@keyframes rwdcur54956 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEUlEQVRYhdXXvw6CMBDH8W8Z0EkX3R014Xl8Cl31PQ0Jq7P4AOpSByCp5b/0zngbKenvk9xBWmguCyyAecu6aNnEJLZEbKURUUM469maxCQAGbCRRJim8KryZ05qU4AdcAUeUoBauBbCdIVrICJgmdqU/Jm3viQ5ExHwAna/QlQzMC83zbTb4X4FP0EY71kd4QPUEU0AVUQbQA3RBVBB9AHEEUMAooihADHEGIAIYiwgOOIbQFDEt4BgiCmAIAj/UDq2HuVmnecJJ/wIrIC4WpsK6EU44WfgBtwpDkHA9Ba4VWuHF34FLgidrl3Els/LzQnYo3DJqSGAQ194yBb4iA3FwN0J/Cccg4gpBk6s5/9fb+zx7ReKYmrKAAAAAElFTkSuQmCC) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur54956 0.4s linear infinite forwards;
}
