@keyframes rwdcur117790 {
0%,27.042857142857%,100% {cursor:url(data:image/png;base64,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) 2 9, auto;}
27.142857142857%,28.471428571429% {cursor:url(data:image/png;base64,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) 2 9, auto;}
28.571428571429%,55.614285714286% {cursor:url(data:image/png;base64,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) 2 9, auto;}
55.714285714286%,62.757142857143% {cursor:url(data:image/png;base64,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) 2 9, auto;}
62.857142857143%,89.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
90%,91.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzElEQVRYhcVXoXICMRDdMMXzBXV8wMn+QGEwFQj82Ro8Inuiuv0C8J2pOEf4AepwdZj7AjxiK45AksvlNsfd8GYykOTt7ssmGwLAgyFiDRCRGJxovxHBldWUgsoYR2RnwRGhfxG+4KEMdCqiGhwYjS/iKU7ORIsKCb7wFMtjpAAzSDdglQsiEuILIO5BpkkjP1sfQPObSpJdr3ovZZqAeH67jlORV/rZ+qBt+PdBucrggSEqcgIAmm6JxgsiKvJrGy+Iplsik8eJOzA7Mk0abzoqcjhujIHf2+qPm3K+NRCRqMhrM6HnrfYN5I777Ot8DxySyNYHKxNNGcn+MHgw9dbKNAHXd9BIq3XJ19V+vtuZuPTr+O6nng/eA1q1F/NXgJ+d3Wf4Cvq0VhjYU+9ZYPJcjrdOTZLe3/JyudV1zUGz5k1bH4cFcxWh/eXauGj8LSgVX27B1RLAuGCklCDEDoikPb5aQvbxZdh3AEQkOp8qDUARnU+kFFjjvb2KfALMl1FvwetEuBnoNbhPhBbQNvigmeKHGI5ADEcAMDG+x6PVi6iE78m1j/bSOgNd4W4BiPGr7lTAvXi4gFhU/oTMZrO6PygsxGQgtsZZ/H+Nfl2ERADLEAAAAABJRU5ErkJggg==) 2 9, auto;}
91.428571428571%,92.757142857143% {cursor:url(data:image/png;base64,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) 2 9, auto;}
92.857142857143%,94.185714285714% {cursor:url(data:image/png;base64,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) 2 9, auto;}
94.285714285714%,95.614285714286% {cursor:url(data:image/png;base64,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) 2 9, auto;}
95.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
}
div.testarea{
animation:rwdcur117790 11.666666666667s linear infinite forwards;
}