@keyframes rwdcur136933 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe3XzWtcVRgG8N9MZmIIaUiG2MoYKoSYSjKNJaKoTZNaSXHrQroQVMSNUUQQpSpB8OMvcOvXolYXxoDgRttqsEbEaqm0aVAsNokVbCeMbUzHuZO5Lu4Eo5hmZjLqpg9c7l2c87zPed9znvNe6oEw6BYGu4VBY7VT43URwAB60FntxFhdwodBGmlcwIJY8mKlU+uRgXH8gkY8izFh0PpfCRjHPd546zDuRTd+RkulBImaQz82+qFM7x4/nGmSSmXkcv3a2uZxTFQKwiAu2hcJzIslC3+nqS0DO++csO++Qe3tTQZ3ck1jytnZhEKhB5lVgdrQUX5v/ieqWgSM27RpwNgLrb78isuX2T1MPt/i62/yBodHVo3Nr/peqoeAcY88fJvn9m/16SS9N3HoMKemyWZpaGg1Nztgy5ZxEEsu4SSmxZILVcZaA2HQbfLICb9mA7sGQ58cCr37dujggfOGhiaEQZcw2CEMrquErnofCIMmpN3/wKS9I53uuJ1cjlwuZ+/ItegvjyyIJU+uR1f9Hogl82LJMw6+U5K9wMwMDQ18dnRJLFkU1X0feiuhq90Hjh9LSacpldjWw/bMyj2QE/lAuhKa2n3g/YmLXny5xcL5SMTiYmnVuS+gIjuuXcBLrxRlszz0IMUivy3BqxgSHbkTwqBJLJm/Es3GrLirK0r//E/suLmJxCgy+BbnRAZ0RdSeAaLUz81TWibVHqf4HmbKvLny8y8KeGY/Rz8nn2fs+RK+wHei1RfWSz8bLcGttzC0i48+ZvTxHI74036LlVBsTEBfhtlZhod4+qlmEsdFndEiFoTBuhS1l+DuPVxfPup9vaTTK1wJkQ+0oGTlal4DtWfgx7MsL9PcTGcn2YUixUfxQTX8tWcg+J0wZHuGS5c4fbqIKbSK6n/OOqvfmIDOrSQSZPooBKRSjSL/vwun8JpYcl2a2gVMTd1g241zXn8zrqMj7sknDojsdzO+99dmZE3Upy1Hecf3iy6hWbHkdCXT6vVjssIVF7Xo/xPCoEUYdJablqu4iorwB3zo87Eim2MsAAAAAElFTkSuQmCC) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkUlEQVRYhe2VXUhTYRjHfyd3lObQIpkyh7iVoSZKUWpQEqUVZgVBdBl0IVHdBuFNdxGBRJR5Ewl+9EEssE8FCysvgrIvIgg0PHONFkPEZtretaeLnUEXJdtsQrAfHM6B9+X//7/P+z7vgQz/PYWFHkQVIKoBUa2Iql0aY1FOjrbeZ1/LLO3nHiHqBaJ+IGoQUTZELUtEJqFJf+TwkU58vm2ElRWLXsXYuB0YAeqBZqAaUeWISksAD9091dx7YGVdJTQ12rHlFtHblw0MACtMbStgS9HjL9TVerhwPsDQoLB7l9BxUYjMC9GwMB1UiAiibppnYu2/roCHhq311NXa2VwPkQiUrQHDC5oO+asszH2L4vVuAdxACE1fUFBLMgCIstHd85C379zU1Dhwu8DhAHeZOSECcAOYAtrR9E9JeyREidNgYlwQEeZDYpb+LqLsiNppbkF2eszjAYaHYsYBv+Az5hDVkqxM6m3oXg1Dj6HrCvj98PRZCBhAlHVpAgw/ib1LS2FyEqzLlwEbgXJEFSUqY0k5wNkz2VRUQFYWOIuh1JUHbACeE+v/hEitAqLA5bIw9x1GR2H9JlhZYAFOAyXA1/QG0HTovzNPTg7YC+Hjh/jIe2AHsD29AQCuXY/y6jUYBlztgmAgDIyA5QRwMtnDmAoGIBw6KPTfFjo7AubP5xaiOtN7B8QDHD8mhKZjd8HszE9EVSKqxHzsiVQh9S0A2L8XcvNj36FQBMhD073EustJrCUX7LTU2xDg0mWIRkHT4OXoFG2n3pgjvy9swUUurgJ7miEYBBFoaysCDpgjE8AXYAxND6cvQG8f+D5DsSMuNQSApkfQdD+aPrMo/QQwAIOmRgNRVek2y5AhQ1r4Bc4TBgjixSXgAAAAAElFTkSuQmCC) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur136933 2.6666666666667s linear infinite forwards;
}
