@keyframes rwdcur215570 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYha1X27XEIAic3JboyaLsiZrcD2NCYFCzdznHdX0BDqMS4AsRkQZI6zV8/UqOd0a7qCpEBL5N+rf17xgPxSNg+0dZ6V56KCJNVW176fCNCFBKR+bsf4cI21n/n+886xeRBoJI6tHYuY+1GSc7vsdLKWE+Q+JvZdwsosYv5a6/1vqYU2sFSPgCAow4lzMAGAOyU3E5R5BI+WBiFWK5Ko79lBv+dBzEOLTWV2y3O/O1n2+5oapH4EBGvKAMkYh2fW9H+KvTf5jB19coFRGAEJidilrrjUAnRWQ9g3EmerJ/nIJM36i/RoDF2DrJ2O8UAKpwCKw9tkZmznmjQc8OAp6Q3ghzgp0CqmcHAXYTjtrHONupP6pmYkQge9e/kRUCY/yJQAIf2+lK6HqilyLwLzlje9V4gcDOzpf3gGP5Y/7Qb+z8/ia89U1vwrPf34T7sZ7PMm8B4pG14QiP0eyGG8rHbxbb2z2984cHwWfqzVue54R5PrCqRaRJKTwfMA48ZJbxrNpJXnDZpWmRSGmqNSg1TrJl03mqCikFcOkYTUqB/DXLMp1R6LWLniXPgx+leT6sODH7LjD1Q6ZfKmMBeyN28gHffv1ldAphP2f5VWJ2nMrvv47PWI+cb6X3A8f5eLh//bdcAAAAAElFTkSuQmCC) 16 13, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVRYhbVX25HDMAgk19L2RFHuiZp0H7Z0CC3ITnLMZIieLCuEsMgbAqAJ0AA0EYn6kbweGb3EzASAZG3Xv93/FgAAzcxY/wQi6S9tbAFE48zTKJ4RAAMcA/Pz1LiZiZn4TScdQR7HUYJNGWABVdA8wDHPY9szQRnwnu889JsPI8H4WE+Ob2Eg87w6e+b5AiqATYOz32lZ73fzY6zt+wE0qI7/U79z8ocYP/+rpp71dtf9F/ulXt8WABOdJAYYrXHc7+M1AzEB6IjiWesNJnZ5YgGXzHt85ll7t97HwojE8+qdN+WP5rmdecQkuw1eH8cxXcPGJj0xWsCRi3gRmWPIxwDV2Xjl+apt0iezJ4gtA984jowJEZcJ3ykmSlMuLUsRC+MIaO4m+q6M+YVxkX9goPY83jLCwKd6vP9sHAWjWRL5TPPCFUBT1SYSnmN/DLtoz/JFFDbun+S1IEnyQZbzVXXZnO0jIRa6UAa6oW9kxCKzvhYAHsROGCNVBRRADbu0LIJqs+Og73vfNKyQntkyo9eASCjHlhgA0CTxhG0+5/o5DyzzCKhtWZ5VOh4U8zw5hsXere+CmMmS+WV5do3f/hadgLxT+YR1qXz169jMBKo+DW/3/wW31YVxuKx99gAAAABJRU5ErkJggg==) 16 13, auto;}
}
div.testarea{
animation:rwdcur215570 1.2s linear infinite forwards;
}