@keyframes rwdcur220352 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 3 9, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 3 9, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBklEQVRYhe2WT0gcVxzHP/N8Ozs77q7rutms6SauS1JMaQrFQkhLk1BKDyGn0pSkp6b0tIS0hFDaUooi4ilQvNRDwFsvHkrSQg9JQchBSmkFxQSzhmhcg0q26qqzf2Z2Xg/r+i9aDTHQQz4wzMDMvO/393u/994P9gilFG1tbQIQgFBKoZRafbcd2h7pC9u2LwshTgFhpdQ/juPcMQyjG3BXrr2nra1N2Lb9peu6c2oLXNe1Lcu6AuhUMrOniHK5/PNWwmpySrnnU8q92qHU5JQqlUq/AEZra6vcM/FSqXRlS3GllBoZVW7z25Xr3Q+VmpxSc3NzXwHGnqifPn1auq5rb2tAKaV+uL5m4nxKlcvlBcC/7aDJZBLTNIXP55M+n08Gg0ERiUS2jN6yrO2jX18D60yogb/UzMzMt4C5YTCASCTCkydP9Hw+H8/n8yfz+XzcsixjeXlZP3LkyObvhcfjObWbTGmffgyBStDq7n38fv87wIY6EPv372dubk5fXFzsDIVCgy0tLb/X1dUNO47zUT6fjz58+NCQUlYruLrOw7sxQF0A4rHK890xNE0LB4NBmUgkVmtBKKWE67qRUCj0WSqVCvf29nLp0iU/8A1wtlwum4CeSCQAHEC4rju/KwMAmenKPR7Dtu1cLpcT4+Pja+8Nw9CBk0ePHlWDg4Or89fR0aEaGxtt4LKmaUnTNI36+noBMDs7+/WuaqDv1w01kE6n2/1+f4R1q0EUi0XYNC8AFy9eJJVKSeALpdTZQqFgLi8v6wDRaPS667q5nYLX4o2Vh1diqONvOseOHevVNM2Nx+NrH9XU1OjA+5szUOXatWuqqanJBq4Chw3DMAcGBs4+evTo+91kQc3nlJrPqZGRkU6fzxcHglR2xgq6rv+ngenpadXd3a00TZsArkopI0AUiOVyud924yGbzd7yer3J2tra2L59+/wbMu71enXgve0MVOnu7lbNzc3VTLwV9gfiQCydTrdvtyk5jrMwNDTU5fV6DwMHgFA8HjfOnTsnNhvYNgNVZmZmVE9Pj6qpqZkAvgMOSSFiQAw4dO/evc5sNntrYWHhz2w2e2t4eLhL1/UWILkiHqayCUnWH0wrq2BHA1V6enrUwYMHbSHEJ8ABIUQYiKyIHDIMI7EimgDiK9MVAszW1lapNvUGz3xEnjlzhhMnTkjXdY/7fD4DKAFWOBxeCgaDS4VCYQnIBQKBHLAEWIlEogCUksmkq2kbWxBZLpd3FC0Wi1iWhWVZ3L9/n8ePHwNk8/m86/V6HcdxnHA47IyNja0GVFdXx+Liogu44+PjDkBfX99TY+9oYH5+nqGhIW7cuMHExASjo6PugwcPMkA/YHk8HqdYLDpjY2Mb/stkMjsGBmvL4amWKZPJ0N/fT2dnZyGdTs+Wy+W/gXFgBPhbSplRSllb/fssSI/Hw8puuIplWXR1dXHz5s1SJpP5CbgD3AVyQoglTdMKQghLSllaWlp6vn7PNE0JJBsaGhba29vV7du31YULFxTwB/A58KoQIi6ECAkh/B6Px9B1XUaj0efSXSUUCgkppV8I8WNDQ8NCMpksm6Y5CZwHXgOimqb5/X6/rK+vF3smXKWpqQnDMKSmaWHgDeAD4HUhxAGPxxPSdV2PxWJ73tFW0QCam5uZmpoybNvWNU2TALqul2pra0tAKZvNvij9jQQCAaHruvR6vUKIFxb0S17y/+JfqKeYeR4wLz4AAAAASUVORK5CYII=) 3 9, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 3 9, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 3 9, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
}
div.testarea{
animation:rwdcur220352 0.8s linear infinite forwards;
}
