@keyframes rwdcur257854 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHaElEQVRYhe2Xa2wU1xXH//Oe2bd31/aujY2xDcY83BgINWwSQhwsiEhSFUKlSG1DqNQPTSoahNQipa0q+qVJCaUqfahWRRSlUlNS2ghUSAOkikN5xSCKY1wMxmvj577nde+8+qVBARtjQb+159NodOf8f/ecc889A/zf/teNmfXK1LY3/vP02lPzYq8euZ7R0dW540EB+NmKf6WleXswJCFreBvn185ttLPv4VhqGx4UYlYAC/1i3dzFrfD5FdQyTCPPeGhZ9xySw+lXDgAPBMHda0FozTeffGLlI7vKyqIiz7GQOIDxAA8sBF8IK5qaV53RpBDS3ccAIJba+stUx/MvZEP1WlVTal2gqnl3cfDCW/cNQG6cv+abs6SlaUHTElnioUg8GJaFA8DvUyDwLFY01q86pSqhte1bvlcbC29uWbZqUWUwuKkqHn9aJJnGgVhLBOnuo9P5v3cRpra98cqmLdulYBhBGQgqAgSOBccyILYHQi1kNQKHapCVMFwGMHQT8BiwAIhhId1zGgevXH8dXZ0773R/zxpY2zC3RVIUKCILUWDAMi7ifgGyKEDVLZgCEPZJKBkKGACGZUMKiDBMC47NguM4ROc2uytVmj4zjf97pmAgUL/4ieWtKZ9fRsDPozbuQ0WQRVAREFFsJMsFeB4HjmEAz4bACeA5BppKYZg2CLXBcgIz1He6PV+x9JqVvnhp9hFIbQttaPlCh+UyEHggGZQhszYsYkIMyGAFgGcZlIcpRI+Bxgko6BRjugXbYUAdDwWNQmAZnCt5+/HxgbfvlJgWQHnkGx2G551rb5j3QV1dzUMMy6LSJ0CEBZlj4NoOioUCRsaGEQyEUR6LIhETMZHnkM0TcGDBcQw4ngFcD787fmgvujq/M53WFIDWp3ceDnD6Y77E/IHGeQ1LAuEw5pX74RNYyDwD1jEhiBxAbEiciImxEYQCfkiCCLU4ikLJQU734HIBGAbBWyf/fFfxKQD1a7YeXli74KnqpnrwkryEYVxE/QJsy0JRp+AhwhcSoUgAHCCg+BCLxlA0dRiEQjdd+PwKPrl6A9Toxzvnu2cUBwD2zheV9UlIsgSBBWxKkC2ZKOkWXIeHy3DQTQeZnIqTH56AaWoA46DM74fAi2AZDtR1kayqwcRw70y6t+y2U5C7ceHtf2hKpLmmqS1fIHBcBo7LAB5Q0glU4oIQG4SWUBaNIpvJIplIIF80YdssJDmI8ZyGok7BhhvBD11ssysXrdSH/zml+KZNAQDEBUmeHMuAgEdZRIGjupjIuFAkAbEyQIhy4FwWiXgcihRA/+AEqO2AFwJwPQrOAyzbheMyqH7oWRjXLg5MzjYCAKAPnD08KMQqaH64HEos4jkWAIDlRYSDIniWgecAOqVQDQtFw0FR5TGpEaiGBdUw4YKDajiwHQayEn9YSCysyPT9/cisAADAGjx/JJtY+ieZ5BrSN6+dFVnHnZOsTrgOwPE8PLAo6DYMQjGhWxjOOygZJjTNgU5ZqBqBRlxougWOA6Ii+zAbrY1mrp/7611TEHlm1++bAtJ4T0HLlA7/5Efo6hzsBZ4FgKHUtgWV5dUfzqmqSSiKiGKhBGoTEEpRUil06oGFDZYVwMOFZTswqA2OEaHIPFxwlLpu/3SbvXUKUomw2dG27MVqiW/93PQDAFhWVbM5EoknysISRsYKGM9SDI6WMDJZwmSugHx2FKVcARwngDguXI+BX5QRCkhgHEL7hwZ3Dpz4zb4ZUzAUX1peGB+zf/7dlzenr1xZdj3YGPvsCq1teTRVWVn+uGZ4bK6kwbBMFEo6CDVQLBZhTvTh5ODwngAcUhkrrwsEApAkAa5j0N6rl3deOvTjacVvA7DnLG+8WciHa8KhpV9e95gy0NPbNhRrjoTmrXBWz6/5RSCSlHXDRbFEUVQNEGrCtAzo+XGcz2p70NW5I33p+AFVCD0+OZ4eqogEEp/29+3sPrj7ruK3AfB1y+e21tatnxNR6KeDxWR1ohqDwyNtGYtmJY85GI+E23lB5nK6AUIN2I4JxtBwbuTmns+PZLnrnxwYLV98IJ/JXOx577U3ZxK/DcC9ce5f8YaV1qELl4lHPCVjislYWRJUy7f15bJXBFP/g10cbSfE5jTNQDLuw/s9l/dMOw+mu718/5kr9xK/DQAAxns/6lndtj56ejhdlBnWZ7JeICRHuDxRV9zIF05QTT3KqCOtV7OTf7w4fPP4f2Msn9IH0j0fXQ43PVp2szBBiOdqriLFXF17k1DycdIvj/WozsHlyXBv+uj+/Z998+KOPS90nzp64X4AplxGAFD42753ISrnS8Q5W8hN/Kzw/t6Xv/7FRRW9RaO9o6HyuY2Ptdza+bdf/dX2r23Z9Ov253dtvB+AWf0ZtT6zvaM7U9pwcu8PX0qn031f/WnnGnR1TgLAxq0/+BLPcWxJN6lOqH3q4OtTut1MNm0E7rTuv+w9BgCTmcxQbW3twvUNVasBYOGGl568OppRD/32++821iSq1q5c+q3d+9754M5GNpP9GxvWVzpcAsl8AAAAAElFTkSuQmCC) 15 15, auto;}
68%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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84%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur257854 2.0833333333333s linear infinite forwards;
}
