@keyframes rwdcur74041 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEUlEQVRYhbXXb2zV1RkH8A+9t3/WlmshBUkhdSgGBGcWszmiBQdU3aJRmyXLlpH9cWNhZmZkMTV7wYYxWSAkbJnZ6+0F84XZ3hAT9AXSpCakGjVpItaNMYulFHpbWS0ttLf3+uKcX++Py22FIE9y8jv3/s55zvd8v895nvPLKFsO38IVLMdS1KEGBZTcAsuk+vXYiHeQxyU0xndzsRVvJYAm3IafYhvWYxi1mBFYKEYgtwTAUizDj+P/s3gap2I/AZGw8aUDaMIKfDeCyWAaO3AmApgTYqGYen5pAOrRKgTiKoH6BlzGfViDT7BEWYqSm2QjU9HPYRPWRUAZ1O7f/4fCsmW3NZ48+dFO9FWASIDc9ClpwAa8hPMpp6WRkYErPT1HzuMjjOG3+A7uFdhqRvZmAdShHb+IC80DSKyr64mz+BAfoFcI0m/Eebno44asJtUvCIE2jAlVAmzLlgcblHNDHf4hyNWOlQITNwQiDaAYAYzjghB8V9kDD3wzK1CdAOnHnwQp2oQM2hzf11TO/yIAIoBJjMQn6O7+DXjooc5cnFMj7LQRp/Ej/FBgYpUgR4PriItKAAVh58NCOgYHD/5lfsDevS9QlicBUogLHxSYWHm9ICoBFDGFc4IM8/b++2+BRx99JJmTpOZKNg4IOWOVIEmjclG7LgAzggQX4iLg1Vf/BTo6dqxMjU1AiIs0YAA/wVaBiXRcXMPGQgDysU0lL/bv//P8oBdf3FtTMT4Nojn+vgd/FdhYUJJqAAq4mGrzdvz4G2DbtoezqfFJS0uxPC56Ei/jTkGSFhWSVNOlIJyAMRVx8Morh8GWLTvWRCfZVKsTasnXsVnID2vwb/wMT+Cryse1Edl0LUgsEx2uFo7VOiH3e++9fvv27QOffpq/0tf3TjK+XqD+duFO0Rj7q2L/M6G47Yqs1CeLLakCoCZS9SAexzMqstuBA3/U/rc31c0tMdda7/snXhtR1j+RpyDEUCLLJN7G/fidcM8YrrI+0VEHfi9IUaps//zaY6W57b8qlZ5/qbR7989npapiU1NTqbu7u3T48OFzOBHboHC/SHwcxNaFkkRBqAfjwmloUREvr+UHfe/u+ygusXp127yfbLZGR0eHrq4umzdvnti5c+cQhpRPVFaIgyfx2UL5uhgpuyjkhGsK09/PDTj+607/2f2US5cmwMaNd1u7dq3OrVvdu2nTDEY6Ozs/Vq6gH8T+MezF2wsxUBRS8oSgU0GVJLJ9+2Oee+6XKHn22Wd8cmZI/dlRa1as0Lx06SSGW1pa/ivoPR6nJbmggKnFGJiKAIZUqYyJHTnyuoaGBoXL07In3tW+YYMf7NpFkG4kn8+PRB9n8HEEcyr+vrAYA0llPBefSSW8ygYHz+jv71dzdlShtdWK9euTV5cx2dPTMxHnT0afop8si1eq5BhdiLtZaYHLxsDAacVL01pbW506fTqZOz42Nvb/6CNdM9IbXPTSkMiQBOLMQgOnp6+Yq6vTuHy5b3d2Enff29s7GfuFheZeD4B0IFa10dFRzc3N2u+4w5133QXjpVIp39vbe9HVX1U3DGAmghgUorhqMGYyGW1tbXK5nL6+vuLs7Gz+6NGj44cOHZpydbW8du4iABKA9UIA3iOk1K+oSOHFYlFtba1cLlecmJgYP3bs2P/27NnTL0T9eSEAZ6stUK0WpC2pcOvwlPCF1K5cVinfpqcEloaECtgXn8ktu2oMfQ6vWb9Ex/nJ4wAAAABJRU5ErkJggg==) 4 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur74041 1.3333333333333s linear infinite forwards;
}
