@keyframes rwdcur88357 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCklEQVRYhe2WQWobQRBFXw2DEUZOjpILBAxemFxCZGFMyMrkMCar3EMYIzD4AjmAF1mZYBIiWSRCCFcWXR13eqo1LSdGGxUMYkYz9d/8rqlq2MUuthzyhGea7AB4yI5nAWiAFhio6tRNJvISWACrWpC2UjwK3wNcFbgjmIgcJCBro8aBFthX1WlJOI9DNLrxsw+iL2NR/BD969z7vwZiHYArHoVF5IxgM0Crquc5SA1ECaAx8XvPdkv8Cphb4hZ4DQxV9dyBODCITmE2+YX4RsAgF41xhaCqny3pD+A7MAbGIvIuXx7L5Ra8B9AQKv5u3bobxK2dLoCZwVymz9h9dwbR0SsB7OXCIvJBRM4ciKnd/0BwZC4ibx0X9jYB8OyaABciclqAiEu2BK6d59tNALzrc4LFYxE56XHCq3g3b6kIvVgRLJ4RnChB7FPfYV2AzkCx5F/s/mUPxK2q3jifrzuoSgArERkVCgkeq96FcPrAiMKAKgF0Csne7ivB4tyJUwc2jWu7vxpgQficRo7F31T1F49Vv4qwOUTy9nPL2QFY24qBF8AbVf30xGF0QuiQMwqtuHcYGcSxB1GKRPwiEd9oGBUhoLwhSSZllXgNQAoxBI4IE++jm0zkPWG9J/b7zxuSFGJgx5AwetPenn45seD+25Ysxp9NqYmnvT223yUbbkq3vi3fxdbjN2D4ETdBPVtMAAAAAElFTkSuQmCC) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDUlEQVRYhe2WQWobQRBFXw2DEUZ2jpILZJVFyCVEFsYEr0xOYHwIk1XuIUzwyhfwAbzwygSTEMkiEUK4sujqqOmp1rTsBG1UMAhJ3fXf/KmpatjFLrYc8ow9TXYBPGXXfwFogBYYqOrETSbyCpgDy1qQtlI8Cj8CCOfuoggmIgcJyNqocaAF9lV1UhLugHAW3fjVB9EHUBRXzrJE3f9rINYBuOJRWEROCTYDtKp6kYPUQJQAGhN/9Gy3xK+BmSVugTfAUFUvHIgDg+gUZpP/EO8IGOSiK+pzVPXGkv4EfgBjYCwiH/PHY7ncgvcAGkLFP6x77gZxb1/nwNRgvqZ7bN2DQXT0SgB7ubCIfBKRUwdiYuufCI7MROSD48LeJgCeXVfApYgcFyDiI1sA187+dhMA7/cZweKxiBz1OOFVvJu3VIReLAkWTwlOlCD2qe+wLkBnoFjyO1u/6IG4V9Vb5/V1B1UJYCkio0IhwarqXQinD4woDKgSQKeQ7O6+ESzOnTh2YNO4tvXVAHPC6zRyLP6uqr9ZVf0ywuYQyd3PLGcHYG0rBg6B96r65ZnD6IjQIacUWnHvMDKIdx5EKRLxy0R8o2FUhAibCgeS1aSsEq8BSCGGwFvCxPvsJhM5ITzvK/t88YEkhRjYNSSM3rS3p29OLLh/diSL8fdQauJpb4/td8GGh9KtH8t3sfX4Ax+4EXclwIRbAAAAAElFTkSuQmCC) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur88357 4.8s linear infinite forwards;
}