@keyframes rwdcur165159 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 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,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) 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,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGHklEQVRYhX3Xz4tdZxkH8M977pmbyc10Mk5njJlcp9HW2oLUoEUqLioRdNH+BVK6MFhQIlIoZCtWu1ArxQYkFlxU/LFx4ULoouDKVpTaTakgaY2T6SRtpmOaziSTO/ee4+J9zjl3BvGFw7nnnPd9vs/zfX7eVFNiDiexhIcxH+9OY9cR9xlghA/873Ws+zl510s1f+4xSoyxiQ0MZLwC13Ep1Rl0Ja4BvoaPYt4Rp+1gcQpo6wDwUcyih0m866GmuuJlvFnwegDfRBW7tnEj1XwBw7B4gM/ilEUPmYTFy6FzgRvYwREcilNC7AQp7ruhyAzVu54r+Efs7MfuDVwv44UQP4d5xzzUClwM3YXwRs0iLE/ZWr2G/7iPOzYqvpwYJq6GxJs4gXcaf4xbzY75OgE6mgIu497HJWcwrkL5Iqs0X3F3wWtWPG8n3FNQLjvlplN23MDFwNvGWmPbCH0rnrUXKglLe1PX2x7Be0HhUpHvo1BrvuDtVu3lsLOHvXBbDu4H4ss2ijJglgw9rwrwvc5/9bpfJp6NQ7u6aLguB/BiKLAbe5ZM4tdOGNLctdySnXlvfhj6FVOiI4pt+GnihdB2rLN4NkCLgIJ7sGDoaetTcA340ZCQA3jejqt4r7zJcODAKqjX/SDxx3gziuMjXfh9DAuhyH04YcUTJgF2sF70YmeZf9c7LiUuFYO7vKDC7bgm1Ot+k3gtaK2mgPuyy4Zh8VI8n7AY4A1Ys47ENRPP/fw9HfMQLpbqDOpabNxxNeXKtRX03tTlbhU2NIk4wN2WPdGenw9+muK15RVs2vE3Q08TUnIEXy5bsZ2/bsR1rxzxC3Fv9F8IpWZxwnFnVVOAVTAwhzXnK/5UZCbLlpm4FyddKBVBT/itZit1NtyLf4ZdpRwHC0H9pyw7axxcHJqivcaa7+BikZUtsCl11jepXrQVry/nbi6R4yD083JfaFKnj1X0DZ1t68VeCE5xXfEzuSZsBtR4vL+j5JUaBaru3SQHXPNmSY72ZmUP3+W3bbqWHaUK6g3PyM1nrbOTkkWFrhcGU6XpVZA6yvpyLMwGcFHxQLHqgjosLULVGeoNL9X8vshnNjR+74J2xXiKpaJVLAtohEZ5bYrOXoA/WLNQDP2w5WbKj3K1/HfKwbqF9Ti/KbtsdY/FmbBa3ckoO5LatamrX3fieE2VVp1F1+Uaytd9N2W3vY2/h+Xzuko5h0HFHdIBpES5z6K83q8pUp5xhjUL6bivToM2cVOvO5eytVtylxvgkwE+0jWdqt9Yf0CJsk2uUGCXL85ysc4Hl9Jxp1vLY0+14aWCV1MG3pZ9XskBO9fKzvFTynGRY6DU1Yqacl+v1/b2MVbSitPT/lJQr/ldjFhXZZ/vhsWLwcBUTuVgnjA7Ydgvpr7WGSXVJ9UK3WRDN9XEpnbiWfd9XA7QUVi2reuIi/ZHySxO3uJLh1c9tg8D9ZrzxQeXfEVPlxpNrgptG7+tewbvBPCuPA80Pi6nThehyGfwIO4/PPTYPk4S1ZoXE38oj/JKa63OFfs627pzeFM3lm4G3U2jaoDn5On64zVzFfO94x5raW8mq7f8pOZVvJFtfVLu3zMhdhL2Tai/53wMk01HXAhxTcluFGimo7mawR6r/TMetYfD4YwB7mT8lMslf2kI4dsOOypX/xRaHsUhKu7Z5pFbmeZNbE6yC2bj/Co+J/eNT9R8Gqv9b3m0Te3RlPVPOVPy18Yjqc6C8vq5W607mh4xxpVQ7jCjc54cszVaXi5nr12bneXu2Lnocd/Qk8tQCmdVcXbA+Md+kfh1L/eJEapUdxR2SkyXyxr/sb+JNNxt4/0Aa9rsoXjek5N0gDluP+fFMv9de1k33o1SYBRTYisXTNoMqEPY7SnwFEBNMjaJ2Cgw/e0Qox85X/J6wRtyPO1iO3HzYHVu116lNtGl4og0om5AeqQbodiH+Z7+hePUR/N3FdX9zs3kHrER4Nup+8tzoB1PrZlC2puEI2r0qfv799R3kJrgmmQl6ua/NnqrHu51E/XWQfCGzP+7wj3lNYYfGXlrupK1Q0nCLpPDvvkh6wt5rCt7na/XcD3tL9Pgv0C2AXydf/b+AAAAAElFTkSuQmCC) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur165159 1.3333333333333s linear infinite forwards;
}
