@keyframes rwdcur17921 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhe2WXUhjRxTH/3MjouaaaIiLiI2tNLFgkATFaoU6I3bRgKQud98USrfYh0LxRfokPpSibxVKXwp1TSn41UUpK4hC52KLn2sRXZcoq1K1GtHED0y82SaZPnQt7W4UXRX2wd/bzGU4v7nnzJkBbrjhdaS1tfW22+3O5JxL1x0rboD09HSmKMp6f3//r+Xl5Z8zxrKvS0YXb1Kv1wftdntDWVnZG1artToYDDb29fVVJSUl6fPz8//s7Ow88ng84ioESLxJznnCwMDAqqIo2UajEcFgEBsbG5ifn8fw8HDA7XZ/UFpaOkcpjVxWIO5vZYxFFhcXf1pZWUEkEoHZbIbdbofBYIjV19d7S0pK3EKIW6qqXjZ+/BQAgF6vP9DpdJ9YLBakpqZicnIypmmat6Cg4DGAB4SQJUpp9NoEuru7fV1dXR9bLBbDwsJCTNM0r9Pp/B3AD4SQSUqpdtngwCk1cILVav3a6XQ2FBcXPy0qKpoD4AEwRikN1dTUFBcUFNze29vD4uLiUHNz8+yr1ETCWR9lWb7vcDh2CgsLM4QQg4SQMUppqL29/b6iKB9lZGQgGo1idnb2y56enu84518wxvYvKnEqnHNJVVUL5/wdznkKADQ2Njb4/X4RiUTE+Pj48cjIyF/Hx8fC6/WKlpaWb1RVNV0kxpnNhTEWA7ABYIkxFgIAm812Ly0tDaOjo7uhUOhROBz+ub+//9BmsyEnJ+dDAEWqqiaeV+DMFAAApTT233EoFMoEAL/ff2Q2m6dkWf5+Z2cnCYBLlmVZCOEghEwBeHYlAi+yvLw8FwwGLbm5uVmqqt6KRqMViqJUAICmaYeEEKMQ4txt+8ICa2trX/X29lbV1dUl2u32OkmS6nQ6Haanp58ZjcY1AH/gnLt/JYGmpqZHfX19n/n9/laHw2FKTk7G7u5uQNO0laysrCdCiDFCSIgQIuXl5X0bDocfdHR0jDLG4kpdWIBSGuGc/0gIebq1tVWbnJycazKZNCHEk+dHdcnlcqG6urqnsrJSGRoaygWwzzmfiydxYQEAYIyFOOe/ZWZmzgEwAIgBOARweOfOnZjL5eppa2tT1tfXMTEx8T4h5D0hxBLipObMTngeOOcnUiCESFVVVT3t7e2KwWDA3t4eBgcHEY1GH5aUlHxKKd18cf2lHxmMMTDGAABOp9NTW1ur+Hw++P1+6HQ6OJ1OBAIBuxDibc75S/3h1MvoohBCLImJiXdXV1ff2t/fl2KxGBISEiDLMnw+X0p2dvY8gMcejyf8v3VXJaCqqgQgKxAI1Kmq6t7c3MxNTU01l5eXS+np6dje3n5os9leSsOVCQD/3B2EkDQAJiGE/eDg4N2ZmZkKvV7/pslk2rdarfcIIVOU0n+L8UoFTnj+UkoSQqQQQkxCCLsQwiZJkhfAL5TSo2sVOEUmiRASE0IcnhTtDa8FfwPLWc71UHq2hQAAAABJRU5ErkJggg==) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur17921 1.3333333333333s linear infinite forwards;
}
