@keyframes rwdcur42953 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe2WwWvcRhSHvxnNStqtvXHsdIPTHrYmh2yzGB9KaXLJpdBr6Tm3kGP+rf4BhVAKCaXQNgH30JJi30xwe2g23Y1XXkvakWZeDpJju5ASHCvk4AdPjBDS73u/eTMjVfYGBugCHcAAJZADiRltWxoODcS1+FKdy8AC0C17g/BdABgg3FJ+6Y4++PIHn69J5cg7gdB1EiD61tJq55NLV9Z/97M+FUS3aQh9OPDO4xe6XFu7QRyFw81y2qdyoVEn9NFQ8JMp8tVNBr2haZti47GbrNGwE0cAImBTSBL09Q0+jVaITT780U76NOiEPn7j/Rx5uIla/RDdWmRAR7eDg+FPdtxvqjFPAjiLT54hP/+BNiGh7jBUsRE123g4H/dpYDqOmhDBlSXOZqj8BTiLVoZQfcA6Eej94f1s3OeMp+NYD0DhCtw8rXqhyFHiiXTMgr7IdRsa4/fWv09HZ9qYrwBEQeE9zuZQZOALBFBoItVmmRU+K9pa+2T4Xfq8zxk5cWIVuMIiWYrMMygsqpxDmaGLGW1fcMGFfF5oHejp8H7+vO9PNqY5DcCrlwRwrkTSA8Q5cDNKscxxIB6tPT4WgsDxRUfMA/9i49tcuB33nlIdYIcH2SkBBASHaA/ZHi7YZxKVPIpa7CQWAUQpvAefwVTBk3z/6u24t8t/VtOpAAAUHp3vITpluljwa9zm37F5+nV0eccLAL6+aBSeRe0BW1fu3xJAIBCCYMbBBcfjVshkrHfvdFb/BGa83l4LpP/z/M0ABMAI5Yrjt8Dwz9jsfhNd3gKSGiB/zTdKIDej7bdzQIC0Bb+0Av56Fu7cjT8+FE+AmRltp6cReGOAEsVmCsu+9fe9+KMtqqoPsxFxAFX2Bl1gKRdZflJm3atBmF7UZq8WToDUjLab0kfVu9jxn1JPVfGsaXFqQUtVqeVoM7FUjdWo+Hmcx3mcx3sRLwFw8kv3ejmzIgAAAABJRU5ErkJggg==) 2 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur42953 0.4s linear infinite forwards;
}
