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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGuklEQVRYhcVXXUwTWRt+Zqa0nbYU7I9asjRWEJRGwxdNCIESFL1SgjbfaqKJGC/0ApZELjYkxsSfmCgJidFd5VKNGCULqPHKRENqTAAtCJga2rV8S1crTBXLT4YW6rsXfjPptAXZ77vYkzzp6XvOnOd5/05mgFUOIipaWFho6e/vDwUCAZqbm6NEIkFzc3MUCASov78/tLCw0EJERas9EwCY721YXFzc7/V6e+x2O7q7u9Hb24vR0VFUVFSgrq4ODx8+xIsXL7B161ZUV1fD7XZjYmICZWVlBxiGefB3xKR5/PLly9mhoSFyu93EcRwBkNHW1kZERG1tbQo7x3HkdrtpaGiIXr16NUtEhSvxsJmMsVjsYCQSGbt3755BFEXU19cjkUgo9nR0dODw4cPo6OhQ2BOJBOrr6yGKIu7evWuIRCKBWCx2cNWeR6PRxlAoRKWlpQSA3r9/T9PT0+RyuRSeroSBgQEaHx8nAFRaWkqhUIii0Wjjd8ljsdjBUChEDodDPuzIkSOUSCRoZGRk1QIA0LZt2+S5w+GgUChEsVjs38uSE1GRIAiy58kYHR0lIqKurq4VSXmeJ57nyWAwpKGsrIwEQaDUmuCkSW1t7X/a29vVPT09aeLsdjsqKytRXFwMjuPQ29sLADAajeB5HgaDAdnZ2dBqteB5HhqNBlqtFhqNBmq1GhqNBtFoFF+/fsWaNWuOtbe3X5LOZoBvrfbmzZseURRhs9lQV1eHkZERhYhIJAKz2Yy5uTkcP34cHo8HLMsqwDAMGCa9s61WKzo7O/HhwwcYjUY4nU65RVkA8Hq9PRcuXIAgCBAEIY2c53l4PB4AgMFgQGtrK6xWq+yl5OlyiEajEAQBkUgEN27cwNDQkBxmhoiKwuHwWH5+flqrAUBubi40Gg127NiBBw8eQKVSAQA8Hg9OnDghe52M5QYRgWEYPHv2DFartZhhGD8bi8Xc3d3daeRGoxFWqxU6nQ4ajQY+nw+jo6PyelVVFZqbm5GVlSVDpVJBpVIpbKlrLMvi6dOniMfj+wGAHR4ebpCKShomkwl6vV5RSGq1Go8ePVLsO3bsGGpqahTEKpUKHMfJtuT/kpjBwUH4/f4GAGBNJtMPkmc8z8NisUCr1cqkyV50dXVhcnJSFqBWq3H69Gnk5eUpCCVSCam28fFx5OTk2AGAtdlsqKioQFtbG5xOp8Lr5NBxHIesrCw8f/5cEQWLxYKmpqaMhKnEZrMZR48eRX5+PsxmMwCA5XkedXV1aG5uxubNmxWkmQ66c+cO4vF4WqEmC0iF9KzdbkdDQwN2794NrVYLAFCJoojHjx8jGAwiGAwq8siyrPwrQRAE9PX1oaqqShbA8zw4jpM7IFMnEBHC4TCuX7+O8fFxVFdXf4vA5OQk/H4/rl27hk+fPilClppLCWfOnMGtW7cgiqJCwPcwPz+P7u5uCIKA6enpbwJmZmb+dDqdqyJOxu3bt9HU1IS3b99Co9GsuDc5khzHoaCgALOzsxMAwJaUlPxaXl6uaJfUB5P/J9smJiZw6tQpdHR0LJuyVHKWZVFaWoqCgoJfgf/ehIIgjO3ZswcMw2RUvdydz7KsnPNMtyDDMCAiRR2wLIubN2/CZDIVMwzjVzEM4x8eHsauXbtQU1OD9evXo7GxUSFCEiaRJgtILryVruKzZ89iamoKXq8XU1NTMJvNfgBQAYDT6Txw8uTJni9fvsBisSA3Nxfz8/NpEUgmTRaSTJxJAM/zMJvNWFpawqFDh7Bx48YDcpSkic/nm33y5Imhs7MzLd//i4BkIVIa9u3bB5fLNVNYWJgjramkyZYtW/5ls9kCr1+/RjAYXJZ8JQHLRYGIsGHDBrjdbhiNxu3Ja/JbMcMwv+v1+kOXL19GXl6eTKDX6xXkq4VOp5Pn69atQ0tLC3Q63Y8Mw/yeUQAAqNXqTr1e/9PVq1exadMmsCyLK1eu4OLFi8umIRNaWlpw/vx5sCwLh8OBc+fOQavV/pSVlfVban2oUg0Gg+GXeDw+denSpfv379/H5OQkPn/+rKh8lmWh1+uxdu1aRCIRLCwsKMIvCAKWlpawd+9e1NbWguf5HzORp0UgORI5OTnFO3funDGbzRgcHJRfJiQhLpcLra2tqKysVIjjOA4+nw8WiwXl5eUz2dnZm5YjB1bxbUhE+8fGxnqsVisGBgbg8/kQCoVgMplQXl6Ovr4+zMzMID8/HyUlJdi+fTsikQgKCwv/v2/DDEKK4vH4z4FA4I9wOEyiKFIikSBRFOnjx4/07t27PxYXF3/+u1/H//j4C1Qw3Ai3AHrXAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur44651 2s linear infinite forwards;
}
