@keyframes rwdcur139777 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4.1666666666667%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20.833333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29.166666666667%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/UlEQVRYhe2XcUiUdxjHP15yqFmJSdixnEWNjNFCSkIWSUasiJAVQ2GtReBgSE3MGI0agQtGhBANabX6Q6RAxoSNsgt32K3Dsm0Zc8tOc5ZmdrnQpdf5+vrdH/cTnZl3tsEI9sDBy93zPs/3eZ7v8/39Dl5mEzgEjv8ax9/MgIraYqIJaB5HIjkLEoFlQBLwUww8mgaWSQM6BZmCtwTpgtjn+CGYLXhH4NGMGU3meVL/6QBIF1Rp4UK/4IxgnUk0MXmS4D1Bozo6LJWX9wk+EsRFyhGJQLHAPO7cWcS5c/nAZ8D7mG6Y8SQD24ASGhpWUFgYy/37I8BTYOQF6h4zQYrghNzukGbNknw+W5mZXYKvBDmCVwQfCprV2GgJBpSWZmnHjoDpSMQRROrAE6CZ+vpBQqFhsrP/oKAgicrKfOBT040PaGx8jVWr7gDfs2TJIA8eDAGD0RQZCcAQcJvjxx9RWjoEXKa01MfNm7Hk5i4DXgWc3Lr1FLgNPMDlgs7OYQMg4ggiARgB7tLX18natU4gDXCSmAh1daM+g9h2LLAS2My+fYm0tg4SZQcimuFBhWprg6qutuRwBAW26ustuVy92rMnqNxcW2DL47EE7YKvBdsESwXJZp2np5hmvZxmFfcKPAK/3G5LEBL0qKgooIyMewK/iopCmju3V1AhqBL8LLggOCJ4V7BSkCqIG7/Gz4ib+dEJpAJZwEZgKfALkMD27W9z7Vo/LS1fAh1AP5BKWloJe/emsnv370AybW0p3L07Qk/PEGfO9HPxYifwK3AFOA90TpZ8tOJ8QaXmzGlTbW1QnZ22oEfQpYYGS+A1FcUZPUgTHFVeXkC1tbZOnbLNKOoF3Vq/3lZ1teT3W1qyxD+pShqF2yY4K5erXW53SEePBgV+QbvKyy0dO2YL7pmRJI17N1bwpklomc9Voxd+ZWTY8nhsHTz4WHDJaIhjfHKHqcirtraQqqoksAVdgpOCasGf5rt7gv1mnqPvJwp2KyOjS16vrdpaS2VlQeXk9MnrtVRc3Gu6dlCQJUiYjHDLBGeVk9OlysoBeTy2jhwJacGCbkFADQ2WDh0KyuezNHNmixlTimCeYIXgW/l8luA3gUe7dvWqsDBgyPuxSZw0cRtixoFwAouB5cAbwOvAYkpKUtm6NYHs7PvANWA1NTWp5OW5gVuGrE5gNXV1LnJzrwM/EB5RM3AZaAWexEQSJo3Nc7ZgkcKnX5HgCzPPk4IO1dTYggEdODAgj8dSVVVIYKu4WKqoCCorq0vh03PRtPd/AhiHYfpSQaWKix+bLbCUm2ursHBA0KT4+IBhfq+gR16vJfhRsPqFAUwAslhwyQT2C67q8OGQIenngkbV1VmCK4KT2rixV5s2dRsBck4VP1p0TiCOhw9HgJtAK+fPD1NWlgCkAA7S0x2Ez4p0LlwYoaBgNpBBFJeSKc10IFPQqNOnLUGboFs+X8hUnC/YJ2iS2x3Uzp0hgSWPxxZ8ozCo51o0HXAw2oFAIBaHIx2vN5ns7OtAOWFZPQV8woYN3zE42E9dnYP4eAeQDrj+EQ8MEXPkdLbI55Pq60NGVPIUvgWP+jkNWfcLmnTjRkhr1rQLtvwbANZp/vwWNTcHjbBseUbNxnyTBZvN2p4QLJ8KQDT/CyAsUHsIi0sVcDlmiguHYX4y4cQPY2D4hQGYgOHb8VjAoWje+99eCvsLHajjIiMInb0AAAAASUVORK5CYII=) 16 15, auto;}
45.833333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54.166666666667%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEklEQVRYhe2Xb0jVZxTHP15vNxGVSLMQsbC5LKqFpdWdBDbJsVr0D9NRazEYETnoxai98IVvWjJkLxaEjRohkhFiIIK2sbtm3WmWq5hM0+bMmcYsNb3lvbef3734PfZvWrfa9mY78Ht3nnO+zznf53vOD/63EE3g0D8QNyyExADTgYXAXeBaGNwL8dzzE4QQyCnYIGgU1AnWC6Ke4e8QxAmWCV4TOF8VgEuwR8XFA2pv9wvOC7YIovSkH4JIQZqg2AAuFSQ9K74jRByjdHePcfCgC683A/gEWAfEmMQOYBawCfiMwsJdSMuA14HIF730E2ZakKcNG3qVlmYJ/Gpo8AuaBNsE8YIMwRcKD2+X1xuU2y15PEFBmWxgk1oo/RkDRujsDJCaOkpzczMrViTR1LSE9PQCIB54i+LiTGbPduF23wWiaGkJAL9gE3dSC7UF9+joCJCUNAb8CnTQ2goQByxi48Y0fD4neXnngG/JzQ1QVjYIXAMCfw8An+8e+fmRQDawkJkzHcAIMEJV1ahJNAJMY9MmF42NfcBvwIMQczwyQyynYfocwTpBlWbM6FF9fVBgafduac8en6BXRUV+QVAwrJKS+7p8OSg4IUh80aQu84YXCzYJigRV5kmVCb4U3NL+/UFBj3JybunIkWG5XAOGnJag1/jvFyQ+Twec48mBBGANsBJYwKJFSRQUTGfevAhSUhwkJCQAN9mxI5K2tjtAKXV1v1NXFwfMYOrU9zh9ejpwDugD3gSigW8EPwODYZO1w5Q7V0lJbWpo8KumxtL27ZbgluBHQZfOnLFUWWnpwIEhwUnBAkHEY+LjMe3pEnSrpSWokpJhwSXB54LVprp/rYiRzzWCeh06NKyaGkvR0ZagTXDYqJ/ffOcFbwsiHjsfI/hY0KNTpyxVVNjgo6N7VVsb1OHDw4IrghLBKk0kToZwq4yMNqm4eEgej1/Jybe1c6dPHo+ls2ctxcZ2CXaNBzHcmW4AdAosgU9QKThqOGGpttZSeblPUGM49ogDAGEwIvBi96uafftygGwKC1OBB2RlXQTi8HiSyMrKAb6X3esxIBP4EK83kevXx0hMdJGVlQEE2LJlGvn5MGXKGK2to8afx/JOyAkHEAOkAquB+YZYGdTUuFm79gZwBhgF/gDeoLJyPZs33wGuEhu7mAsX4vF6A5SWDnLu3A2gFbgCNABXx0f6hE8kzEY5KLgI9AOfEhuby9atcXR2OoBEioo+YOVKBydPjnL0qANwYYtRK7dv9zN3bgTQYZJeA24Cg0Ag7KkqTGqGnBmCS2ppsZSWNiAYUlGRpeXLhwTtKiy8r6VLJZfLUn19UJmZvYKvTJ9jzAt7OXs4CbOze/TuuwOCrwX1On06KPjJELZbR44EBS2CLjU1BQ3RkkNJ/LxZEAHMJy9vGtXVAezVLIHUVIc5G8fevVFUVQWAy0Azvb1j2BuT62Uv/tAECYITZrb75Xb75PX6jT4UCT4SXDG37hS06NixoOxdIS2UCkyq0+ZwPJCM0+mkvBxaW0dxu38AjgPfYZNpjPT0ApqaFpCeDn19TmyNiMCuUmiEmwCArY4pKe0aHg4qPLzdSGqakeBxEZomeF9wSQ0NQVVUSLGx7YJshT7uJ66AYKHguFG1bYJZTwc1fjGCPEGj+vuDysjoFLzzSgBMcJfsfWDO+K2fATZK9givlr0LLAkFwCv/NzwFJJJHS8iNMFsp/117adH5z9qf+0C66qm911gAAAAASUVORK5CYII=) 16 15, auto;}
62.5%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70.833333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79.166666666667%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur139777 0.4s linear infinite forwards;
}
