@keyframes rwdcur5656 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA9UlEQVRYhe2XwQ2DMAxFadUja3SDLIQyF2KhbMAaDNBTpOA4jr8J9YV3a2vsX39jwjQ9OPNCL9hj3KTfv+u6DBdAix4psXFzCLCYj0YALZoL5e/oZ07MZQGahNqiJfAMZPYYt7IDqPeZt1XAKCoLyoGz/iskJ9uB1pRfoZXT3YKTgN6SGQGtUXXgSEl9O80hQLGcDeIeQDpi7R4roDeEmk2oxX0I2Q4gviLXwTMgLSLqORJbUlnQmlaOIyUoluvQScCo1SuhWsX/hBVgea73aOWshvAOG6Sc7haYDqUZugkptx9KLTFmAWVCeu/3OiHh/mLy4M4Pd7B3oK6kqIcAAAAASUVORK5CYII=) 15 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur5656 2s linear infinite forwards;
}
