@keyframes rwdcur85045 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFC0lEQVRYhe2XwW8d1RXGf9+dOzPPz8+JY9I0uNBWIUlLlAANBCpTtVJo1a5QpAa1myr/AVuEWFb9AyoWbKHb7lBhQVWkqhWLqKqqlgoUJbGIbMc44Dw7tt97c+/c08WMo8gksWOHXc+s7mjmzu+ee77vnsm4e3igABJg93jmoYS2jN3jBSde9N1f9eDgstnspyF8dD3Gf9+E1a8DwN856MHUuXLitR/5/HzpXFGmVA06nWt/H40++FMI71wK4WNg+DABsjsHx30584uy82ov0yMgdWT+uHOPnM3yp57J3EzlXHk9xvkhrHwtAM+VxblnC/+yl/OGUUvUJnrCn8qyw2fy7IVDeXFsvq7nb6R0A4gPE8CfKcvz3/fFTM+hbwoCYqgm50nicVPnucwfP5a7M58nuzFb17NA2AvAnTXQGYNJJ9x3zJgUHLbEAEdALJohwXfB/zzLnxrvut86cH+uqneBjd0C3M7AJHSfLsfOT3t3oiOYAkpEV2JcUKjR5ah5SdOZDnwj808vpDT/WV1fYZfb4bbeCIIBUBkYIhkYxoTBGBAFi4J15E5k2dHfdLqvn/L+ebYoalcANQlMmKn5ONx2CpOoBQ6xbmIBGII7VviTr4x33vgWHNkzADiioMKoZRiNDSbADJIJw3AYa2bcQjgzf8rlMy91uxeAfbsG6EOqSNEwbtFsARgJa68GBMC3GAMZATHmXO/Fsvz1aV/+cC8ZqIYp9ZM1NbAoUaFm5YjU5iMZeIRk1AZ1+/Ih6dsvdfIL43Bo1wArpOsRixFYxahkJAG2uRVNXWQGXQRqAJKEk/yJPD/7g6L4MXcp7p0ApOXEXDAb1oJVxGAzA20WTEZC4MCb4WzzXuMRE1l26IWi+GUPDu4GgKUYL/cTSwkxMmORZo+TmuLbhDCgkMgwjFY1JgD3vSKbebL0p3cFsBrj1et1upQMRog+sNGusMYw47ZEnUEXkLVqEchgQtn0yaz4CY1vPRjAMixdq+O/glHVwE3EnDVmb2rlKEitLeeAV1skABgm+WNZ9vxhmN4JQLZlXDuXyqO++Gkn04QBBWI/4OXYFKKp8QUv8Aa5RLDGRaMZTq78zOziXF1feqAMAMyP6n9erePFZKQI9GVUrR3WaushtapIogvsM5gy44CBkyidO/iYdPJu828LsAFLn4bw3jqsplYJ14AN23REwxzUolVA49ZdB12JysQ6Kg7k+ZNT0HtgACBdGQ4/vBrCP6KRKjO+AG5hBGAgMTQxAkYSQSJa45wCxoEaoydNswNrvusJtgLXPh6N/vhonp3ep2xqw4zLQGHNV0xq687oAPskvjCIGGtAhZDZZGcHGbjXERo/GY3eP1JkPztZjJ0zyS+1K4ztER3bWsidUWLUahqCRCPHBIUr8FT3B7hnkQxg4eKgemspxsuRpg+INNY7BDYwbsnoA18Ca0A0CCYGgmVptaq275S2yvDOsJWUPpdzxaM+fzaXjSUaTxghAqISVDS9YzIj4KhIrKQ0nA3h/f+G8C7cPwf3AwAIyzHOTjj32H7njyIVNSKqUcFKsv7VKnw0F8Jfv4z13Aos3zRbuhLCXz6JG28Oa+a2y8C2bdQAFv62vv47pOJIUbycO/UqM1ax/qVR9Yf/rK/9fghLQHcCJg3cWjPubzc3fPXX7J6xH4480e1emPb+bMS5uap678pw4+0BLOx0jj0BtNHdD4cBVmCRPbTj/4/N+B8lJ2H0XXTo0AAAAABJRU5ErkJggg==) 5 2, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4ElEQVRYhdXWTW9TRxSH8efMy7V9bce1cxMCSakb0goJWpBQqxoJaKvuu2i/Thd8rKqqhCArBEJqgqtAlKIIJQhC3DjG8b2+M9M9RcVybLc9y5nF+ekvzTkD/7VagLUVosuAmUU/9fbBki6s/VAt3L5ozJfvup86oC+ue1bri9/H8U8LsDptgH77IHgvF6z97jNjWkHEb+b5fSCdFuBvCfwJL58F1/ZKF68XSz9eMYWvptUc3pEAkBeQ2gUbfXtWqzOBYNtZtj6EN7MCMHCut2zN9RWtVxeUWtjz/slz59pAmAkghX5VmZW1yLQSpeZEVGkrTe+eQHcmAMA5QvjQ2ltN0cmcorEf+ONZnm8AfhYAxPujhrVXPtHm8rxSJRXC3O9Ztt6Hw5kAUsi0UnNNa79pQqkoev5AeLGd5w8BN3UAEHye9xNrW+e1Ph9LKGh0dSsd3OvBwSwA9OG4LPrcstWtRLQpCvWOsP8kzx8woRT+EQC4QAhLNrqVaJmvikRKqcrWYHIpvA9A1/ujhtaXzln7+aKIxFA/ZHIpvBcADEREL2v99ZKoSkNJpBWV9iCdSAqjABg416kVClcTpT6NBYlFaq982H3q3ENOORdGAgyhL+KjJRvdTJA4QWwalNnO0js9OJo6AAi93HfORPqLRWU+roOKjartONfede4xp9gRowLI4Y1B4oaNbtQVxYZQPAnkm1l2NzvFphwZAPiBc4cNG12rK92sI6qspLKdh/svvNuZBYAUjjWUPojsjSpSTETiA/yr34bDdSCfOgDwmXMHNWOuVrVZXRQxUQjyOE3vHMPrWQAYQNeDT4y+WREpJ0rKO84/2nVucyYAIGTO7VutPyprcylBiq992NkYDu8xxmQcB0AG/R7sVYy6VtZ62XjX2ciyX8Z5DWMBAE68f5mF0C1b0yqLhKdp+vPxGKN5bADgO84974ucZFDey7JfJ/1bGrUqRWgC8b/R/P9ffwHl6yAqWIXthwAAAABJRU5ErkJggg==) 5 2, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHUlEQVRYhe3XS28cRRQF4HNuVXV7Xs54nPF4xmZMIlBkEQWIglCEQuQIIVYs+Bts+BP8KFhFREkUIUSEyQvGibESTBSDHxnPTD+qLguLTSLFeOIeNpxlLbo+nVbd7gL+45gXF1rA6VPWfjAKYTsBhhMHdGNz8YtK5WtLMb08XwWQFgmQFxcGnjsCqX5amvrywyj6DIAtEvBSAwjBnY7jT9609lxXZKkXwg+7IWxODJAAWdfai21n322KtGIgepCmN1NgMBEAgLwsMr/k7EpEKXWIxW3g8Xqe3wHgJwFQFcGCMVdqRprTNKV5mk4v+Fs7IfwxCQD6IQw6UfR+05qzhpQF6gypXEuzmwkwKhwAIK2Qc11rL4swjkl3inb+YfD3n3j/CwAtGqBqzKjj3KWqmA6VaJO1mD6+m2bXhsDzogHY975/UmS5Zdx5UqVGsCtR84mG9bWDARUKBQDISMZvGLkyJVL1ACrEVJ2s/pQk1/aB7aIBGHnfn4viCw2xb6sAVZJtkcZm4HrPZ7dxDC28EpADg5KRuUVrPzIikSrQBCNLLd05phZeCQAQPDlsR+7jKjmvJGIqOzSN30NYX/P+tVs4DIBBCHs1cqllowsCNR5Ag4xqZGn1GFo4FAAg84AuRG6lTKmrErGAbWFjU7W3lue38Rpz4d8A8DyEnVljzjSsO2sI8QBmgSgG9Oc0vToA+oUCAAwhom2aldiwBhIO5CJQfxTC6ob394oGIPN+d9pF78w6s0wFPYkZkbJX3fs1Tb8bAkmxAGCgUJ237nJEVgOAEchZaOW+9ze2QnhcKACAZt5vnbD2TN3YZRGIEpgGq0PFo7t5dgtjHMmjAJAB+1lg/6Rzl0qUGZKgwJah2b0kuToE9goFAMBe8M+mhN0Tzr7nQONBVIjaU9XvNw8+1cUCACQD4GnVmPMlkQ5AGkqUZFnvQZ5fxxFfwzgAJCE8G6n+OWXlXEzUlHRBdWsjTb896h/TWAAAoe/9b3/l/sddHx46Y5byENKNNP1mBOyO+cyxU27F8edvleKvANQnvfk/ERzcoF66af2fw/I3qvdBvTmuV/IAAAAASUVORK5CYII=) 5 2, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur85045 2s linear infinite forwards;
}
