@keyframes rwdcur21732 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2VX0xbVRzHPy1wSwdtr523vbYgPKA4OzNnxGBxiwMls9m6PagZEJolOjOboOlIdCg+qFE0phI0TXDGPVQ6jPNBt+xBk9kZ9V2dkfnAi5uEPx1cSDtob9vjQ10zR4E++tBPcnJu7i/f3+93fuf8zoEKFSpU+N8TFxAXHHn+JblcydNHg/JN3VYYNgxaQOr6+gOHsjw9ZDHXHJ9JaO4LZydmN3NY90CH+kRr498t99w7nrTePfJJ+3PzQAaAfevDGTcILu299HnzwYnBMdvKX5fN9ZbgyqpuXEylezddVVyQqjH1/n7tujGdFUF7dvHyKz+PjR397ZtmQCqlNdzu4MnJYZc5rb0uBL1VJrP8zMmTRfOp0MCVH0JndpRaSTH5E11Tsa++vO/mrz/OTkJO17K53JmkML0T2Tswc6u++OXz+VRT7bahfJUUePa9j4r7Hf/sNEZgfm4WsbZMPi/2nJ88/VPJBB7c9xgGw49Yt9PudtF+fwttPT1F85WJcS2vp6NrqzdGwuHwLIBBVdVmt9sdkiQpINWaZYPJgm6yUF1nY5vFxnarhaeOHyP65lvkUkvkk4t8/+2F0iVoaBU4GkFWiH36Meci4zhkC1V5HZG5gTG7iiGbQdczmq7r0bm5uVGAHCAAgU0RtDwkaPcJuvsF/hdFbDohlMPBwvyoTzhbdwmn02ktEd5Kk0fwyH4Rm04UtbbDQWHfHxB27wFh3/GwsN/lEoqiCIfDIZxOZ84ANAMhIIBNkVEa4U4V6mWorQdjFbHRt+k7NgDaAsxfhWt/llWBvtAbkM/BWhKSGiRmYeEqLC9oQBQYvdWRit01xB1KIPbdxeIZ6Hv5tYKT1AqsXAch9vBLfMszQJ21kPzYu0VzX3eXxtJClMWZEaBEO8cFHAq68PojeP1LdPaI2HSiONjdObVVG7K7c+o/ms4egde/hNcf4VDQdbt+fSn/vQc4f8rFr5deJbV8hGxWJr0KNTWDhC9+uGkbDnadQNfDmMxQXa1RZ/uCXY+/z8EXZoDMhtp1jgpDon+4gZ0dEZo8OTxedUutx6vS5MmxsyNC/3ADcSGVey1vnkxbd9lvAW3dZb8FFSpUqFDhH5fqaJ5/V5XUAAAAAElFTkSuQmCC) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAElEQVRYhe2UXWhbZRjHfzltT5p+LDV6ktPTkIY2pelSP5kojSB+1dGroliGkVzsZipTNgWh9mrgVoSVGoaDwW6MnhsFLwTxkwbxg10KXmRM6oUwSW1Z0420y/l6vKg7tixd46WYPxzew/M+z///f5/3A1pooYUW/ivI5XJ9zebOzMw0nRtoGC3JrT/l8MVXoncFNud6u0KvXl2vDXz+yUeVOxF235vVn0lFr6ZGRs/bHT2nC0/P/Ql4ADxxu5yyh7gy+cGbxvT5Fxd73BvlrlDo+PXaprK+unJkh7mGxmsb1478cuU3xbKs471tTnlu6dTia6WzBqA0qr3N0uHnc3qn4s2K5+Xb29v7njtT8OcuvvzS5dLbX4w1WolvPjdSNr+/lL4V+tW8gOe5Vdf1ijXLmX/v3Xd2ddBnmpqa0oOdXbMikn/h7AV/D38onEEJBKhUKniOjStkP/v0458aGkikJ7CtH1FDTIwM8tgjh7j/6Ov+9JUP3686jlO8ubU5v7CwUAEI6LqeHBgYOKmqal7tDPUpShu2F0ANBunu6UG7O8JTb53CfOMYjlXHsessfftN4xaENaGrF9QQ5tJ3fHl6jqh2D0oAXMcB8UA8bNuq2rZdXFlZWQRwAQGEsCZocSE+KgzdJ6QeEnN5TbSDD2+PwxmJxRMSi8UONJA/QFgT4qNiLq/5teH0IYmMPiiRoYMSiScl0m+IpmkSjUYlFou5ASAJnATyhLU+1CAEu6GtHTqCAJhffU3uycfB2oLNG7Cx2lQHcs9ObsftOrgO1Gtg1WFjtQoUgcWdRDoRY5Y2JW9e+tk/A7tIrC3oULP8fnnfM7DTvM/16ANVXK/ItT/mgT2u83hWJzleIJFeZzAj5vKa/2GkyvtdQ4xUeVfNYEZIpNdJjhcYz+p7F+8kKYnCZN7wjfQPCf1DQmLsxL4GEmMn/sn/W3gyb1CShu/AnUxsG8lO6xjD5whrLpmJ/VeQmdAJay7G8Dmy07ov3LT43mj6ff+XuS200EIL/3P8BbnUSN3ettNnAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur21732 1.6666666666667s linear infinite forwards;
}
