@keyframes rwdcur194890 {
0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhe2WS2hcVRjH/+fc5zwyj8ykyTwzZqwmpjWK0vpECk3V0m60tFU3KkShCyvSjTvJRvciiAsFRbAoGgQRsaDVFimZRMWE1JbJo2nzGDuZufO+r3NchIyNZjLRJuoif/jgnu/e8z+/892Pcy+wrf9YZK1kMpncAeAJAO+k02m2lQC0QT4DkNdBhPPJW3vu3EoAYa1kLpeDPxg+oCrSwzaEAV8g7PEHo+fz2TlzswEaVQCMulKMC3DKXAT4KUbk8c7uhw7+awC26BkpWQ5wzuGSTUhMS4CQL2K9+z+O9z4a3noA2ZeyHR0oFosQBBEetww3XYLEykcYVSfCfUdPhO56uuH8mwdQfJOWv3PJsIBqtQrOgba2AIItFjz8ikfi5ltMdP/Qdv/LN9WkazYhAJSvjkK+91i/UNW6rPwsFEWBLEnoCLVDFglE+zqoZUQMV2RAvPuIR9rz1Hnj56G/3aTrltBsj46yaC845ygUCigUSxAoRTweQzQSRrhVR7T6vRjQ50/B4x1XBs89tqkAVkdo2OrqXYYxTVSrVaQnZ+DzeZFIxBGPRxENBxGvXcDOy58mAnbpS/H9qdN0KNOxKQBsRzBlJrvr41KpBMMwMDY+gUgkhFsSnUh0LoPE1Bxu++4NdI99fdQjsAmcLb2As+WmAGsexTdK+mw+G3z18VZoiwAAURTh9/vx4AN7sHfvPchrBeRzGnK5PHL5PPJ5DXmlDXOHTmAq1n2Ol40Bdjh4sZF/wyasV+HF1/pdmdkuMvnL8pgxEEKwuPgb7ui5HbFoBKqqQFUVKIoCRZYhmyW4R76CL5uL697Y88ahk5+wz9/MruUvNgOASFN2cvd+euaPVLlchqIoePe9D9efe/UDyIFdTuoOHQRw6Z8B6NawFYxB+lOaMQbOOQzDqF8zxuphg0LvP4mCHDBIufJtw/01W18oVFOW7F+dEwTIsoxarYZisQjO+apgoT7ojzwH0x/OkFLpmdrgvp8a+Tc9Su0nO66YupCBM1jPOZ1OcM6haRpM0/xL6LsOg5nCGNW03bXBfWfWsW8OAAAkkx1lkb7la0KgqioqlQp0Xa8valkWLMuCbdsg499AWpgJOi6OZJp5bwhAXLiWYpIXAOBwOAAs/zOsLLgSK+8fmcuQstc6aFVzNvXeCICUmR2GyeoAK7tvJIFSSKWFwtzo6Uoz741VIDeforUKFEUBpRRLS0uQHK3wtvdAENXVDxMKh8MNQc8NbcS76UEEAJWZC0VvMPmsWyz79FoFFvXB5WmDSO1pVVV8hHAQEMiKCy3+ECRRnCbcPq5dny1tCgAA+AMhiUM4YHEZkizPUdjHCau9QmFxWRJ3OpzOFkVR85TSjwjYselfhxc34tv0W7CiRPd9Irj9EuG2DPC3py79mL/xfjKZVNPpdG2jftva1v9GvwPv0NJXJoUCpwAAAABJRU5ErkJggg==) 5 3, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQ0lEQVRYhe2WX2hbVRzHv+fcm3tOkqa7TZu2WZJubdqta+u27o8gwta5brrCRCZWYfoyfRbtJkxQHOxBwRcFBRFxvgg++KAgYxsqyiyzthvK1qGOaQeua7MuSZOb5Ob+OceHrqWzzRLXTl/6hQOX3z33+/vc3/nx4wAr+p9FFguu6n+3XjLfAcH4h8ZHz4n7CUAXC7qBmoRTG3pT6MFB79EzG+8nwKIVAAD21tA30SuDj6RXdzmG5nuHWPYb5vFd+eUGWLQCAOA21I3A50H41HE1eGP0CFHoqPeVk33LDaCUfPP860FI66nA8JfwXRsCnxrXRXX4oNL9ZJc3vmOwePlUdjkASh4Bvs22VCVvXK09vAe6rkNRKIqWDWN1DwweztDMrVeVfOqDiZ9OLKlJSx4BVPpHsbYhabEACoUCpARCdUE0pIfQcO2rap6ffJ84hXPRrn1LatLSADv8cG1cEN29MAwDtm3DsR1EImGEaxka5W/Q7WsPKtI+v6Zj19trNuzwLS8AAJLOXXDrWyGlRCaTQSZrQKEUTU0xRCOrEQ4xhHxpldPiERB1NNa557F/C1C6CQGoPYd0T2a6X714BkIIUEqRyxXQ3t4GXV8FxjRomgea4kCRpm7B/yyPbOuoim39wbj+i7FkAG17f54auZe0y6cBAJZlQdM0FEwT3d0b4ff7wRm7DaKAkxyopJ15Vv8Cb+1Jedt2ni9cPXvvAM73n6RZR9+L2tiPXkgbAGDbNlxXoKrKj87OdnAvh5fzORCumPDbU9zV6vbnvHW9vL33nPnr11P3BAAA/sj2PUruZgspJgEAQggQQjA5eRMdG9YjFo2AcwbOGRhjYJoGzQP4revwOWaT4Y8cUh7Y/3nx0slbi/mr5QA8qesjIJ7e+bFcLgfGGD4+8WmZr8ehNmzzuZreB+D3ewJQ84lhKVzIf8SFEJBSwrKsuWchxNxyoaC4bwDZ6GaLTGe+K+lfDkCx0iMSRTjzY4oCTdNgmiay2SyklHcssWk3zAMvwww0JMi0cdB+7eGfS/mXHsXz1Lxuy6SZnajH7ToEAgFwzpFIJOC67gIA872zKNTHLtGCtVs8Hkrczfuug2hukyhcoMpMvxJCwDlHPp9HsViEbdszU9Jx4DgOXNcFHT4NaGqd8LO7Jq8YANIaUejMVq/XCwBIpVJzCWfX7PnjykXAdhupI8qO58oAgGE6D2D272dLvkC1USjZQkY8qpe9wFQKMEIoBWMMlFIkk0kogRhY+xMgvsY7d/qCcNp7QJLZLyoxrqgJASAeb/2TMW2tZVnIWD6oejNcX2jM0bxr7cxfEIUUEFoDd/NeiHDzmOT8IevwlolyvmUn4ayCwRqPhLLXlQwqqx4nhD7jatUDhHokqYm1keimgGxcl4bm/4w47tPmsZ2TlXpXpHg8rsZb2wZa2rqONq/fqi8A3HeML2vCFa3ov9LfDVXKEuVCfLgAAAAASUVORK5CYII=) 5 3, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKklEQVRYhe2UW2hcRRzGv5nZPbe9s5tssptdt7uNubZaKUaLUKG12KpIRaxg8UHyViillEIf9NViQXwRikh9KhSiVUQRfFI0lNIkttAUbWuNUZrsNpvN3s+ey4wPMUuq2ew20ehDPhg45z9nvvnNnI8/sKn/WGSlonz6cjvX1JegKR+Yww/zfxOArlTkHndG+D1vc69rlF1Mb99wAPPIAHjAM5H48bsnfFZ5nH2aPuM4P61tGAAAcE0ag60j8t6wo31y9AQzjEnp3R8ObBgAgPFcOA4UMgheeBPRkdMJd2b6S+345yOe1z+M/FMAK4YQAOgX2aSWnfk5+NZz8Pv9YIyiZlgoxvagpEQKNH/vFCtnz6Yvn1tXSBveACnrdwyhzBtMQ7VahRBAWyiAjuwoOu5c9GrF399nRulSbHDfukLaEMA+FAWyhQm+ZQilUgmmacIyLUSjnegMKgjjFnzWr48zuzK+pWfnmWT34JpCuloG4JidneBqG4QQKBQKKBRLYJQiHo+hKxpBZ5uKNrfuUJh5goBMJru3PfugAGy1STW1289KC6+w9DVwzkEpRblcRW9vN/x+H2RZgiQ54XQQEML9JmeHvcFEvy+U+D4/N11aN4Ar+liFVovHaPYGAMAwDEiShKquY8eO7XC5XFBkuQ4iOQQgMKALbdjT3pPzhnvGC5lbaweo3v52wRvuPUqKUyogAACmacK2OdxuFwYGeqGoClRFqYPIEoFKdcUS8gs60fZ6OgcuFWdvzK0JAAD8wdgzMEpJ8BoAgHMOQgjS6Xvo7+tBrCsKRZGhKDJkWYYsSZAkB1SHDlkY8bLwvKFGHv24dPdadiV/RzMAZubHQNlee1mtXC5DlmWc++h8s+UgvrhmQz4A4OaaAKhduiKIDfsvdc45hBAwDKP+zDmvD1sQGH0HUfM+ZLBy/ptG/s0BeHUMxIK5rMYYgyRJ0HUdxWIRQoj7Bk8MobbrMCzJm2ELudfyI8euNvJv2IqXK5VKpSuVSvvSu8fjgaIoyGQysG37bwD6yU9g+cLXab60p3ZqKLPqAVsBAOgEZYuXRQiBoiioVCqo1WowTXOxS1oWLMuCbdugty+BhwIhKxVbdfPWAQgZo3QRQFVVAEAul6tvuDSW/j9mbkJ41A4hO5q256YZ+JPzCmVOwNShqmr99I0k4lvBJVbA/kClqXNrABij1AFZlkEpxfz8PGiwD2zXESCQvP9LXzusp14E5eKzVoxbCiEAJLsHf1GcImEYNeREB1jnIzCDsSnL5U7wuZ+A4gwQS8HafRBmV3IKjD7Jnw/NNvNt2gmXFAi2OzmR9xk0AKaF7oI6X7W84eNQXELE+rvtbU977K07F7jmu0C4OGS/HEm34vsgN+AQRDrKmSZxpp397frXC8vn1ZNfKdV39uut+m1qU/8b/QFN2ceGqFR7tgAAAABJRU5ErkJggg==) 5 3, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
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86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
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96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur194890 1s linear infinite forwards;
}
