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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe1V0W3EIAx9VN2IrEJGMGtkDTwCrAIzuR8kESDCJde0V+n6pBM6I2L7+dkG/gpkifIKvx+vcFpC7ZkvGlhSNi6T+vVI3rYEL0e31iKyl8OqVN0x7tXHYQlSqB1rMDQYYqJE/8N6kRXRRxERcSARE0VMFEIO4K4gPntGpZQiRHGiwcqCDMEGAEggr+/w+xiEuGe+Zrv/NgYI32fhUAOMSVmwSgaY5gkahEKbt6Fbgh40CAAQfcwBzufetSy1XTRsqU1oKQDaFB8pnI/akhDFmdpmQ/1myMA0T8qZKD3n5AGeefQczgAcuLEREKI8NU828W0CJDgR0xeimCzi7X8WtdtbebOf1kCJzALDre3Zmwk8Myy4yjJBgwNXLDy1jMgDvWmgjYYO6+np1Lee3oba5+zJF8Y51efdAUxzLZzKOQBsU/LCtLzMQAqju4Rk8tkGe4RLInSN4ksnbbuWGI3s0wy0zkc4yl6Di8V2MYAejlbylVV9OgAbxjVt71vG2uy3SXiJARsmdVTno6x79T+9Cx7hqNa9TrFgZcN4d/zjPfEFgbP4pi1qSgcAAAAASUVORK5CYII=) 0 0, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhe2V4Y3DIAyFP063EVmFjABr3Bp4hLAKzOT7kaZKENCkqq4/ek+qUI2In+1nG/5xg/5kfatzRfXtJN7m/KNhWkZVVQBjjPEcSyNMzTfP4qt3UVK5EwGwCBZBXda8/IFeVFXzklVVNeJVXVZ1WT0rgVeR+O5dBFOIahET8M4TEkDBL/YVfh/Dk++R36K9/7YM1Pp4Bl0NCJMJiCkOpnnC4tlJ4mXolqCGxQOQl7wSnM+9e9RFw5bahFYSWLf7yM75qC09WaM72kI6vhlmYJonE13WlnO/gMwyek50IEkqm4eU9al5solvE6Anqrq2ENWtIt7+r6KO91be7Kc1sMeaBSHe2rM1E2QWAnKIsmCRJIcsdLtgBL9AaxpYZ7Hpdi7+1LeeIgBglzV6v+yMczmeryYwzUfhHJwDbFPywrS8nIGSRneF4tazJtvDJRHGSvF7J3W77jEa2aczUDsfoRe9RXaL7SKBFnor+cqqPk0gpHFN6/s6Y3X02yS8lIGQJtOrcy/qVv1P74JH6NW61SkBMSGNd8c/PhO/3Kz8MpfDJY8AAAAASUVORK5CYII=) 0 0, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur36544 0.6s linear infinite forwards;
}