@keyframes rwdcur99074 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtUlEQVRoge2a3WtTZxzHPycnPSZt2qRv1labNGmiXamxWtc6besbg22MtSLOl4E4B3O72Ha13XjhxWB4N4Td7MqBMMdkOnHChqg4BV/WaY212lRtEmtLak2T06SNOck5uyjeDHZjz4MM+vkDns/z5fc7h+c5vwNisAJ7m5tXnGtqCpyTJGkfoIgQSQLWtHZ0rD3R3fVGr6ehnmQyxZ3QXa5e6wvFYqM7gLCZMtnMxYBgS8tr3+3ZvX3bW29vpb29DcMwyGRmKOh6zfh4vFHTtDFgDCiYIZx3BWRZCvr9jWva1rR+0Nq6stPjWWZLpVTWb+jg4sUrXLt2nbz2nGQqQyKRxO/3EYvE+p9NJW/evz98DOgHkq8qwOebNm04srF7A5s3d+J0lvFoJEro9l1O/XqaTCavd3e/mQvdHlam0yOW4mI77e1taLk8icQUj0aiRKPRb1Q1c/BVBVgsSVKr01m6c9EiZW1lZWXQ63UzMzOTv3z5cWRoqK9qbKx64vz5Qevhw1uqJClZ5nA4mJpKDRQKhT7DMI4BIWBynvswBQXYYrfbz7rdNZfXrTt5PBYz4rt2Ra7W1/90tqgo8C3wBNgH2MySWsxaCMgBF2ZnZ7fHYvELHk/a7XTi2Lt32ZJt29oqNC1tBQ4APwBZs6RmBnhBFjiUTv+SD4cLOYdDngmHL83A+GngN7NlVrMXfEEuZ+hDQ3J/KMTAvXs3QFCfi6gAAPF4ciASiSVqa43lihJextzr0nSEVSAU+vN4VdX1E263W33wYNGoKI+wAIAtkaiuKxSe2Qwjc0WURFgLAZPPnz+dVNW/XHDlqCiJyAChbPbnG5qm5RFYaZEByOftNk2zKfxfA2iaZpuePtcP3BTpEYYsN38MyiWRDpFvIQqFwUeAS6TD7AvNv6kAeRCMAcGeBRZYYIEFFhCCy273Ol71JubDO8AJkQKhp1HmvlD4RAqEBnC7ez9asqRzRqRDaIDS0jJfTc0nLUBQlEPocVpRsqqieF1AlSiHyADB0tKeZl3P6oCwNhLZQosdjuo6RQmmoetDURKRFUgXF2d0Xa/SoaJZlERgAH+T01k+oWmGDjlhLSQwwIrd5eUbk5JkRKDawtzd+KVHSf+FsGdAlrM5h8NINzVJF2FLBdAiwiMqQKuue1319Vhqa3FC1STY2xE0KzYTRZLYHwwG/1CU+JnBQf1pJKLf8fmM7yWp97jFwilMHC+BOZ9VFKArEPAd7OhoO7Tz/Z4DhYJs7+ldV9TTs7hWkiRXSQllAwP3ywP+8U11tfXvWYuKXk+lVBUT5sXzfYj3NDZ6v/7qy898q1a14PU2EItFSadP1vn94ToI6DabRXe7teUNDTGrLLvo6uwOptTpYDw+sb+vrz/y8OHI78CnL7uB+Y5Z1y9dWrtm9eqV2x0lJeu9Po9is9mxWi04y+qIRGfJ5y3k8yq3bp0hHk/g83qYSqpkMjMhVU2FR0fHjwAvPT8w81+JIPCF1+tZu3VrV7CywkV2VmMyMcXExBOGhyNEIk9ywI/AMeY2nZuvVMTPHssbGxv+DgQaHVbZQkpVeRwbIxJ9nAV2IGBSKYKgLMtHS0rsd2VZngXOA++KEP0Dcmmx9a6tdysAAAAASUVORK5CYII=) 24 24, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 24 24, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjElEQVRoge2a32uTVxjHP2/eNE36ljR2adqqMz9ba7AxjaWyxh+1Mll0FxsiTAtDHAi72ByU7WZDkI1dT9jYvBgyygbiEIbDbYibuDntqFqjVWmnTdLYtKVJm6RJ0/x6d+Euxm4GNme96ecPeD7Pl/NwOJxzQAxa4HW3e+OltraWS5IkHQF0IkSSgJrabds6z+3c8cIrVtvzzM8nuRsc4fqNoWAkEj0IjFZSJleyGODZvHnTp4cPHXj1pcAeurq2gqqSyWQplcuNsdi0s1AoTAKTQKkSwmWvgCxLHpfL6dvq8/Z5ve3brdb1+mQyhd+/jStXrnHr9k2KhQxT0wskEvO4XA4iochwfG7+1sOHYwPAMDC/UgHe7unxn9q108/u3dupqzPyeDxM8M4I5779LhuPL+RKpc5EPD63obX1ic5g0NPVtZVCvkgiMcfj8TDhcPjjVCrz/jL7eGYskiTtNZmMXzY2mu+43RvV/ftfVHt6/Evt7b5fk8nFWH+/egHGbkpSY1pRqtWGhudUrVZ7V5KkM0AvYF6p5v+NDuhVFMOF+npj7OTJj0bSafWnQCA3AJnL0HMaeAIcAfQr2ul/oAfe0Wg2fnb8ePEDv7/8iyTNhqHjNLCv0jJNpQsCOeCTctm6fnqaQxaL5FKUPzbA7bPAxUrLRAT4G4Mxm5WNZjMLxeLDEDArwqIVUfQp6dFkMrZWVS25paWLo0BQhEXgCvw8oNdfrbHb5ZqqKkOtKIvAAOiOHbOsDQRmdRZL4k9REoEjxGw+H5+fmRnUR6PXvhIlEbkCwfPnz9+SJH0TAvd9kQFIp1VdMBh9jKAdCMSOEPl8JnTjxhdlBO1A/we9wHWRAqEjxNPZrxHsEEo90LnSTayyyiqrrLLKs2ICfCvdxHLYB9wWKRB9FsoCeZECoQHq6602SdIsiHQIDeBytQZOnPi8CfCKcggNUCgsZi2WZjNgEeUQGcBbV/fahkgkFQKEjZHIAGaDweUeG2uYBItNlERkgIXa2nxTubzXAVv6REkEBnC11dbWZ/N5bFAt5IEPhAbY1Gcy+bMaTUkLtnrAKMIiLIAkLeYUpTSlKPIUbPcCbhEeUQE8styAzyfPWCzMQlMUdF0IeCuudACdJElHFUX/dSDg1nd2quuNRjWo1e6KVlUF/BoNZ6nwNWMlbuZ0QHdLi6PP5XJ0+jo83uE797P9/b2W5mZp1u/nh1IJk8PR4Vmz5kEb5ZrBmdn4UCQyMQD8zjLPSssNcNjptH/43rtvObZs2YzdbiMcDrO0lKt5cD9eU11dzA8Oat9wOnK25rVTbVVaE93+nZ5UKu2Znp45OjQ0HHr0aPxH4M1nbWC578Td69Y1+zo62g/UKkq33WHV6fUGqqoktHIj4yGVREKLWp5gcvISU9NzOOxW5uZTZDLZYCqVHI1GY6eA31YqwD/xAMftdmvnnt4dHrPZRLFYIJlKEItNce/eOKFQNA98AwzwtOllH7VFfPZodTptN1tanLWyrCGVSjMReUIoPJEDDgLfC3BWHI8sy2cUxTAiy/IicBl4WYToL7A6iBbWiftOAAAAAElFTkSuQmCC) 24 24, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 24 24, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEn0lEQVRoge2a329TZRjHP6ctZ/21dWyjrKzQ9ccEllG2MrdI2cZmjEKMogSIGHRqgvECvdKEcCGJ0XuiXIlBM0IgRGCgiQmRhTgEoTBWtjCYsHUMSufWH2d07U7X1gtujJesb3azzx/wfJ5v3uc9ec95D4hBB7xXW7v6wpo1NRckSeoEZBEiSUBNXXNz46nWlpe2OapXEo8nuB0c5MrVQHBsbHwHcK+QMm0hiwHeurq13+1+Z/tbr215meamDZDPk0zOkM3llofDEXcmk3kMPAayhRDOewW0Wsnr8bh9G3z179bXr9vkcNj1iYSC399Mb++fXL/+F6qqEpmYJhqN4fG4GBsduzUVi98cGhruAm4B8YUK8Onmzf5Dba1+2ts3YbGU8GAkRLB/kDNnzxEMRqOwFegzr1mtyHqDiaYmHxl1jmg0xoOREKFQ6BtFSR5YqABWSZLqLZbiXUVFcmN5ebnX6VxFKpVSe3pGg729fdbh4QpNd/fVp2fOtJhNJp3daDQRiyUGstlsIJ/PdwFBYHKefRQEGegwmQznrday8M6dB3ry+fzglSu57v37Y99WVjZ8DYSBTkBfKKmmUIUAFbiYTKZ2TExETzidcsmdO9mukyezPxiNT1SzOWsFPgJ+BNIF9IpBr/d+f/hw5qe7d/P9Bw+emwY6RHh0IooCZDIrVvX361bkcvmnly79GgACIjzCAmSzsw+GhyO+cLiCnp6Ra4AiwlPIPfA/errS6Wul09NaGQyloizCVgDQp9NFOa12Mg7RIVESkQEm0+nopE53oxT+OCpKInCECKbTPwdnZ+USkR6RAcjnQaNJzSB2pcWh1zfsNRh8fYCwTSyaDuCySIHQEeLZmccs2CESXZkkaRoXuotFFllkkUUWeV5KAd9CNzEftgJ9IgWiz0JpBH9CERrA4XjzA5vNr4p0CA1gMhW7li/fWwt4RTmEvikVFWVmZNlVAVSIcohcAa/FssWu06XnELgPRAawFhdXlBqN9Y+hdY8oicgRShuNcaW4uGIIVGEjJDCA3m61GgJlZVyGe25RFoEjtHqL2/32eFtbvqq9/RUXUCLCIiyAJOVzK1dmW6uqpM0ul98I1InwiArgs9tdZknSPDl2jGvHjy8bB10TAu6KC33NKkuS9H5DQ+2+I0dORTUac/z2bcjl6mwazVWLovy9B+gG5golLEQAGWipqXEdaG7e8OWunds+Bi3xeMtcZ2f5q2vXYnc4KOu7GVpaaXvYXmVb9YZuyZIXEwlFoQD3xfN9Cu12u51fffH5Ptf69XU4ndWEQiFOnz7rOXEisKKpqVr1eHSugcGUajCE5SVyKZv8bd6EMu2NRCY+DARujd6/P/Ib8MnzNjDfa9aNVVU2X0PDuu1mk2mj0+WQ9XoDsqwhk1nGwEASVZ3JqWpGk0hcJBKZwuV0EIsrJJMzQUVJ3BsfDx8CehcqwH/xAp85nY7Gjo4Wr61yKbOzKpNTU/wz8YSBwRFGRx+pwHGgi2dNz/ukKuJnjxfc7uobNTVus06rIaFM83DsEaOhh2lgB/CLAGfB8Wq12qMmk2FQq9WmgN+B10WI/gVxbJq/b3JEawAAAABJRU5ErkJggg==) 24 24, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 24 24, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRoge2a3U9TZxzHv6entqWtpQJWVPBw2gJF8VChgQGC0M1sIyZzErNMkoW4LNku2K42TZbsQpMlLvHCxNtlZixLHJmazL04AnixCGiHpa7SwHg5pVCo0JcjLX057dkFMfHanidkCZ8/4Pn8vuf3PE+e85wDkEEJ4IPDh6sHbbbKQYqiegGoSIgoAmMqm5ocA+1tzaeZinJEozE88XgxOuby+P2BswCm5ZTRcg4GgKutrbl+7v3ud996+3U0NTYAkoR4PIFsLrcvGFy1ZDKZZQDLALJyCPPuAE1TnNVqqW+ot/fY7UePM0yZJhYT0NrahAejLjwcH0M6/RwroTjC6xFYrWb4F/zu9Uh0wueb6QfgBhDdrgCfdnS0XjvR3orOzuMoLDRgbp7Hk0kvBn6+k/R6p93AOwaKem6tquJVBQUaNDY2IJMWEQ5HMDfPg+f5rwUh/uV2BTBRFGUvLNz9nlqtchQXF3MsewiJxGYyGNy4PzQ0Nnrrljra13evhqJOndZplaUFWh0ikdg/2WzWJUlSPwAPgLU865AFFQCnTlfwy969xqULFy4/liRJmphIPamu/v5qOWO/AiAIoBeARi6pnIs4C2A+kxFvJxLJhCgqirq7eyq0WkqUJDr06OGAUhCefQNgAIAol1Qh10AvkQRwXaGgFamUIldcrCzl+UcdgYD3JoDf5JYp5R7wBTy/Ljx9Sl0uK5PYycnhQwBcJDwkOgAACAZ9v9+4cTUHUEXRKL8BQCDhIdYBSYovdHVVfbu2ho1weDeRpw8QDABAOzqqSo+MhFZCoU0/QQ8xOIb5Yb6t7V4cwHFSEmJrAIBHofh1Lh7Xakl6SAZANrtLEY+nAYJTleQaQColaUVx8CmACZIeYtD0kY8B1ThJB9EOZLPeaQD/yx3oBUUMwxm2u4gddthhhx12eFWMLMvqt7uIfOjC1i0EMYgep7F1Q2ElKSAaoLv7zEcnTrQlSDqIBtDp9FV1dc1aAMQOdEQDhMMby1ZrswmAg5SDZABDeXl1SVHRLj0AYtOIZADHyZNvOvbs2ZcuK7PaSElIBkgmEsE5p9ORM5u5D0lJiL1SGo0HrMPDm3dLShAJBJaPkPIQw2brvP34sTS5uprju7p6R0BoJyI2hUwmtaamBlwmQxnLyzs5AIdJeEhNIbvJxBhEEelLl3B/cFAPiqJfk6TsBIC0nCK5O6CiKJzn6rgrPt9X/waDUpRlpbTTecbHMM11FIWbkPHzEiBPB1QAWiorzT1Wq9nRUH/UPjOzFPppYM2t1x9YuXgRb3g88C0uckqjcc2hVGrGQ6F1l9+/2A/gAfLsSL4Bzlks7OUvPu8z19XVgmUrwPM8bt2+Y7LZphrdblvYYlEYlpaytRp1Ql9oMKC9vZ2LCc+51dXQeZfLvTA7O/8HgE9etYB8P7O2HDy4v/7YsaPdep2uhTUzKo2mACqVAqJowtRUFKJI5dTqpGJ29k+EQuswswwiUQHxeMIjCLHpQCB4DcBf2xXgZTgAn7Es43A627j9pXuQSqXwbC2MlZUVTE3Ng+eX0gB+BNCPraLzXtAkfvaoslgq/q6stOiVNI2YIGDRv4QFfjEJ4CyAuwScssPRNP2dTlfgpWl6E8AQgFMkRP8BgGG/yy1HkAAAAAAASUVORK5CYII=) 24 24, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 24 24, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 24 24, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 24 24, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoUlEQVRoge2aX2xTVRzHP6e3XFpXSh0bY6Ou7f7i2LpuLJvuHzDAoPjgApjIEkdMTPRBfNIYfTIGX0hMiD6ZKIkjgiFBCRA0wAPCkD9zroUlY4N17Tpg/9vLus3bdteH+WB4ZD1ZTPZJ7uv5/L75nXPuzTkX5GAG3i4rK724aVPxRSHEQUCVIRISxjTX1dWcam56+Q2X+wWi0Rh3Ar38caMrEA5H9gP96ZQp6RwM8JaXv/jNgbf2tu5+dQd1tTVgGMTjs6QWFnIePRotTCQSD4GHQCodwiV3QFGEt6iosHpLta/N56todLmcllhMo6Ghjs7rt7h96za6Psfj0ShTU9MUFRUQHgr3TE5Hu/v6BjqAHiC6XAEObdvWcHRrcwPbtzeydq2dwWCIgL+XX86cw+/v6zObG6OpVKSkpERkWq1WamurSehJpqamGQyGCIVCX2pa/LMl1vHMrBdCvOJw2L/Lycnyl5WVGnv27DJ27tj6N3DqxInIm/v2GZ/Dt2eFUKYzMqxGdvY6w2w23xFCHANagKzlKv5pVKDFarWeL3A7rxw5cuGTkyeNTysrn1x1OoMXKzbXfA2MAAcBS7qk6VzEKSCYTCZPT0c1l8Wyq1nXNys5OaZ17e0Lmb9f/T40MTH2FXAKSKbRK4vSY4cP6x337hn+1tbjIyxOl7RjljEogBCZz83Pr+rv7ETt7h7eBEzI8EgLYBimsa6ukeb79/PUcPhyGAjI8JhkDLpI508zM1c2zMwI1TBMaVu0TyOtA4Blbm6NCUZV0AZlSWQGGIvHn6hC9OTDjfdlSSROIQJzc2f7E4kMFUlfoiA3AMmkYpqZGYwiaQcCuVMIXU/ZdP1cAEk7kHQUZfN7QmR3ynRI7UAq1dsP2GQ6ZJMphKhZ7iJWWGGFFVZY4VlxANXLXcRSeA34S6ZA6uc0MP/vIw2pAVpb973b0rJTpkJuAF0n32ZzzMp0SA0wPj45OD9fFgV8shySO2A263plLWCX5ZAZwJub29ZoMjVlwdY2WRKZAex2+3qnqmYnYW2ZLInEAKVFqmqfVxRjARLSFrLEAMVt+fkNg0IsDEGemcW38v+H2trdv42PL8xdumQEnc7jd4B6GR5ZHfAlk7ZZv59um83Q2tudNhA+JJzQpfuaVRWCdp+v/FAs9sNNj8e+5sIFevLy3IFI5GrB5GSwHThDGm9o0nEupAL1xcUFbUVFBTVbqit8A/cjD8+f19SsLJFXVWU4tRmueb0v+VavjtSsWmW9OTY22RUOD3cA1wF9OQMcKCz0fPHxRx8UVFaW4/G4CYVCnD79c57bPbBhYqI0eveuyBoYSJStsT22Pe9w0NjU5NW0J97R0bF3urp6hh48CP4KPPPp9VLvies3bsytrqqq2GvLyKj3FLhUi8WKqgqSSScDAxoT4zqGMUtMu8T42CQej4vpqEY8PhvQtFh/JPLoKHBtuQL8Fy/wocfjqmlpafLmbnCg6zrT0SlGRx/j9wcJhUZ04Eegg8WilzR9QM7PHiWFhe4/i4sLbWZFIaZpDIdHGAoNzwP7gXMSnGnHqyjKsYwMa6+iKHPAZeB1GaJ/AHFyqcClPaUwAAAAAElFTkSuQmCC) 24 24, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvUlEQVRoge2a228UVRzHv7Mzne50p7uFElpoabs3xE273babVlpaoWrQhhgJIURICPKgMUZ9whcxMTGY+KQkkvhAwkMTJWIqppBIuLTiVqDZlrqwsvbC3nrZbsrO7taZbWdndnzAGB58MN056Us/f8D5/L75nXPmzJwByMAAOO5yPXd91y7ndYqiTgBgSYgoAmMyHR3eSz3du9+ob9iBdDqDB4Eg7tz1B2Kx2cMAJvWU0XoOBsDd2Pj810ffPHTw1ddeQnt7G6BpEEUJaqFQtbCwaM/n8/MA5gGoegiL7gBNU26Hw97a1uo55vE07amvrzVmMll0dXXg1pAPo6OjyMsrENISUikBDocNsUhs4omQHg+FpvoBTABIr1eAD/bu7Tr7Yk8X9u3bA4vFjMfhKAK/B/HDwE/ISXm5sfFlJRQKsRQ1x3CcEe3tbcjLClIpAY/DUUSj0c+zWfHj9QqwlaIoj8VSfqS0lPVWVla6rdY6SJK0MjoanwgG7+8cHt6cmJ4O8mfOtFaUcQZzmckEQcg8VFXVr2laP4AAgKUi69AFFkAvx3FXa2qqrt+48eicpmnq+fP5e6dPJ34Fmr8EMAfgBACjXlI9F7EKIKwoysDysmgThJ12i8UTbmgomQ2Hs/Lw8AURWPoKwPcAFL2kBr0GeoYVAJ8MDp5LX72av6koVCSbvfsC8GgQwBW9ZYzeAz6DbLPxSxyHpXD4zxAIzXMSHfiH5RG//2KX2Qz+2rVvJgGMk7AQDLAQmZ8XXSMj0W2SRCVJWUhOIVYU6xyXL4+VaVr0FCkJwQ4gKYpJKZEo2QygQEpCMkAgl7sYUBRJty3zvyAZAIVCBZ/LldWS9BANIMsFXhB80yC0AxGHpp1vA8wvJB0kdyGo6tQ0gAqSDqIwTNUWg4FtX+86Nthggw022GCtVABoXe8iiqEPwH2SAqKnUTz9QiGTFBANwLLb6yhq7d89/w9EA9hsLUdcrveMIHgiJRqA40wGnj/YA4ILmeT7gLu8/HWXqmoAIJGSkOzAlvLy2trS0hYJ6H6LlIRkAKmkJC3RdCUDVLpJSYhNIat1l8vrZW6Pj+MhMLWZlIcYfX0HrmmaNpbPa9/t339sEICZhEfvS75/ice5V3bseCdpNFJPkslcl883cAdATG8PqSnkUZTuxunpQt3QEH3b51OvAHADGIXOT2a9FzFLUTjZ3Nz0Bc9/WjCbAUnK98zMHK/m+d12xoBL0PF6CdCnAyyATqfTdszhsHnbWps8k1PxxNxcMm0yVcoMYzAAaK+u6rBt2pTyagXuXnLpiT8Wi/cD+A1FdqTYAEftdutnH51639bc3AirtQHRaBQDAz9Wh7aHtkiS86/VVarAsmrF1iqxodRowZ7OHncmu+xeXEye9PsnIjMz4Z8BvLvWAoq9Zu2sqdnW2tLSdIg3mTqttnrWaOTAsgYo+WoE/0gilZJRyhYgpIeRSCzBZq2HkM5CFKVANpuZnJ1dOAvAt14BnsUN4EOrtd7b29vt3lZdAVlehZBOYTGxiMCDMCKRORnAtwD68bToohc0iZ89dtrtDWNOp51naBqZbBbx2Bwi0fgKgMMgcFNJAjdN0xdMJi5I03QOwE0AB0iI/gYMMMERzHGEfAAAAABJRU5ErkJggg==) 24 24, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 24 24, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 24 24, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkklEQVRoge2a3U9TZxzHP8fTHYotgoHIQAVLYSJiwdqAA2G+TxaTvRhDpnsx3m2Ze7kYN8sSl5ldmOzCuGUxMdkFccuyRLe5iE6N0THRWBdbEV8GlZbyVuC0PZXS97MLb7xYtmX0CVnC5w/4fX7fPM958uT5HRCDAXijpmbl+erqqvOSJO0DFBEiSUBNQ2Oj4/vWlmdfKl+xnFAozG33HXquOd0+n3838CCbMjmbxQBbbe2qL/a8uuvlHW1baGxwgK4zPR0lnckUj46OW5PJ5AgwAqSzIZz1CsiyZKustNrX2ev31tev2VBevswYDms0NzfS/dtVnDduEo/PMB7QUNUglZUV+AZ9t6aCod/v3fujE7gFhOYqwLsbNzYfea61mU2bNpCfvwjPQy9u1x1+/Ok0Lpf2SJbX+lIpb+nKldMFubkLaWiwk0ykUNUgnodevF7vZ5o2/dFcBVgiSVJ9fn5ee06O4igsLLRZLGXEYtHYxYvD/gMHrrr7+0tu9PZefj4YfGV9JhM1mkwmgsFwbzqdduq63gm4gclZ9pEVFGCzyZR7uqys5L7B8PH7hw/r7xw9Gu86fjx4v7jY/hUwDOwDjHPa6T+gAB07drR/F4noA6FQKnLixMQ5KP4c2DnXzf1r2tpevKTruh6PZ9Lbt+/tAgpEeAwiigKoaioVCBCTJBKTk0MxZnHS/B0LRBQFmJmJ9ns8E1oymUlFo8REeYQFcLsvdWqaa4miyL94PIGoKI+wLQQYPZ7AtZMn7/6aSCwoFyURtgKAoqpPqV7v5UboOydKIjLAte7uMzGrNW+RSE+2L3NPEguHp1b7/fcXq+rYccjMCHSJwrAduC7SIHILASmAjEiD4AAYgIUiBSK/AYB8kPtA7xXsmWeeeeaZZ555/gLJAXwp0iD4LqQXARtFGoQG2LKlrb2hwTEi0iE0wOhoZGEisSqEoDchEBzAYMhXjMb2FwC7MIeowkBBXl6VmcdPjf+/dyHAXlS0tcZsXq9C6+uiJCJXIJaT88gAhSosrhUlEbgC1dVmc2nmsSMl7GVOYICaN02mlqii6P1QZEDQSSQwwN3+pib97LZt0nVoUABh20gE9R0dH9zUdX1C0/TRgwfPnJMk+W0EzYqziSJJ7K+rW9N14cLksXg8MxSP62mXS/929ermY5LEKbI8XsrGKaQATVVVFXsrKysc6+y2+gHPsH/r1r5LV660OF0ulh06hFpaWl22zh7ciaRcDwSmnD7fUCdwFUjMZYA9Vqvl044PD1TU1dVisazA6/Vy8tQPy2y2iU96elJjPT1SJpNJv5aXpy+SZTMbmlttYS1iGx8P7Hc6bw0ODDw8C7z1XxuY7Zi1aenSEvvatWt2mU2mJktFuWI05qIoEqnkcvruxgiFkihKhKmpLsbGpqiwlBMMaUxPR92aFn7g948eAbrnKsCT2ID3LJZyx+bNLbaSpwtIJJKoQZXx8RFuuwcZ9A4ngG+ATh43PavtA2J+9njGal1xs6rKajbICwhrEYZ8wwx6h2LAbuBnAc6sY5Nl+WuTKfeOLMszwEUEzYj/BBR5u9riVBplAAAAAElFTkSuQmCC) 24 24, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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}
div.testarea{
animation:rwdcur99074 1.6s linear infinite forwards;
}
