@keyframes rwdcur77594 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqklEQVRYhe2WT2hcRRzHP7N583Y3uy+toQlptBAv/qlom4pEerOCiIIBD71UKBQ85BKEoKCVHJRqGzEUQcGK9VIFRTxXigsVY6HS1io1ISBpbBvtJm2T7CZv376Z+XmQXWizSTYxK4J+jzNvft/ffGZ+b37wv/7rUncOPPdVv9hYY4zm632Hl8w3PIFnPx8QYzQ29pA4iTEep/tebVgiiTsHKua3zv2EMR7OJNl9ZFgeHxySRiRQc2dPfvSmGOORzU9y5VqR5o5HsLMxNmzCLmoufjqwYUSWEACqO79yrUiQ0ZiZMQpTo9hFjYt9tvcek/uf+mRDiCy7k91HhsUtGMzMGJ4vlBY05VslwmnBT+7BlpOY0EcizeSPvesmUpMAgFsw2NmYYr5MaUETuyJNLRo/67DxCKXZ75BIY2NNR1du3TRWzHzXi4fFLmri6CJNLZqfj3+sAB54+gWJChlkMUNp3seFz2CjJDdu9KyZxLIEgOqZhzOK8vVSdXzs5Ak1MfKhUqkIr9mQCnIknE97cGnNJFbNeHvvMbGhxsYjeMkSYydPLFnT+eArYq7uRymLU6eYnqu/SlYkAGBDjS0nKc2miAqZmt9MjQ6pOP0Znli0fYItLcN1k6gr066eL0UijVKnUamIiTPv11zXmT0vIhabyBGZBHPhy6vG9+pJoHLbTcnHM8tDE7GgYrJBGj8MmQtXj133WXV05cSVPVJBDpNYZGp0qObabZkRcWLxN51jrhBys/jaih6r3oGK/ri8R9koSZjvxVzdz13tB2uesxMLOMJikdZArxp3zXXbHlwSpSyeWEQEEcvvC4/dFqcz/Y1oZSklznK9+PrGEKgoX3hIOXWqao6K2ZYZkbubv60SKZgczjl8u4Ot2cEVK2Ld//AtLcOSkL8uXDS7E3CIWAomRyE+pNpTg5JRj+LEMll6flmfv/Wsbkq/I0HKoVM+YbFI0vbgnCPie/KlN1R7+qAE0o1zjony3ppeG/Kut2bfktZAUyhE+HYHHo4FzpIPD6m29IBk3S4SDn6N9y3x2/BWa2t2UHyzEw/HvDrDdPiuavNfkkC68ZRlvHzgNs+G9Xr3+l8IKqYoPzBdPqra/H7ZLA8T6Qv8tvhB1XfNVVCvJsp7VcJBIN20+f0yXX5PCY5UWtOh+6qV0fC2+z7/uIhYBMfmey4DMD8XMn7zqIIGEqhovHxARfoCiZZfAHAOskG6Ot9wAhV16D5pCZJkgzTnJ9/+x3z//foTJ2W6heY0I1YAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe2VS4hcRRSGv6p7b9/bPT2TaRmH+EiiJAs3JrgQBTcuxIALN4IBXYggisFVmPERdXwQQaLIIIIaERkGXEoirlRQF6LgY2U2QcFJ5tHjdPf06z763qo67gLBSWcShmzsb1vnP+fnnKpTMGLEiP8zzwSPiLreRU/qY6K1sBY0KcqO62bgk+CEhKJxCE3Vpiw+jYk2/k4kf7f6tlhr0ZGgfU1uUrTR1IoqZeVTtj4JKTEpy9R5q/hQAcxns9c+gt+rP0lCSkd1qEmVVeqkYcYNeZVVV2ef3c1A5SSux4pap+9i5vL3FMAr/lEJpUTocfUj+HL6W5l0ERN5BY2l72JKKAwGay1WDRjIgLbr0rQtlvUyJ/J5BTATPSv77BQVAhzCkrqwfQMf33paKsqjZ1rE9GnS4kC2l6c2n1AAP5a/lvvSB/+T783SrEwzRag0ET6FLchIeNq8rmCbHXht/4KMuxI1W+YX9zOZDLDWslh/f6h+IfhAbvQmKSQlVikt1+a5fO4SzRUNHLvjIxmTgM3BBut2BassuTZ89fepy2q/r5wRK5ZYdelJTEd1OZq8tGX80Ffw2KF3JDEFq+l5On6LzEv57q+Foaa/Cc+IpzwA/vQvUASGF5pvXFaz5cED956UwOSEhcXZlLX8PA747dznQ4v/WvlBjDZseA02vHVausdM4+Whmi07kKNRWrNulnA4iiDk7NnPhiaamTguOPDEY8Wu0ZUez3dfveKILwm4/8gpcYkhazewRQcVpiilSDYztBVKeUYkijETUbUhY65EVULuyQ5yKN9PLB36xPzBOWb6L27rgl/swOHZRSmaBc4kTNwC3eYArM+gnVK1Cpen1Ow4VUpExmePuom+bXKX3MltsgdPeaxKg0f7j1/VbrloQJU8CFMy/kEPprBJzK6iRmSbTOtdVIKACUKmpUagYbetURGfMRcBcLB79zVtVR/g4fkvxHRy/ChifPx2TNcQ+Tfj7IDIn8QzPr4uUVZljDjmlp5Un+49LUfqD+3sZ3Z4dlF2NOGIESNGbIN/ARZzbL1JlA+HAAAAAElFTkSuQmCC) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKElEQVRYhe2US2hdVRSGv7Uf55z7TpM2ppGmKhakFRFUKmh1JgSUEoOdOInEIkap7SQU7axqomClA6sUMpCiI8GJUiiioOOWIg6EYEAkhYTmnZt7z7nnnuVAUopJ80IL4v3G6//3x2LvDS1a/N+RZ091aL1RRTNophlXLyZyNwWcDyKczZH4BWwlpnfMa3M548pbzbsiYkQE5y257gQhpbkIYcHSf8nri5977fvU6+2BY+8VFODYaKTrV24POXKqQ12piXQt8/1QKgBHTjsttDsq92WEzqAZxNOGZmzxSYAvQlpVrI8pdcLCpOXL4cUdbUwef92r8yGVQzGNWUiXlB/fT2+V9X0Sar6k5NsNmhpCL/gItOopdqYYB1lVKOwSdMXwzpPz2xK5NfzceatB3iAGpCFkNaU+Dd+NNASg9wza80RIVDQYK4RecYFBYiFNIFey6JQnXxJsbDE1z8mjf2wqs2ag97zVYqfBesE0hGRG+OrN+qZFx4c71XqPLTTZe7+lHDlO9P2+fYFV+i8G6iNDVBGcyXDAZy/EGxYOnuhWi6OyV6i0Q1vRYeqGocHxO+Y2NTx6tqClHqjsUcIinHtmZcPM8Vf3qzGgAg89GpATSzzvOHn6l3VzW7ow/SMVbbtXKPckeKsYA6NP1e6Yffn5A2p8Rr5kKOSFfftCajctb398fU3GbEXAkVKbNsxeLyMYXLBx7ItvxuXS179J7Ybn5oThxkRGfckwMnB4zd+x5Sfz0mhRrSjtD0LHfqExJyTThoVrEWMfTa3bM/D0w+qcAYG2imNP2RPUDMGK441vf5JtCazyyoWiFtqh++BfW5i8XCCZNRALJjEki5Z02aFVi0sdQdMRZiFilHpc51B3hajueO3yDzsTWOXstaI6FZgLWZ6ypDOWXOCYm4Dd5YBfrzbZlctRnVHyaYRrGnxWYHdoMLWUrvxjWMntXOB2zl3pUhKDTRy25jF1R3PR0FjyzE8aojRAF5Ww7vGJpVF7gHtynQSu7Z8R+DsXxg7o0OC4fHjmER1+92f5YOCw2lSIlgN8bAnSg4S2DWuL/8bxLVq0aPEf40++QQ4Je3M3vgAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77594 0.26666666666667s linear infinite forwards;
}
