYWFhcq+vr6chgA9PT0AKflRKQMhg3+cRUABLMm2ynXr1q3auXMnUq5aLul0GuCjgsU3i+LAvgN4PJ5lRv0D/Sx9spSX3PukYKCA7Z9sX7ZuMpno6umi6N9FS8p4NJ7Q6/UluQg8HX9KsauYI0eOvAX+BQwhBVwM6a1VPnx/2cGOv8trUSAJrPN4PCemx6fVy5wCer2eqZdTYCChmJycjFRWVuZ8A7fbTU1NDSqVSgmskpcXkRqLTFwggyeAOJDSarXF27dvV7nd7px+KysrGRsbA0goRkZGQgaDIec+O51OHj58yOXLlyGreslgs0g3AZnInEwOu91uGh4exul05iRgMBgyRz7LoUOHLkSj0XS+TGgymcTMzIxoamp6jZQ+/wTsldUsJ6I/I9X6z25133oQi8XS78uEmzZtEkAPwOHx8fGZfLWgoaFBpFIpMTc3JxwOx0xZWZmdHJlQq9U29n7ZG5xLzaVTSynhdrvz1oL79+8LpFpiB/i5zWZrC4fDy9qvDLjb7RYmk0l4vV6RSCTSt2/fDl+5csV/7dq1Bz58wvOV5/v5xfm0D5/IaC4SmWp48OBBATwAzgHogWOhUGjG6XTmBM928m4/kA36rr5LoqOjQ/j9fgHMAw7gWAGwHtBXV1cf7OzsPHXp0iVFaWkpp0+fpquri3zpFEAIgb/An/d3gK1LW+m62UV/fz82m40tW7bw9OnTQaAT8BYgt+GAsb6+/rcXL140rV69+r3gH0ogQyI5n+T48eO4XK4XQC/wJTCsQLo6EeDZ1atX3d3d3U+SyST9/f3vdfyh8jr1mi+uf4HL5YoiVdKvgWdARIE0LiWQppfQ0aNH/3bmzJlBm81GR0cHGo3mR4HrE3pO/OYElj9aooAXuIdUUb8DEpm2fBEpmXwDDLW0tLTv3r27u7y8POX3+2lpaUGn0/1fwGXxMgoGC9hStSWz7R6krmlIxokCi9mNyAL/zWxLw8PDC1u3bn1ZV1e322Kx6AYHBxVjY2MEg0Eys2Eu2Ty/mSePn3Cq7hQ3b95ckN92GGnbs3uJBVg+nCqANUhpdwOgA34KGKqqqir379+/sbq6ek1FRQVqtZqioiLShWmmpqYYGxvD808PnZ2dPHr0KILUnDwBgkjd1DOkbY/K4Eu5CGTkh+lYJqJBmmbK5OePkZsQHz71DnZkitGsDPIC+Fb+XHE6/g+rtHtb8aLhqgAAAABJRU5ErkJggg==) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur78293 1.0666666666667s linear infinite forwards;
}
