@keyframes rwdcur150653 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhe2WQUjbUBjH/zZlPscKReJYDMiUZS0V1hEDhbYI3lwwF7OLWxkiA082IKOMHT2JDcxLDzsobp5EhMG2i7cNZMN5G1V2VIZYsVIZTEtNvh2mYm3mmnZzDPY7vnzv///e97738oB/mI5wOJwG0FGPCFfLpHA4/EjX9depVCra1NRkFIvFr7lc7n09ibhC13WyLIuIiCzLIl3XqVYtT02TPB7Ytg0AsCwLHFdZSI7j7nZ3d78VRTEFwO/aQ5blhwMDAx9bWlpunf0YCoUeJBIJmpubo0QiQcFgMHH6u6Iob5LJJC0vL9P09DTF43FylYQsyw8XFhZof3+fDMMgAJcdwvx+v/+Bg/A1VVXpNFNTU3RUicqVOg0GAoFhVVXBGEMsFgNjrKIKAAqFQuEFgMKZ8RuhUKhsoLOzE+3t7XecvBwRBOG2YRg0Pz9Pw8PDbhuMdXV10d7e3kkFkskkcRzX7xTccI7QZcbYrYODgw8uEwDP82pbW9ubnp4erK2tYXt7+/XKyormVqdeGIAogKt/zGF8fLzm83/MeVtQDVSFhleSpGeNjY1DpVIJHMe9XF1dvQ/gW53eoMXFRTpK4qfIsvzZMAzK5XK0u7tLY2NjFIvFigC8ZYHBYPDG5OQkmaZJjLHmasyJ6FdJ3IxGo2Tbdtm90N/fTwC6yyIHBwdnDw8PKZ/Pk6qqT5zUjvb8xPyY4yQceuLe6OgonWViYoK8Xu/jsshAIHDzr1agBlz3QD6fr+iBCzsFjLGhUqkEj8fz207Br+4BP4A4gOt1G7nkkiiKz30+H0UiEWptbSVFUYqo8+lWNaIoPu/t7aWdnZ2TF5NpmiRJEuHH9Vwdzc3NV/r6+vpc+vt9Pt+J+Wk0TSMAQ1UrZTKZV5ubm6RpmuoigXgkEqkwJyJKp9MkCMLs2QleJxUAyGazTwFgaWnpnYsEvmxsbMC2bXg85W+d9fV1bG1tfXKhVRuKohRN0yxbfTabJZ7nCb+7ETOZzKDDcIckSaRpGqXTaRoZGSGe54kx5hRbHzMzM47/DPzo9iFBEGYbGhpSuKgj+J9/ku/6peAxGkvG6wAAAABJRU5ErkJggg==) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACt0lEQVRYhe1WT0iaYRx+nLtpgeJibvu+ImiIZaUF2beYFy+SOdEdhdil87yEHrxX7DK6BYE0PHhUWeh32KHBkA4WYhFIwVTGYIOiPsg/4G8H07H6tE9ztY09t+99f+/zPN/7+8ML/OUYvCmBrJNDcrn8icfjyQ8PDyOTyWBjY+MxgC83NSMZc3Nz7wuFAhER5fN5mp2djXXKda+TQ+Vy+aRUKgEAisUiyuXyiUiYEoAVANuKq1UKeoeGhrhsNssDqF7a0ywsLHzr6enB2dkZ1tbWHgD43tjUaGbGxsY+OhwO7OzsYH9/P7i9vf1Kys81xH0+HyWTSfJ6vZ9bxCnFFu12OwmCQHXMz88TmtyEaAp0Ot2M0+nE1NQUtFptqysUxBZlMhkUCkXj22g0AsBTyQYODg7i4XC4sLKygnQ6/aaFgWb4mkqlag4FAbFYDACSomY7IJcCpd1uzwJ4CABbW1vPTk9PP/0mrTvE0tIS3bUHqQYmR0dHQxMTEzEAz7smzvM8XWdCo9G85DiOotEoxeNxslqtxDDMa9HgQCAQ8vv9b6WKE9G1JsbHx+n4+LgxE87Pz2lkZIRwuQNZltXt7u5SIpEgNBkwFzlviNdRNyFSE70cx9FluFwugthcCAQCIZ/Pdzc30AHaqoFIJHJ9DXRiQmLcpMFgeGcymSLoYhf8EXOgGcwWi4VUKhXp9XpSq9WLtyre399PPM9TpVKhw8NDstlsxLLs+q2oWyyWK20qCAIxDEMA+iQT+f1+x+bmZts5VqlUVKlUrvS+2+0m1J5ov+B+M6K9vb0PAF60a0Cr1SKXy2Fw8OeLnYhwdHQEAIV2+dqGWq1etNlsjSdZtVql1dVVMpvNpa6LLS8vi47sgYGBdYZhyO12k8lkounp6RKAR103EAwGWxVVH2o513Vd+D/+KfwA/umPnkEuht0AAAAASUVORK5CYII=) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqUlEQVRYhe1WP2gaYRR/uTtC6dzABeGQBMMRSG1yBf0Go6MuJTSp4SItJDgVxEJLyWULiAakiC7BraS2Th0CmYJCoUsMkWIHKRiC0AaXhqTKgcLZ16FGNP7hPBMlpb/tu++93/vx/t0H8B+3FYIgMPF4PC4IAtMPD6XVMZ1OK7Is/0in00o/AoYO+qaICSHc5ubmp4mJCfng4OBrJ7uuJYhGo3e0CuB5/rEoig9mZmZeauXoC9PT08zq6uoLQgg3FAG3Fj2N5dbWFl5XYM5kMp2yLIssy+Ls7OwXALinwu9aBNw1GAwYi8WwWq2ioigYiURQEAQEgG5bDvf397FHEa0ZHhkZee71evEqnE4nAsCjbsERUZUIvV4/FQgEMBQKISHE1nTJ8/zHWCzWIiAYDCJN0xuNtrWa14Nf4lJEp55wuVzvK5UKIiJ6PJ7PqjKwvLw8mAxAmx4Ih8OD64EaOLPZXJ+Cubm5gU5BI4a2B9rhPgA4AYC9ySDtfseMxWL5Pj8//1oUxSeyLL9iGOb84uIi1SP36OTkpFgsFn8iYkm1l06nW/f5fPVpKJfLaDabEXrLxOjKygomk0mUJAl5nl9Q7elwOH4dHx83jaTf70f4Ww5VMBgMz5LJJCIiKoqCbrf7rJNtS9MVCoW9bDbb9K12/tbkSFE2k8kUpSjKdpXj5OQkkUgkoFqtwuHhIeRyubdqxQMA6AVBwN3dXczlcujz+dBisZw2GhBCtiVJwlQqhZIkISFk+yoJz/MLbrf7zGq1vgGA0V4EAADojUbjO7vdfq7T6daheSFRi4uLTSVaWlrSPI6dNl0+k8k8zWQybS9pmm53pgDgd68CtLyKcWxs7GGpVJoaHx+HnZ0dODo62svn8x80cGkHx3Frdrs9xXHc2kAD/3P4A2pemJ1jpVX5AAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACr0lEQVRYhe2WMUgbYRTH/5cLIZaODoeB9MQqiUMwFyQXULgxOkiHcAENlJRMQsHRdJbDIlKUQgno0kZuaocrOBhS6BilWHERctB4NaOUOohCktehJiSSRr8zqR36G+977/v/v/e9e3eAPR5yHDfv8/necxw3D+CBzX3A2cjxDg8PH09PT2N8fBx7e3vY3t5GsVh8BMCya+TWyLJczmaz1Ew2myVZlr/3XByAQxAEqtVqLQaq1SoJgkAAHMwb/uG5ODY2thWNRn94PJ5FAM7mxVqt1hJMRI0lVgNtxUOhEBmGQaZp0tLSEk1MTDTKK0nS/vr6eksF1tbWKBgMfumGOAKBwDvDMFoEEokEAQhchfRLkkTxeJxWVlZIVVWSJIkA9HfFwNTU1E/TNFsMaJpGAGJNYU4AMzzPvwAwg2tXVCeTybiZDXg8nkVN0xriFxcXJMsyARBsnOdG2s0B5+Tk5PHg4OCA3++HYRgol8vPLct63QsDnQgAUNGjk3eF5eVlujmKDQfYhkn3DCiK8lFVVYrFYhSJRN7cRnxnZ4e6YsLr9T5rHi7pdJocDodykzgRMZkIhUJtX1dEo9GCZVkNA4VCgcLhcOZ63NWdN8Tr1E106omNjY2Xuq7rbRfvvQLA7x6Ix+P30wNNsH5Ou/4aMtGLOfDvwPP8wNDQUAKA66+L+/3+mXQ6Tfl8nmZnZ8mOidHRUWcymVyIRCJeZgOpVOq0UqkQEVE+n6erSjCRTCYXzs/PaXNzc79TXNuuN03z7e7uLqrVKnK5HEql0idWA0dHRx90Xf96eHi4ypoLAC5FUV6lUqlTn8/3pF2AKIojc3NzW6IojtgRuDOaptHl5WXH8XsbmP/j63l9fX1wuVxwu9132Qe8zTw6Ozv7fHBw8DiXyz09OTn5ZtfAf+6dX1wkkKBzvXoHAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur150653 2s linear infinite forwards;
}
