@keyframes rwdcur47821 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmElEQVRYhe2WMUwTURzGf3e9Xq8HrQWqQBoJRgkYNTASNgeNk4TBRBMNg8Y4GVddOEOc3IyjTg4MTGhCXEy66ERQ1ESgEQUlWkBaSw9se71zKFVpr/auNDExfEmTy7v3v+/X797/3YN/LMHN5JG1Mat07Hb4gqtnuAawM60nRMVCJ8b1gKgJQNM02+taICQ3k/80q5ccJbDDOCRDWIa1DCRzZffdplA1AU3T4FAjGCb0BGDLAK8AB1WIpeHzphu/Mol2g8V/r2kaDIRhKAI3uuBsB5wIQcqAVqUAU6G2ZoCy6Fcz0O4D2Qf4QRYg4IVYGivhsX2oGwjbBHYotgFTSdAzMP8Foqvw3YCZBInO0xXLnEJUBwAYX4I7bzHuLxGb64TXSdItAzQvTACVu8MJhKNFODy5jv7mBSnVT6uRhA6Vxg/PHbFXk6MEfviDBMxNIsY32kJB9EWF5d4rZaB2Glkbs4o/u/u2PVs6eXgygfryCdnjp3g42M7lia+szM3Q1aQSXH5ma1wJqHSfcLRpvJoYt1pWFnkwFPk1dulpisPv7kGbv9Ap69maIBy9gr7Bc0LRvFj86EyQrHUEYz4HIS9IAngEULdbc7/saOt21gXbxqXxyalZpCYTFnQsUymAdAeguxE6VJCEqhCOAUphoBCxdv0W8aMX+YEPvCKEfZC3YDqJ3txfsbaoXZ1m4PeCHRm9S8aSUBp0jLQHScqRFw8wevNaRXOoMYFSaZqGkNdZ7T1PLHeMvOADvwhW+beiVK7OA39TNtjDxuwU7+U24tI+pLxJcOBk1bq6JPCp7yofswrTvghxj58Fb4hNUSajNFSt3fUaAIhGo5ZomoCFYFmYooemZJycV+Fx/xaw+9Pznva0p/9XPwFC5f8bItiI1gAAAABJRU5ErkJggg==) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjklEQVRYhe2Wz0sUYRjHP7M7O7q7bro0rgpra3qITMGCDEqigqRDPyCCEL1Vh+iP8PVa0KmuUUEIHaKuBdWhoEMZQbqHqNANNHdz/TXrurO702FSxnWc/aEWhN/TMDPP+/3wfZ735YV/LKncgsHEsFH4bkjtK3udigDszDcLIVdquFVylWsuhNhSgA1jWwEoZmj9XkkbbFuwztzjgoZqyBqw2wMzOkwuletlqw1bsCoJ6KyFiA/CVRCuBq/LNrtKZsYWYE2UQQVSWYgvQw4zhb010FrjXLcZgBUJIWAmQ3Y8CN81GJ2HhZxZNZUmpXavmYEtS6AQIt52Ci0XBK8b/DLUyqBlmW7pXjek5UJsCGCNU1e8zMoqqH/aMTYPHon7Z1Xb2sHEsFEqSPEhBPxzU/jzi+CTIQ981UA313fapisgTjBFh2YwMWxcexLDHX1NY1uc1K92opqEuv8QkQ93zZ8UF2TyJR1ShYNaUgKeZY1xpYkJXz83b5zB3XOOZPQ96WCXORcBxxPdUSUBuPJZAodPcu98AwBPj2bwdx1HSX6GjjqY19fVCCFsEylsR0kAd/o7OHBpQLLG96jXz2L4BNqIxFLg4KppMZXdgiG1b42x9fn21R5Q9+Fd/mRuTwvETOsF5pp7iwKVlIAT1K3rp5ls6UdL16H7IgghuPJsCmPiI0uB0PYAFKpp9CF6uJuk7uLyKx197C0xpQlZT/8dACEEdckXhPRxfoy8Y0JRadQT1CS+bC+AdR4W/Mf4VtXOokvBY+SYlXcRjxwpukblG9iii2/cPE/5SHlbick+ADxGjnSoBcg41lZ8m7Uq+viBMV2/B0OSCMVjTNc3m4sbeV52/gQ2d3Pe0Y529H/rNw2X9fnSYG1HAAAAAElFTkSuQmCC) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRYhe2WTU8TURSGn5lOP2lpS2u1UmMjIZhiQoPpQmLikrhSo9FgjCv/AVsThrU/QRMXklQXxI3uJGFhkMS4UBKJgsEFYimTUmgLBduOiwppy5SZfhA3fVc3956Pd857zp0L/xlCvYMJJa7W7k36x4SD/Un/WF3flgloJddCO0iIrTgbJXpiBNqBhiSQZVlzDc3L0XQFZFmuItGsHLpTUPWlFhEcEqT3q4hUotFK1K1AVSDzP7MuCTwS9NrKaw0CjUJXAlmWwWWCARcMOCFbhEyB0p6DktTdUnJDBABIF+B+GPpc7KWs/MlYWRcDrA3eO2Ja2QsTSlzV6w3JSH4VC4LdBD4LVlMWLAKm0GWCn59q2tcmPe72rFuByiCCuA+be2A2QdhBsXCKwLdXh7a1E2Ekpi6BSvy++BAWt2EpA4k8JnHjmPlpDIYIZDxBtt6U2PlwDnn8MVn3CDtCD0r/nZYJGOqBnNPD99Fx3sayZR2VuHr9023MMy8pRB5w5uuU5i1pRBbdQtZroAklrt6Yt5Gcm+HCpSj9c0+qHUWgVE1CqwmbVvKA2KPXqyhLCwT6IpxdeF4+jHTDaRuoKsxuHJJoaAqM4tmtEK6hq6SXv5D3RiHcBYNuuOKHXFHXvy2/4xejLgK9YdhagfU8TK/C1E9Y3Nbtg7a9B/zL09iuWWHES7EkkftlRwne1PVrmsARPUN2GPZCjw0BlXnHEGvno/XtWyVQGfTubJH36Ri8S8DHFLuiG09xF19yRTeGoXtAD85tBSk6QmrNiyW/STI2jNnlQ0z80PVt+UI18hJq1xO+gw46OBH8BVbe3fG/AUj4AAAAAElFTkSuQmCC) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur47821 2.6666666666667s linear infinite forwards;
}
