@keyframes rwdcur171158 {
0%,13.233333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3klEQVRYhe2UzWoUURCFTxW3f6Y7NCHEjWRciuBjCL6Fggt3kkfwVYSsfIGIT6CvEMnOySIyY6bTPdzpuT9VLjJLdTrtEDf9wV3W4avicIGRkZGR/wwNHTz9OudPM8suCgMQ9RuZvX4m983hoQLfbr2pUvYAKmlvClnVZkjOYIFrG9IXjydQiUexXVayqtMhOYOsAaDxkp4UBoihggrAbB9UgIj41kVQkuWUl5aIBl2zl8C7L3O+bLy5tiFvvBgi4uOMj7eNqzgrAGaZnl0AgEAlQLQDEGZvnv+1mL0EPl9ZrlLevDwp8KQ0qJ0gqqJ2AnXrcw0eYAZigHQW6jdTEIPSzAL4dwEXhRdrefTxsj5CDBUlWQ6gUrc+Dz++v43t0iKGmkzSaPAdmAsyScdF1e3K7tsBkVXtYvPTQgWUl5azAho8Yru0YX7V6LptKMluQBy4OLBcHjrN485/oZeABi/qNx1iAJjvCscs27PXum4bdZsF2Cw4z4TSSaC87CjJ9iMwe/VUALjtAwBMzy6AGEAmuduczWL54f2iT969Bf6ASGehwXcgDpzv3na/AipO/WYK5oKLA0vpxO0e2qeAqANxQybpuDx0lJcPLAAESjPLRdVpHqVP4UZGRkZ+xy8JDvIPGcifYgAAAABJRU5ErkJggg==) 15 15, auto;}
13.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur171158 1.25s linear infinite forwards;
}