@keyframes rwdcur185803 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 63 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVR4nO3csW7TUBTG8RgxdIqgWVlAQurC0kp9ACaGMLJn6ARvADO8AZ0YujOSgYkHqJQuSFUlJFhQhkgtKFO2sFSo96jy7dGN7eN8/99mOXac6tM5917brQZiHjwer29u//01rbq6lgjudX0B6BYBEEcAxG19/7M9/83Xz8n+jy9eJdtqYwIqgDgCII4AiNu6fpfr+evfP5Lt6tHTZFttTEAFEEcAxBEAcb3vb7bnv/70ofbz758/S7bfffte+/njo7fJ9raNCagA4giAOAIg7n7XF+CV6/m2x1sPn7xMtv/8/FL/heb8x0eDrXqegAogjgCIIwDiwvcv2/NL2Z7d9PmjowKIIwDiCAAAAAAAAICIXq1b35Fd2/f+xtLje4WVQHEEQBwBEEcAxBEAcQRAHAEQtw1z3GTePpvNkp0HBwf28/Y3lx7fa1QAcQRAHAEQ17t3A3Pm83mnx/cNFUAcARBHAMRFmNPm3s2rnbev175X+6oqPV3p8YPM9d12CtcXNowKII4AiCMA4sKtA9yyFl/U8w8PD5Nte/xkMkm2T05Oas9nj6+qynsvIRQqgDgCII4AiAs3BrBr8aU938sef3p6Wvt5e33T6bTo+9tGBRBHAMQRAHHhxgDj8dj1eTuP3zTvmMB7/V2jAogjAOIIgLguxgC1a/u5nls6zy/lvb7cvYNBx88HUAHEEQBxBEBcG2OA2p7f9Dx+uVzW7j8/P2/0+6OPCagA4giAOAIgLty9AK9cj1+tVrX7F4tFsr2zs1N8TX1CBRBHAMQRAHFNjAFc837vPNz27JyzszPX/v39fdf5vaKtC1ABxBEAcQRAXBP9xXW/3yv3TF7bvL/HrltcXFwk23f4/wMbRQUQRwDEEQBxjd8LuLq6qt2fW8sfDodF3+9ddygdY3jvLeT+Pk2jAogjAOIIgLg2nj9LFgIuLy+Tnbm1d7tWv7u7m2znninc9DN/doxge7j394xGI/sRnglEewiAOAIgrvUxgL03kJsH53p+08/15+TGBJb9PW2v/VtUAHEEQBwBENfFu+mu//27t7eXbJfeG9i03P19q+ueb1EBxBEAcQRAXLh3A7u+P17KXr+d90dDBRBHAMQRAHHhxgBW7v3+ttcF7Lw/d33RUQHEEQBxBEBcuDFAbt7c9pjA2/Ojz/stKoA4AiCOAIgL/zyA97n7tuXeW7B4HgChEABxBEBcp/3nWqNjgtz/CbRK31W0ovV8iwogjgCIIwDiQvWja0XvElretfnS80fv+RYVQBwBEEcAxIXuT9fqFwbi6cPf9D8qgDgCII4AiPsH9YE2h9RAG6kAAAAASUVORK5CYII=) 63 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 63 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 63 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 63 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 63 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 63 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 63 2, auto;}
}
div.testarea{
animation:rwdcur185803 2s linear infinite forwards;
}