@keyframes rwdcur113714 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF4klEQVRYhb2Xb2wTZRzHv/evvW5td2u7sY1t4hijV9jGf/FP5lSChhAhhMA7gyb6psGEJkbghcgLJEK8F+rxxpiYlP8BNWqQQIyAASGZhEG3DmFzG2zrutJ1Le1dr707X2yDruvaEYXvq+d+z+/3fD/3PHfPc0f07DvgJRimXe67d5QXhUE8Y9GEgWmvXLvmYPJB+PPhlpcuxDq7vKlQ+HteFKLPAoDwuz3VVZs39LEOBwkAuqpCGg4m5GDwl2i7z6tJ8lleFNJPDQAAhk+c/p1zOVuzO9WkAikQCElDgZOxdp+X//qLq08F4O6nn71XvXH9twRFzZiYehiHFBi+m+jr8ybu9BzlReHu/wbgd3u4ig3rhooqK9mCFToQHxhA5PqNq8nBwH5eFH76zwAAMHT4+Glbc+OmzE5NUaBEY0jH42FVln2paMwn9d+/lRoJ+QD4eFGI5Bvc7/YU8aKQyJdDTzZiN31ejnduIg0MAECVk+j77vB2AKd4UQj43R4bgHoAAV4U+vOYcrStdL/F2bCFMrG2+0saex/e6vzY+eXBk3kB1HjiTCIQiJhrazgAUGJRADjOi0Lozu49e63NTTuNZXaDmpDQO39em9Td+y4vCr4sc5qdV3t+zmuvrqCMhvHgAswzza065lfVCC8K57IByMkGLwqKHBg+lQEU5EUh1PXhR9vmvLnmE87lNJjKymB+rhYVa15fYW50nZ+YlUy9Y1+98rH5hMw11WSxs2FvrhkgMy9i7T5vOiGNA8iyDwCKFzl3GG1TfQiCgH350gqCoj7IjDMO+4tGjnt0rcrJR222qmKF3+2Z4jcNQFfVS1Ig0A8AqbGoDwCMdrtzsj8ZDkPXNAAAxbIwzq1snjKYiaUnxkG4/SbkUOhxH8PQAKzZAHTmBS8K6HctPGqpe36n1Hfv1jix/iiHoBk8aLsOS0M9jBwHwsBU+d2ebQRJNoOiWDUac0nBEYz5OtuoIhNnqphTP1mbGhsLAZi2vdPZgXjn7SOJ+vk7U+FRHy8K2r2mRT4ATQBAGQxQZblt6IefNbPLuaqotqbFtnxZi8FqQXxgEGyZA8poBLTV4or7b5+RB4b+tvANr+iaZoje7NjOi4JWEIAXBV9PddUNAJ0A8PBmx/skTR8hGYaOdfivMw77ksoN6+uMttIpdRTLgjaZQJtMKKqqLLI1NW6O+P3y6JVr+/S0eoAXBSXbC8jYiDLld3u28KJwMiu2mVu90lva3MgSRM6ynJJDDxD87cKP6dHI1lwQ057KCWWbr7e1vHzMtqQpr7mu69NirMOOynVrN9Kl3ImCb8GkeFHINK+1LG3yci7ntOXKVvROd844Y7Gg/I3WjQRD754VwJTiMsc39mVLuEJ5AJBvZViHHdwLK/f43Z7Fswbwuz1v21YtX0syzGz8QRqNUJWczxoAgOMX0ky54+CsAYw1c3cV11TPyhwAiudWgTIYZuwnKArWxa63/G6PqyCA3+2pM9fXrZ61+4RBIZlrawCC2FoQAEALW17+JP5Qk0mkJSlvDsWyYGurW2cDsIAxm58MQJYRGRzC5Yt/QFXVGfOYUq7wEoAgrCRT8M2bKl1HsdkMzlYKKs9ykDT96FCaGUDXZT3PXeQSxbJQSAJmS/6ZU2U5UBgA6E7F408EQJAkCIIEx5XOmKOrKqT++xdmA3A2cW9g2uk1k5TgCJK9/aBDYZhkeca8aHePpkZjXxUE4EWhN/LXjUPK2FhBc11VQRpZUFwJmHIHQFFAjnNBCo5g9Mq1A7wotBUEAAAtkdgROHPueHwg/z8rQVHQZAlaUgFB0+PmGfuyrmkY67qNkV/PH9Lk5K7M2rwAvCikrdaSi6okIXjpMmL/9CKdyP2ZbygvA1NiBWViYSgvg65pSIZHMerr0IbPngdtZFFSWdGXedABM3wPZGp4v2AAsA4ARgcHB3VNa6VLrM2Mw15HFZkqSIaxESTJTtxpQlOUcDr2sD85NNylK8qfAM7ZqqtZAOycXZ6u7PH/BdnOWeiofWxhAAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGT0lEQVRYhb2XW2wbVR7Gv7nZM6ntTHxrkjqhhAAet0kKvUJR6C5dWqpCEaqAB4TYlXZfLFbCq9W2PHB52K2AZYS0O+zDstJKhtJWsCvBqlRU4l4uIkR1M43TNgm5NInjOE5ix57xODPDg5PIsRM7FQvfi+ec8z/n+537MTH455fDBMNE1OHRk4IkjuNnFk1YmEjD/ftfyU0nX5rsvPuTdG9fOJ9I/keQxNTPAUBEgyFf49Ejw6zbTQKAqetQJuNZNR7/Xyoihw1FPSdI4sJPBgAAk6ff/ZgP+PeVFuo5DUosllAmYmfSETks/P3Vr38SgP4X/vIb38OH/0VQ1JqB+fkMlNhkf3Z4OJy9NnhSkMT+/xtANBji648cmqhpaGCr1jCBzNgYZrsvfp0bj50QJPG9Hw0AABNvnnrX2dH2SHGhoWnQUmksZDJJXVXlfCotKyPXe/JTCRmALEjibKXGo8FQjSCJ2Uox9NJH+pIc5gX/I6SFAQDoag7D/37zaQDvCJIYiwZDTgCtAGKCJI5UMOVpZ90Ju/+2RymOdV7f1jY039P7pzc++vLMX+ULawPomezZbCw2a2tu4gFAS6cA4JQgiYlrzz7/oqOj/ZjV47LoWQVDt2zuUgaGfi1IolxiTrObm89v/MW9OyirBVPxKUT6BzbrHudpAsQfAOwuBSCXPgRJ1NTY5DtFQHFBEhN9v//jUxsP7H+OD/gtnMcD203NqN//yx22tsD5xVEp1pOuPTt3UFYLAMDj9WD/Awfg9fmwa2ursdqIkcWJdEQOL2SVAoCqygCwYYv/GatzpQ9BEHBtv6OeoKjfFeczbtddVp5fTutqDgAQ+aYLdz14cEc0GFrhVwZg6vpnSiw2AgD5uZQMAFaXy79UnksmYRqFjlAsC+umho4VjXEsvdgOkpFLUBMJTE9Pw+HkwdrtNABHKQBdnBAkESOB20/aW24+pgyP9hSIzeUYgmYw3dUN+22tsPI8CAvTGA2GniJIsgMUxeqpdECJT2FO7u2iajieq9/Y2tvVDX/bFuTn5hIAyo53ujQj03vlrWzrLcfyyRlZkERjtH2LDKAdACiLBbqqdk38933DFvDvqmlu6nRuv7PT4rAjMzYO1uOGNjML2mEPZKJXzqpjE1cjV/sPHrh3r5bqH3xakMSydVAGIEiiPOhrvAigFwDmL13+LUnTb5EMQ6cvR7sZt2tbw5HDLVZn3Yp6FMuC5jjQHIeaxoYaZ3vb0Vgkos2e+3hQqe3Z0vaP17RSL6DoICpWNBh6VJDEMyV5R/k9O8N1HW0sQaxarUz5fB7d334HJdLzRTNB3idIYhlE2apcVKn5YWfn3red29ormpumuWx8fXQUQ4PfY/fde7D3icfvoev401V3wZIESSw2b7bf0R7mA/6y6SpV6toAgMI2ra3lMXD1GgCAsdvhvW/fwwRDP7sugGIxHvc/XXdu46vFFYwLvzRNQ1VV3NRy83IZ63aB373z+WgwtHXdANFg6CHnru33kwyzHn+QVit0rTDNV6N92FwEAAC8cDvNeN2vrBvA2rTp+IYm37rMAWDDpkZQlsIxPJ9Og+O4FeUERcGxNXAwGgwFqgJEg6EWW2vLnnW7LxoAgKZpIEkS+Xy+LMbW3AQQxGNL6UoLq5P1em/EH3ouB9MwYOE4/OrQwVVjKJYF2+zbt5SuNAW3MjbbjQGoKmbHJ3Dh08+h6/qacUwdX30KQBAOkqm681bKNLHBZgPvrANV4X1J0vTypbQ2gGmqZoVerCaKZaGRBGz2yiOnq2qsOgAwkM9kbgiAIEkQBAmer1szxtR1KCPXP1kPwLns6Niqr5jVpMWnkBsaAZ1IglPVNeNSA4OGnkr/rSqAIIlDs99dfF2bm6tqbuo6SCsLiq8F43UDFAUs3gvFUuJTmPnym5cFSeyqCgAARjb7TOzsh6cyY5X/sxIUBUNVYOQ0EDRdMC+6tEzDwFzfFUx9cP51Q80dL65bEUCQxAWHo/ZTXVEQ/+wC0t8PYSG7+jPf4vWAqXWA4lhYvB6YhoFccgYz8mVj8tx50FYWtQ31w8UXHbDGe6BYkydEC4BDADAzPj5uGsY+utbRwbhdLVQNV08yjJMgSXaxp1lD05IL6fmR3MRkn6lpXwH40OnzsQDYjcdDfaXt/wBpHYQZMO3dDgAAAABJRU5ErkJggg==) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur113714 0.8s linear infinite forwards;
}
