@keyframes rwdcur83615 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH5ElEQVRYhe2Wy29c5RnGf+c+N4+v49vYM/bYiZ0LSRShkhQIbYBKpJQWRW0pm3bddSUWrdodUhdV/gC6KioVCqU0tJWgKkooMY5jILEdxziO79exx577OXMu39cFFAVjCFAkNn2ks3g35/npeb5X3wf/19cs5c4hHrKe62ttPrztBtVipZp1XHfWrtXeAaaAeaD6VQPodw51unrkx32d3xg4eJhaKEReSDbKFcquLzwoelKdWdvOv7WwvPre6vrG9E5+Z91xnK0PwcSXAfhYApbKv76fiJy+r7mDZEeSlt4ETQMZIu1dKLE4ttRY3tphu1Sh7PrFlVx+8sVXLry1trY+7jj2VBAE80D2iwBoH5skjzVbHI7goLoBwvFYyG/iuzUsRRDWFDoTTWS6OulLdlp9/Qe6rt68faK3f/CReH3jKSnFAzXHTgshAmAb8L4QgITjHYb5YIwqEpdsucpNs4nZXAHFc2lpqEfVdILARxUBhZpg5P1ZpaWtw0q0trV1pTODbe2dJ6WUZ2qOfb/vexK4DfifLwGId+jGU0npE2lrZVazWGvI8O0f/Agv3sL10VHSiTi6qqBrOmPzq7x5fQrPD3BdDyEl0bq42ZXqbejs7hmMxuI/DIUjTyuqlhDCLwRBUNidym4AWnXt5ykCJRKLE8v08+rQu7gB3HviJHWdXdy+epnO+ii6bjC5ssVrb18ln98hl9sit5VjZ2ebQr6A5wdEY3EisXijVNQHVE07jZTSc2vDd/rpu/wXXRmUhUacjU3qkykePj7AxbfeRFUVnnj8DJtaHQszM/SkfOrCUQq5LIqqfvQDVVXRNB3dMDFMC9MKoaqaaoXC+7HLv7RVdUoIcRFw9krAi+ucTVlqZ5Pi4+SKJDNp1GiIS8PvsrG5TSrdgz05RpNmUt9/iKm1ZTpaGunemuOoYTOo2aRklQ6/TINbQqsW8StFbMfGkl5kf0T5ZlWqVccPRvesIGKZg10h/WSH6aN6NdytIpmeLvpSbZQWblIbf4eUamG50JJMoaeSHDl6D3qxyGB1ke5Q4HdZQqStQPRaNfqNmnLAtDlo2qQNl30hGpvDRkzR9MtZ29/eXQGeor1XkQqKDiEFhL1FZejfxJNJjjeGUXI7BJUShZ0wXB3F6U5iRsIkvvUIF87nRWlx+m++ZswjpR6SXiiiKbEGnXizQbxBE+0RVbTXS3EkqqnHgJlPALhCzOQDWRQq8agKQoKoedSW5rE1qJngmpKyorI5q5DXTE50d5PubeXhs2d59tnfurZdPg9c44P1i3z4NYQ0tTUZ0Xqiumi1g2B6zwqkFHqdqT3UYmpdRalyy48wH+ise5KqL0CqBIrGUqiZW9FmXKlSKpVYX13h6LEjyqPfeWTfTj5/OruRvc/3/Q4gAzyq6/pPhKJcyTn+hQ0nGNmuBeuAVHYDALGORMtvevcf+kVTawf5QomVlSUK21kODvRxz4EBFqfeJ5Lso+R45DY3KRW2qW9McGgww73HD5FOp6iUK6ytrRMEPuFwhPGJifyfX3r57MbGxht3mn2iAqBarrnj9U2JYqK1PR5IFX1jDUVRMTWVwQMDpHp6qNR8Flc2WZy7jWG7HMsYRGJxrt2Y4/3peRoaYjQ0xAmFw6ysrjA0NDxfKJQWd5t9ogJABr5vNTY1n2pqaW3zXI9cbgu7UqI7N4dRKhPpydDXn2F1eZHVbJFD+zKk5Q7Xr48R7zkIusXCUpYroxMMXR4B1aSpORFfWV0btSuliTvN1D0ACIJgdmV5ccZ1HTRdQ9M+4GzVJd0Lw7x2/iUxNzfPQw/dT2+qjYLQGN5W8dr3cXAgw9FD++ns6KDmCQ4YNeqUgNW1bMQwQz/9PAkAVB272tPanjwZicbNnZ1tKqUCA5pNtxX4I6s7r/71zeGx06e/va8n3aVdvXaDWFuaJ7/3GKfuv5dDB/ZhGhqqFAQz1wgX1nl9OotXs2OuU/7dXRMAcF334tzt6ayigGGYaJqOKxUkKp5mzpdL5XPPP//CYm9vDwO97cRjYRob6wlZFoZhEImEKTsu40YbL8w61GoOlUpxe7fPpwIAE2srSxPlUhHTstANA1eqSAmKlDpwbeTKyGipVKK7q4PNrU1G3hljaWWD8clprk9Mc+PGTTa3cmTSzVVq+ZcI3Gd2m+y1BR/VYFcrf1xbXX6irr4Zw7So1jQCKVRLeiFAOI5zZW1t/anGpkbyhSKvvf5PFuenCUXizMzMMjc3x5PffZC5ubkpGdTOicAf+iIJIIR4ZSe3Oe95LqYVpoiBK1GjuhoDQkA+CAIsy6IxHuWwWuJMQvLqhb+ztDDLk4+fIhwKbQ1dfvtF3/dH9vL4rAQA3FKx8Adzc+NXoKoFoeJKqNdlDIgBvdFolOXlFYQEr72Xl//xNq7n0dzYVL45eXNq9Oron8rl8u/5lFfR3QColgt/0c3Q05YV6q8IBVtAsy4bgAbDMI6Nj03kL166tFj1rf5EIhFZlDEEDhMTkxekb58TQvz3TthTn7aGH8n3/SJIoXjO8YhwoynTo07DHS3yhkQZvnVr+vziwvJz+Xzu3Ww2Gw5cJ+w55Xnp184J4V/iSz7X99KZEy2h28/06vLXfUalt876GXc5Q59Hd03gDi1VhVJuNLV6RypNm4EylrX9K0DwvwDsdRt+pg7Xm/ujhnp425XTt4q1Sb7CiL8W/QeWcsl8aXR2+QAAAABJRU5ErkJggg==) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH2ElEQVRYhe2Wy29c5RnGf+c+N4/tGY9v4+vYxA4JIUSohEKhJUDVFLWV0gtlVam7brpBYtGqlbpAQl3kD6CrIqgolKKUVuoClFAScjEhsV3H+BI7E48vY8947ufMuXxfF9DKGNMQisSmj/Qt3s15fnre873vB//XlyxlZxEPWc+PdCYPFt2gUak38o7rXrebzfeAWWAZaHzRAPrOokVXD/1opPcrY3cepBkKURKSjVqdmusLDyqeVBfWiqV3bqysvr+6vjG3Xdpedxxn6yMw8XkAPpaApfLmd1ORR+5L9pDuSdMxnCIxliHS3YcSi2NLjZWtbYrVOjXXr+QKpZmXXz/1ztra+pTj2LNBECwD+dsB0D5WSb6VtDgYwUF1A4TjcaO0ie82sRRBWFPoTSXI9PUyku61Rkb39126tnh0eHT80Xhr+0NSigebjj0ohAiAIuDdFoCEIz2G+bUYDSQu+VqDa2aC64UyiufS0daKqukEgY8qAspNwcUPrisdXT1WqrOrq28wM97V3Xu/lPJ407Ef8H1PAouA/9kSgHiPbjyZlj6Rrk6uaxZrbRm+8b0f4sU7uDoxwWAqjq4q6JrO5PIqb1+dxfMDXNdDSEm0JW72DQy39fYPjUdj8R+EwpGnFFVLCeGXgyAo705lNwCduvazAQIlEosTy4zyl3OXcQO49+j9tPT2sXjpLL2tUXTdYCa3xd/fvUSptE2hsEVhq8D2dpFyqYznB0RjcSKxeLtU1AdVTXsEKaXnNs/v9NN3+WddGdSERpyNTVrTAxw7Msbpd95GVRW+88RxNrUWbiwsMDTg0xKOUi7kUVT1Px9QVRVN09ENE8O0MK0QqqqpVii8D7v2C1tVZ4UQpwFnrwS8uM6JAUvtTSg+TqFCOjOIGg1x5vxlNjaLDAwOYc9MktBMWkcPMLu2Qk9HO/1bS9xt2IxrNgOyQY9fo82tojUq+PUKtmNjSS+yL6J8tSHVhuMHE3u2IGKZ430h/f4e00f1mrhbFTJDfYwMdFG9cY3m1HsMqBaWCx3pAfSBNIfuvgu9UmG8kaU/FPh9lhCDViCGrSajRlPZb9rcadoMGi53hGhPho2Youln87Zf3N0CPEV7vy4VFB1CCgh7i/q5fxBPpznSHkYpbBPUq5S3w3BpAqc/jRkJk/r6o5x6pSSq2bk3fM1YRko9JL1QRFNibTrxpEG8TRPdEVV0t0pxKKqph4GFTwC4QiyUAlkRKvGoCkKCaHo0by5ja9A0wTUlNUVl87pCSTM52t/P4HAnx06c4Nlnn3Ntu/YKcIUPr1/ko9MW0tTOdEQbiuqi0w6CuT1bIKXQW0zt4Q5T66tIlXk/wnKgs+5JGr4AqRIoGjdDSeajSVypUq1WWV/NcffhQ8pjjz96x3ap9Eh+I3+f7/s9QAZ4TNf1HwtFuVBw/FMbTnCx2AzWAansBgBiPamOXw/vO/B0orOHUrlKLneTcjHPnWMj3LV/jOzsB0TSI1Qdj8LmJtVykdb2FAfGM9x75ACDgwPUa3XW1tYJAp9wOMLU9HTpT6++dmJjY+OtnWafaAHQqDXdqdZEqpLq7I4HUkXfWENRVExNZXz/GANDQ9SbPtncJtmlRQzb5XDGIBKLc+WfS3wwt0xbW4y2tjihcJjcao5z584vl8vV7G6zT7QAkIHvW+2J5EOJjs4uz/UoFLaw61X6C0sY1RqRoQwjoxlWV7Ks5iscuCPDoNzm6tVJaO0iX2yQXStyZXKOc2cvgGqSSKbiudW1Cbtenb4VAFLKpqIoD6T7B/cLCcVCgXqtwmHDZqyR5a/zeZHo7VXuuecQudwqjUDnZqHOtWyRK/PLlIub1Gt1bNfnoNEglkiytJo3KpVKrFbZfnGnl7oXALCVX1+9UNjarOm6gWEYH044BUxV+rXs3KnnnvvtH+v1hvv4sQcpV8usuBpKIsn3n3iIp3/+UyKmz9hwLxGvTmjxMpMzC9Tr9uHdRp8GgOu6p5cW5/KKAoZhomk6rlSQqHiauVyr1k6+8MJL2eHhIcaGu1E1ja6uTjo6kggh6O3pZmJqnimji5euOzSbDvV6pfiZAYDptdzN6Vq1gmlZ6IaBK1WkBEVKHbhy8cLFiWq1Sn9fD6ahsZEvsHhjg9dOvcnb7y1QKNfY3CqQGUw2aJZeJXCfuR2Aht2ov7i2uoLx0WJpSI1ACtWSXggQjuNcWFtbpz3RjqaC6zS4fPkqC0s5PF8QVjyOf/MBOlPtszJonhSB98btACCEeH27sLnseS6mFaaCgStRo7oaA0JAKQgCLMuiPR7l4Q6V33z7EE69TEcUnjxxjHAotHXu7Lsv+75/cS+PvebATrnVSvn35ubGL0FVy0LFldCqyxgQA4aj0SgrKzmEBK97mNf+9i6u55FsT9SuzVybnbg08YdarfY7PuVVdCsAGrXyn3Uz9JRlhUbrQsEWkNRlG9BmGMbhqcnp0ukzZ7IN3xpNpVKRrIwhcJienjklffukEOLfO2FP7TkHdsr3/QpIoXjOkYhwowOmR4uGO1HhLYlyfn5+7pXsjZXnS6XC5Xw+Hw5cJ+w5tWXpN08K4Z/hcz7X99Lxox2hxWeGdfmrEaM+3GL9hFv8Q59Ft0xgh242hFJrN7VWRyqJzUCZzNv+BSD4XwD22ob/VQdbzX1RQz1YdOXcfKU5wxcY8ZeifwERs9Mc7x3b4wAAAABJRU5ErkJggg==) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur83615 0.5s linear infinite forwards;
}
