@keyframes rwdcur88639 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcklEQVRYhe2WL4/bMBjGf532AaxJ4Sbl5iedQopKSoaKg0bKKx2YVD5uMhI06RRyqCQ6qTw8xNxSlW/gASc5J02bXLdrB/ZIlvLGf57H7/PaCQQ4PuG4MT51yNXjzUXMQvIWxStfvvu+m+L4/Hg/CwAoXm/N3xMQ2nAj/Ds1cHzCHZ8f3T2OYkfEHy7hgnbpXYu/lWYHYH89+Kg4EO38Y/sOiL4eTjg/fzRx9vMAwEoNL3BtBjrE9c4GiaUAJd8m1gJb3msEnHgZppni0O8G9dAJQyveI8AB7NfdHYUoDJiqTrc6zc4AZlMFuPIbCPH2ovV6C1XliU0Fycspybk1pwpw1lqKTYSSfpeLFKy1RBmQRNitHxgKgRMxDZcL4+5VPKySKIqQ9e6b9EdRBHkGeFHgM6SktyCW3i699K1ey9XPLUaPYbnfIqRs48oY9tJgspQkTdDL4ZoQApQAWWdELwftuViEriEv8pxFkgKw12uklBhjkEXaqYtzGKiRlvdiBpqdL5KUEl/V8yTFlhoJGNaTRAgB8kzfWA1cFKfiGFZbqsrvclSE6NQDMJKBypiO/2IdQ9o910JK2OiTeQDGGJTx1jU2yNUaXtJ27CUBs/li52yp38gnohGtpATqecb41sPoKaiMwZaaaJ4AvgivgZDS101PxFgNzOaLHUWeY0uNLbX3vSewyPM2Dp/7cWhngymf49kiSZ1epsiVP4J9mCxFxTGV8fdDOMZk3m8Vx+FxfvfX0NlSk22Swcukud3izZb8x84XWk8g+ALsC5hK7mypz/5WNWP2eh3+fnVaud+G/S0mfYx68dCcsTFT1viP++A3RlcuxJpQYhcAAAAASUVORK5CYII=) 3 4, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 4, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 4, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbElEQVRYhe2WT4rbMBTGfx56AFNfQJAL+AIJgawHAl175XWhF/As6gsMdG0oeJ3BkLUhTC6gCwR0AQXfQF3If2THSewOZLroB47i9xR/n773JAccnF8wPBhPPfJw9XARnkveQr7z9afNPRTnt9XnlQAA+f5o/oEAtwwPwr/TA+cXzPltZWbuAuNcc3LXRcwh1wlG75ZG75YumYEurpPbQj5is9G7JchjG6gqWPwCvVtS/O7i29COQXrJ++UDAnrEBwXxviMXPggffB8IlwDoHSCPBCmmEfG3Ai5W76JZMVjy4NvoPAN4T2OZORiuHnmkqjpyB97INR9lxEXD0TRdgimjrjmZsBPmqjC1CIRvA6qCTQ46Aansfbyf/vw5AkwZQSj6wSC9JM+ebc4RcpVrqgBz+l539A20ta+hqm4ciGn5JzfhkFwqu3qp+nPcKxS2VGthy9Y404wwzQGjtSYIAnTSBYMUmnj2PNh6I6gq68SwRyY5EBT9+0I68Si7Zm8Pfn0wic5Jr/24gXb7DFdZyG4lUxyArkeacwPw7p6ETedLEcF6bR+kFEIodJjfZx2B48J9B05lgi/EaLJSCqUUoeqESBER1kLdOULaOaoC1hGbOAfwJjXhqUxYbFL0KQMgWMTt9zloxACtgCkvI2+xSU2ZRQSLGIAyi2YT+0LgC4GAVgTMOIiyZxBbS+xa3BAopQjX687yumwNmXvfrB5mvI63rxnFj7ju3vzCBVXkLZEqctj284dX+29EDOJTBBh9ymznbyPYW/WbOO+94crMNp88HIC2xr28EKJnP0w8CUdiw9/dmzPlGf/xOfgDnk9CVr+F41UAAAAASUVORK5CYII=) 3 4, auto;}
}
div.testarea{
animation:rwdcur88639 0.8s linear infinite forwards;
}