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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 13 7, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 13 7, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 13 7, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 7, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 13 7, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 13 7, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 13 7, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 7, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 13 7, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 13 7, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 13 7, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEF0lEQVRYhY2Xz24jRRDGf/MnTuwdZx3bG23QShy4RUh74iVA2r2inFdISJx4C+5EQjwBJyS0Kx5ilwfgxgVBAnFInInjeMczHFw187k9DrRU6p6envq+qq6u6onY3mITHafBe2+ljAt7LoN3uqZuadukADpoKms7WwioLIRMsYUoANED4A7aCUTfuUK3ujDwQsalPG94I/SAgjtgD9gTUSLeHMxlHox13Zo3wj0NLc9EeiId+VYtn5vMgNzGqRDydTWJNg+kZmnPgAfAvhDZFy+EBGYmU/t+as+p9Q5ek3ACcSAdI7FvMjQiA+DAlPtaJ+CW3wJXBr5nY187E9ILJaDWO7hbPDACT6z/ADgU0IJ1AjnQByY0W5XSxIwTLoEiscnEJAW6RsCtHRv4CDgcZyfHH46+eZ4mB8P8/q0Gp8ZHB9gxfRHNaVsGBMrEmEU0e79rlj82AiOzeAiMep2Pnz7ufTLYSz/aHfdPDtLk4FF+/y6x73akV90OvqSJlyWwTIShM+6K68cmTmTQ3TkeLZa/Z79dfE3FHePs804S97v5/S+pAKfWO7jmggJ4byRKDULYTD56GnpAr6LsQElFwUX+IwCH/Vedqir3z2++9zyRsnk8Z9LXcaHBEeZ+JVFLVFWSgColkQ6zF+nl7Zv0fPpdeDrmrE5HLrpiIPZ9SmT/uqyi2INwyCoe+kDW3Tl+lCbZ7s38XU1jtviVi/wHKu54kp0k4/5JL02Gu/n9W3f1HLg36++AG+vftxUjzQc6Z95SDzSe8C2Z5D8xyl5y2H+VQfXs7Pq0MMsvxXr3fNyirJUQbCmnIZFh9ilHgy+Y5G/Ks+vTmFUi6ykokn+2lWMF1PpeRMStREbZC44GXxIR8/f16+L85nTOKhtesPLAf94HFFDLqVa6oqLSirYG/Nf16/L85rSAysE9JbsevTPUBHQirOta4VYSxcVyuWTQ/Yxno69CYC1K8xZxfTUZLakq4fmtJYriYpS9BCoupj8vzqbfLmi84pZ6TVC5pamI9eUkYr0CagkeA09Njlil4zEwhMRK8lKvamFV9Mi/ZBUHf1p/Bvxh8zPfAk0coeVeVjvNuuVC5pSAb5tbfWVAE9MzZb2CbmyB7r2D6xVM1/jRch1hWfYgnBiJKyE2J4gBdaErSW2xpmsNMvWKesADbgr8Q3MSroSEB+SaB5SEulLBXXmPVcr2a5l+eysE3BNTsd4DsQSKMBGF97tw3t2rt2Ndo0dNgzFn/ShuxIB6YS3RBNb3aMqpuz/cggXr3prRHE29um9cy9tIuFK9J+gdLySgwRyK/qTUa9v+jAiUp9KHwNsIPPSbtvZ3tI2AkoDGU9q3VdIw1xdBv/Fr9hABJ6F9SGxbWys4bcD/l0AbmXC8jUDbeKP9Cyx1BV76xvwqAAAAAElFTkSuQmCC) 13 7, auto;}
}
div.testarea{
animation:rwdcur18095 2s linear infinite forwards;
}
