@keyframes rwdcur118847 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG+UlEQVRYhe2WW4xVVx3Gf2vvtc99zv2cYQaGmaEDw6VMByoVGEAE26TRJytKo60mxFgvMTbqg4kxGh9MNPGpsfZBI32qKVhSIrYNpRSlUJnhIjCUS+kww8w5c87Mue9z3XttH4YZqBFtqjUx4XtaO9lrfb/9rf/67wV3SBtcFX5waNMA/0OJ+cGDex7tPDT9xJlASSaFEpkpT1H5KnL4rHeiMGqOH9/RWHvgq7ln1cjEpcxHAvDMju/86KnWJ36iC+2fvthQLUqqplyOvJB28s2A8h09IEeqe+MnXzr18qmz/zHA+MO/+0VXI/K9D7NIiRp5w2z6TOPoSfta3RXy7K+O185+rfxsIZuaGf9AABc/9evjq5sdm+efn/tmGxNRN5tSiiWZGrHRCpGyjittYwj930I1lYXCqc+2yoUpKz/l6fEey10ujlwxptJWsfm3H4+/UMhYheYCQGXo98f9umczgOUonnxxK6+E/QuUGiBqJo9UWnTNFll+YZyBrE50NEfsYouQ9H/gxIpWFZP62G/E0V0C4MsbPx34mfH5cocIA5AL1lm/dyem34+YGgddQqOFFgkh8kWsSATHtlFmBbm4C03Y6DMZdr87xfacQfRGliVpge9dk0hKIu+SWLpeeFoCDHT0dMazgYUNMfuDlH0+dAGtyQn0SBR77CZyx07IFVGtJtaJN/Bu2IIlHFqag5ZMsDcZ5bdYCJagORaeZomPtRqEJm+y8XKOwVkX6/d7cdckAOfqY0iAQqGy3dDkAtnleAMhBJYD+oYhNBzoW4UNuBJxtJqJsfMzSGWD3WRFucp7OrRcGlqljOOXCKtC3etw3O1Af4hD/aBT4M/DJZa/E0U5DkjtigTYVu3fgPt2NJfXdaBujRWgbtcqAE5+FrIzVGsFIuEEtbYAD1TKXDJsIukMqaAHEXNj2QqCAHU0atAokawuWqiDw9MXxyTAWv/STqzbBqmu5PsMNYCpSTQpsYJBhOFCS8bRfL0UTROtUkZ2JKhlJqn0d4PLwTBziIDEqecRsoKQJhsms7hvdIKALKXcL72Hb0oAs1odwNW2YHgg8A9fDMh0CuHxoLLTqFoFp2LixMKo0XPkdA8zbWsQsynUjAXtUezsFOI9EzU7iez2Ild52DHtwy0MAHx+z2l1YqYktb54NKmHA/NmylEkLJsZR2EJDXULwFmzBrtWQ2gS0axjeV0Il8Tp7UMFXAi/hhMNoy+N42QziEURhMeDHm4gfBWgSN+Mf2Ez07X8GIDcc98jg6JCeCFuofGnb5zD7BhlMtGgtLqT06Eab69cTK69ndNSYIf9COGg4+D09QAtoIXo7URQR2WzaF1erFPn0KJgxHQEZRI3IwupGm3u8wByt71uwKffUYGAp6bjua6IXTfg7Sxb5kqTurpAabFDsS9Aul2Q7YlyJFLnhb4YIh5AYSFoonVHcSqzaEkveswGO4dGkeTV/gWPg6WTUwBymRXpnY9lbKCG/sMh2kyNxlSe4vAYias2wfMKXWh4NANPCpKpJsvnypXPAs+QJ2+b5NcJppe7OdueY2ytj6udYU76Muh+B18+T2zEB3LuxxbZdt8wb4G0TbUS7xxAc7mfxYEItWiTfHeL+NAQpfNp7IaGEYuQGr9BNGXhmqrhfi2Pp65zsySpp3spR8/SP+Kn64xgUITRETjEsdpjZEIlWqxYaNeTKt88dWx4BkC6OtybKcwBLN9vU9x3kMCGKLVgg9JAFPXOLM6udQSjcULJBE7agUWCbOUQzqsW/uxWEru9XH/9ItXz22j9XKd6tYp6aZa2xE1qw8vwx6+Q9N8+56a3Obz39YMVAFnWW/saWF9xIxEIwsIHw3W6AI7Mzs145QxZ+00KDxkktq+gOeUickPQUBLPbjfyYZ3IXyDX+wbJ53oIJLwUvXl8Ko4x2E3+zQDm6uP45dwRjJcDr87DyHUdx/b81PT/8bH6YDKvVTd1N2LRsrexfkkzqtm6SnocA4EgoQdJjAAjE7er1WWT/cN13M93EuzzYs/2YvzARe6tDHq2Sr4hiH5Lx98eQLvghlv99XIyU59f4v0d5w5pfXFtd/emzZ+rDDy0QfQlKlZtfdIIJauqNbjIFULeujkpR3G93GKJ36CcWgNPeCm8WEdVSrgDRaITG5nuGKa3fQYpdGxHcSJ/7eNbL3z/r/8S4G568rvf7uk8kunbtXjLCme62ZuQwZWOzdKQ179UtJxwSPpRjqJsNyg3wVABYv7WAvCMU1ZfX/baA/v2Pn/hQwHcTfLRTwa/pJL3f2Hi/mXdoegqaculPs1YbUkGFomgnG/Bl1yp0dWHn1ozP++/BnA3Pf7Fx/seO7fUJ5Luzd688Jmbwi/v+tXT1z5q33u6p3v6/9HfAe/s8gKn52XZAAAAAElFTkSuQmCC) 2 1, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur118847 1s linear infinite forwards;
}
