@keyframes rwdcur51842 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2XzYscRRjGf93TdnpnZndnxpgMukqbjdkVjBiDChEUxINe/LgICpFgIB68i8ZLgYr/gx9/gCfBQ0CM4B8QQzAISViXRsw6yrpZJrOT3p7ebg/vW9uzu3PYmfbjYkHTVd3V9TzvU89bVQ3/l/+4OP/EoLkJA8ADMiB2TJT9KwRyEwIcBPyhxxmw5pgoGfWN+3cSAGZ2gVuMVm7CkVhlCeR62RLo3RuBs5vYyI5jl7ka/Lqx3WwBDSDVdgysI9MwMthSBN46UWO+6XH+mWYLaANziAqZAltSq8BID5QicCeFB5s+wBmgC/T17iJKrGnXxDFROmqMsQnkJvTsd59f7tKedgHmFfw2cAOJ3kei7wBubkIcE01OQFOsAVT1UdCu30VQce3zB5REquP+SCF7FTiUm3B195qwLwKvH6/l30d3uHCjx83b4Feg7sN9Mx5nHpuGhak3+H3Az8t9Nga89ujJaZavbnCk6b2DpKY1YULhDWCfaXj/jEecQtg8AMAHn34LQC+BwRZQq8DDVWYDj7unXOgkHK65IIb0gRAxaGP32PtaCXMTzgCngAgxWR3gvYu3rr94NODZcOoixTT0gGva96ehiNeAjmOiK2Mr4JioC1xWcBBJ2UhSrq0OAD4DPgYuIHP/B/AI8DKwoIT3RL9vAlq6Q/XtlFpa2wRYQnL9K+AHRPpF4EngTeAEkhGZZtH4BBwTxYiMKWKmdDOFLfH0+8CH2vUwErHtGyDRryBZ0hoed6x1QEnENqfffXqWp+Z8ELkzBbRL7y+ID9YRL3SViJ+bMAG6jomyibfj3IT++e9ubboOfPRc8zRwEvgSifgYcFxB/9RPrmg7QdSIgX6ZpbjuOuBJCA8h6bYIXEIWnlSf1REVrG8yigXKL7Md9wHmWz7AC8BvSISh3jsKugIsU/itqyQAvIkVcEwUv7QAm2kNqL2NRHoMmYI2InkPUSHRa5VigxIGkxIA+Po6nJrbAO5ZAe5FVIl13J62q1pf1/ZwyUoROPt4jXbdA5l7F5G3ikhut+VU670RQyQTeyA3YXCk4XG0VQFJr0NIlJeQpThW0I7W94A7JkrLKOC5LjSCCkjULsXmY09BIIaz0rvazuy2XIZAr5/Aze4WSIQ+YjAXMaSrwBnF/8GeU1Gp/4JXFskXD87yyfPNJxC5syFwOwU251MltINIqWN5fwC9JEVBuwoS62X3DFvsUS4Y/kcolQXfnA4PAOeAV4Ev2HkkG2U8j2KD6kNJBfR3awm4ys6zf58ieg/xhzf0fhv3L6HiNrcQXS7UAAAAAElFTkSuQmCC) 4 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAElEQVRYhe2Xz2/bZBjHP37jOEmdpm1SujZqO9PSApOGqnVCY4KBBAJxQBNHbpzgwIH/APkf4A/YEXFGcEBwAIkL4jABRQWkagrDKlUbujYNoXUSx7E5PK/XLt3QUiMu8Eg52I6f5/t+n+/zw/C//dfN+Cedxa4DYAIKCAzX+3cAxK4zAkwDU0AA7AEh0AGahutFD3rXTBP4uXniaskGeFIHV0AemAVaQATsxq5TN1yveT8fKg2Ay1WbSzMmQFH7GgeeBl4E5vW9IjAVu451Px+pGJgomPSF3GlgBXgcaAIWsAg0kDQkIBuDPlIxsNUKWa5YAK8jaRgHqvrxkQ4a6uvwlANSMBC7ztS32112/oxAcr2A4goRe8C6/tsmMIIwEsSuYwKNk9UxFIDYdRxEbOvA/K8HIUsVE+AaUCaiCWxovz6ig7q+vqyB1GLXuZmAeKgyvDpL/M0WvP/yGDkzw1q9y6gFb1wsMTeWYdRSFC0FeUX3qM/aTsBBO+LVpcI7wCFSGUXtLgI+A2oAmYc4Nb1Iub/90aYddikXLCZHFMpQPDufZyKvaPfAfqYIr5QxNzu0miEHnZjlSvZrzVgJ6AExkAUmNTPFoRtR7DorSJ0f/lDvfrVUzmLnFCzmoahguwe7vZ+ADxDqRzWIbe1iHPgO+BLOJsJbSGltffGLj521WbJzcBBCLQzJYCKUK2AXUX/SCZM0bCTOhgZguJ4fu44HzFZHLVpBDL34e/ZDH6jRpwis6SAlwNMgkkZVQ3rF2QBoqwIqq2Bl2oIV+xK/B7DTayD0biGK39XB6pwWowKioRtR7Dr5BPhYXpHJGCKtShbgCURkEdL1Ig2kgwwpn+N03EUxrAXJu5MjCsZMaPWg3Qepe5Dms6z9m/r+lH7W4IQuhgagR2sLiLxmyK2aD5sB7IUgee9qv5MI3XmEBRMo6wNsIenZPfM+ELtO+c2P7+wvlE3ee37ibWAOOTkI1W0k9xZy6qYOWjNc7zDxc+ZZYLheA+DdKzY68DRywmTi3dHBW4gAI6QK7mE91Th+6hwsTOQArmPwAjGHwKfAzwgLAcfiS6ykQcEgmmEsdh3r2nmbSiEDcIHRDGTuLibn9S9ATp+YPxgzzT5Qungux6MTJlTMKZJyFFZDRPXJXhhpIE0G9oI0KcivzuTo9oH98CZSai1E4b4O5HM8AxJrnbxIA8D/ZMOnYMLVudxHSBU8hghPAT8OBkOWkZMpSQWg0Q1DVqsjADNI3Sf1fYBsQ+snYviG63UGnaQpQ95atTmSvjgOXNBBP0dov2243iADpyxVGd547ZFF4CUK6gZjJtSDeeA28CH3qv+BlmorRr6ATNqRTzeCYwF2AKU/1f7W/gKktUTEI9hd7gAAAABJRU5ErkJggg==) 4 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhe2WzY7bZBSGHzueJEo8SSakSTrNVCltKQJGKpsiBBKbskeCBeqy3AE3UC8quBUuoTukGahaVlAkVIZ2iDKdgmZST+Kknkx+bBbnODbDJq0Rm/JJjmPL33fe877nD/5fr/oy/q2DQqddAGxgZDgd/z8FEDrtGnA+8aprOJ3eMnuttLb1vnnqfRPoKbhswk4AzAynM4s+NNNYf/sM3PqoDPAOwsAloLZAJ7Jk1Y6pQPIKKj2AKzV4vZoF+BR4D6gDbWCiRvIJAMmVDZ22CSklKFhFrjZXADzgCCgB36nRFn+nvg+ME9stYPJSAEKnnQfsW98ekcsA8DmwC/wAdIEC8KcaDBAGqsABEOn/YgyETruuB0dasr6aYTVnot6NEAlaCBMtwAV2gIkeU0DYArBCp20vlYY33y2GZ1cF64VKhp4/Z8+bcbma48amzf5wSs8PmM6huWpirxj0/JD3N3JfqNcdBTFWUHl9DpZioF6Uz1ZMMA2o5DPseTOOjuc8cqcMTgLc44CLaxZXXstSqGS4bBkwmH8M3Fd2fOCpMhjotZwEX19f20QCCyTVfGDnyzuHv+4PZ3z2VvG2enWDD0vrgFSI771P1PuSejyLPI/OXjYNu4lNT/WZhm3xfDoHeAbU2MiuUzAhDGE4BbiLBF8FLUynbS4FwHA6HvAAeIik2UOg509hIIm1AUzYm/Tx5uDN4cHxTMGWkNpQIy5Ii7V0FhhOJ0CoByk0bqOYoVrIgGgM8CP3hm9i0ESC7RJxAFb1nZsEkqYQ1c9XVqgXTYA54mkf6BDSBdb1O4+4JtjEKZkHzDQAvD+GU9zjDNfO5XrARYSJR8BVhP4DRHtfDY6VSQA/dNrmS/cCw+mMv/nZ5d6ejxqx1PB1xNsSovszffYAN9mIDKcTpGpGO4dwYc0CifJt4IkaGiMZsIVSjcSCR6IRQYoYCJ02X20dsdnIA3wA/KQAdtXgY0SCAAm8UWJ7VIxSBaHdsDOUpRdsI56O9EwbOIcUrz7SA7LEAbhgIE0MjO4/OeGXwxOQKI+Cq0bcdgM1XiHugiT/p5oHHrvPaZUtkGmohGhsEteLmV4uwsAYGcleuBT/Y4VO27zWKjOZA1IZx0ixKQBvIDKUEXZ8BZgn0QdSAQDymXi3iQTcb2pwF2HjdzXoEWdHVgea1ADGs9gXW89ygUNgH8l/Xy+LWBaQYcRKBcBwOsHd7oDBeBFPfQUw1nMbyITURPQ/HW/ph9LtLsbWzTNWwpCNpGKkt49IMyJuRlGGmIuflCuL6Hugdxs4i0jQVBBR/lcS+wKAvwD6F06cK/p3igAAAABJRU5ErkJggg==) 4 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
}
div.testarea{
animation:rwdcur51842 2.6666666666667s linear infinite forwards;
}
