@keyframes rwdcur42254 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElElEQVRYhe2W34sbVRTHP3cySeZO0s2aret2W7ut7I8Q1iqorQq2CkXqawu++eSTPiooQgsrVB8FoS8+FME/wD+gYt9UCsqWKm62XWK7rUsb17Cpydx0Mpnx4Z5s0232h+KDDz0wzMy995zzPeeeX4odUinQVHyzcc0HnAHHw4pvwp3IVTtQnAEyfUsR0Ja13noGcAVMLPvNim/i7eS72yj3+s70hLtAvu9Ynge94MhaBATbAdjUA6VAO4CPta4IDMtWJM+wvO/KOwRGgX3yvwQsbXcVW3nAFQCzItgBPO67PpD3bqAiZw8Cvwu/BzRLgb69FYitADjAtChw5CkCM0ATuAnsle9p7rt+GBsDuwXUELD6bwD4IjAjwl1gCjgq+xewbi/KfyjKD6Q0Jz0ULZOcBc7/IwB9Ub8bGOuzyAeeB8aF70WgKhbuB64C5fA3M10o+0j4zwLPAtd3BECi3sfenydWeaJkBDjgaPJZwBjKQF2A3ga8zi0znZ7IcXepRbcF3rSuCv+mtJ4+pUC7osjjfmpF2NTTwCRwJbxp6AJJbPz2gnkdG+0VM29OuOM5m1dpSFogvCulQHulQG8NQCzvFZNeYVnFBtkQkGkvmFdThQKtqqGzDOF1AK6ay+Zdb7bA+8pqVVlQVt8d4c0D+UEgHLEeHqx2GWGclO87wSVzPDtZAAWdZWgvQFKH5jfmtDeb44zb4DFhTo9psjMAvIGtE2Oy9dB1bKxyPbd5wMvAEWC0UzOH9Qs5DjkNrpBDH85BDHHXhQTiLqRSsCYCsihCXxMbZoED4kWHAUHfW4ixAddLuWHgaeCprjHlzITGJaGCxidGAfeAT4MGo4ktBj/3hCnwUbgomsQrfZ6Ne97ub2ouQMU3lAIdY6vbkBweUppyWmtcEdghIQISq4cvlHXTk4L+M18zQoKLQlmzM+LNWk/hxo7aH4RtUbwGuI7mxCguaRHWf0cpII2i6mpWgG8V3ABSKOlACfeIyWjKwAQ2DhCcgwFI62xiU49O3dAmXremTcKEMZIitoepNFxMa24AywreCgIaLcXqTwGNuiE064VqHxAN6gkPDBMV31DxTRu4kNL6ldWlFq0opmMC3gsCPojhkDE044Q9JoAY0mlFS+dY0Dm+UvZ+ohrEdcAWqH3YSjmwIQ2aZhCk36f36iONLw1hu8ixxObkXAznjOHNBJQDMQkRCWkgr2VM6FgQwC3gknh1fJCuLSeiUqCLwP7anJkf+bDIYqbOTLtoudwuTipal5DKxUwaw2JUwPzQII4g/5r+CNsHqtjYWto4Je1kJAPIVMrm3tSPRUgcVt5ZJXsQslOQGgN9tMDXboPLCs52C+zaFfFXo4XK6LexpbomXqhuBDDwCvpJ4iIs/aqfWDtnLxYD3bsQzEP+uH7uz08anAyLPJMAKsIQ07Vx30vBmE1mxG0B9AGp/TGHuvb4Kq0q0KGXl83Rj/VM7XSdU6EdDcyiIfgOgF+wwbeGDciHaNsr2Iykew5jrQyAtcpLpjt1scja+TrhNdjzuU7tZDL+b+kYSfEMCbZgPqJH9Ij+//Q3LlOz+6UX0S4AAAAASUVORK5CYII=) 1 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcUlEQVRYhe2WS4gcRRjHf93TM7PVM5nJjnlOHkY3LgNBBQMBBYMvRGLUXKLgQRQNiuDFU7wEryoeBb3Eg2fjRRS8COJBJD7ABNeIIRJc89hsdmZnunp6ero81FfZnsnuZiPiKR80M91f1f/7f88qj5uQVqR8IJDXDEhnQp3XI/oSUAP83PYE6M6EOs5jejdhvCTAvjypqOKZUKetSAXAhOg2CJEMiOUX2bMwE+rE4TpvbmTcF/AaEOZUXdGnQFW8DHO4bl+UsxfKurUTYCmk4dj3BrBJAF1Egtx/RyIY048o1yKO+fjeBrB+DHTDCmtXBF4rgXFx+Xb6EnAf0AQ2Az8AZ4G5sX1J/mVVArncp/LbZKkWAnnOYXPcxEZkCtgN/AFMA52c0VTeb0ygFakaNr8uh/uxRec8vAwo8fyMENsR/6pf8SuQnOGh6mPqjRxR1wEjdpYlIC3ljG8CdgHbRH2ngD0g75F4fbnzmX6z8mSd5Jc25T0gnq+XNR2g1IpUOhNq15YrRsB5v0WMx+Lh+sGsfnZiSjEcAgYKAZTw9mfAuoN1AAqTYAYA7JDobBGMeUbb8vrqbEXK5Xq3GL8d2ANsT/7ULxabihIepYJHENhJZoAC8HrQhkKKPwm+AuAiS8PLdcuIzZEISOhdv/tAXULupx19oLizQkUZCljDKVDCwwcG8gAUm4qso8EWZYBNRcb1M+K6CJTEeAmYBYZAJz6tD1Q3K8phxkZ8GvhM4jMBVPFo4FFCxqKR+W6H/EbBzZx6RQJykLiKz7C5utA5oZ8vT9d5OtKAJ674aAxFPKpAgM+Eg8oCul9r+r8DdhbE4oybliNz4BqBXHvEErq9+if9UeVgnXeCNhVgfxSxiGGRIT4eBo+/MCxgyIAvw5BybUBpCpJzgK38WWzRJUAn3wHLpcAxrHW/0scm7q5ztNimA5z0bF66w4wehh6GDI8yHp7ucoUhAGWgsTNE7QXgKWwhJ8DcuPHlCMSy+FIWAQamDGwzcL+x1fhgovGADEOXIffoHg8bmNCaLoYY0IDpXsNsAcH4AFqWgCxaAH6uHVLPLBxvc6TfYBrb0APgOxVSw2MXRaoUaBl7Dj9hwMcjxaBno3E7gXTY6gQciZlQzwE/Tr6qpi4dm+eRpMF2A9uBgTGEFIjIGJKRALcBJ4qKDEOmfbIrkJwHbP7PMnqBWZ1ATmIg3vqeurfzyTwv9BtsMJD1fM5FQ/4mpQ98nFV411R4dKB5PNK2DUPwywBcFaxoTSkYE5fFuckj6o7u5/O8NqxDFqBP9lj8VtM9HZFe7IGxB8MhA2R2DGf25ue6YPxIvjEBuTzOI6GrH1YvL37RBiBowOAixKeg2FRvdT7t8Xa/Qc8DTID+BvqnAPgeOLuS97DGS6ncC3wguHpca38d9H+D4VXY+r4qA9n5l/Sg+aE9jC4dbUMCWz9Q27Dtl6wCf3PSipQvhMa/h5XDmLvmGqbyHKZyGNOKVPU/M7xWcuzDsA/DLsz/avyW3JJb8m/lH4dqogTHpPdvAAAAAElFTkSuQmCC) 1 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPUlEQVRYhe3WT4hd1R0H8M+9d+bNu3emMzGJ01SNRqn6FiIxgkJLDW0lYCwYEAKC4E66q+DCjf9w586dCze6ciHoQlz4B9xIEUpLiqU8GsFqp1ZiOskkb+558/7c08W9b5w8XzRoKi7yg8O995x7ft/v+f5+5/xO4jJZp8zbaDUtbbpHGGDULUJ/1rzkMoGn2DUFPrERSvS6Rfja3LnLQaDxsxN8osQI/R1j1f+LQNq0OVzT9I12PE/j7KyJl5PAKn6Bnzbfn+JvzfiubhHWvjeBJtZ70VZL21PLeh0O4jCOq2P+OpbxIXqdMp/rFmE07fOSCXTKfBmH1BIvNwTW0W1I/SrLHW9JRbHYGseH48DBhuR7DdZ3I9BssYO4Hb9tur9oCNzUOL6uikiieYlBFkX24T78Hf+c5Xt6y0wDT14P4i48iA4O4J4G/A7cKXNkuBb0RUFlvBmoEy9t/vvaDmCGAg1oezLWKfMOHkInzd0zhwWJLdFWL3SSLO9iLWmR7VlUlSRFxRALPlaH4DMUnTLvd4twAZFZChRTxA5hNc0dmUdbIop12i8VslxnvBnurcpUu6gsFVEL7V05LOEjnGiw2tNgFxDolPn0SbYPN+BoWyLBvMSiVIFUYgHZUm6+qKQSY9EQvU8DvI13fCV/uiOsMxWYDskBVOPNsFxLk8pEGdpSYxEstCcpHoUydf69IHwAPm787Fz5BZjTBKa/D/TeDU+mxaKxunCsi86LBqJUoi4CqZ9I6z8qxG1Po+attcPnN+bAZLCFW869GV5a/M2iYzbdW5bOqqyG4FBZOiM6rTJq8PqiKBLnSJm7ettPqq6IUE0XpGkCk5J5zalnw58Xj6x4Ot30UcL7Sa3AjepTKJOYb1pLoi11W6idV1uMNrYX1Gr8VuoT8uIEmi1SoZXltov1/ZFyPlfhwzwXcUsopSgkMolKdCzWcqQFaXubwBfod4tQzirHs7Zhid6eJ/IHtv604bnRiv24axjcHYLxoF5O1rQ+/qtyRmUe5kbm95scuiP1ZWQwA2c2gYblWZwufpn/+vxbGx4frjgaWY0cGAd70c0LQ2yESi9UnimDLydOV8jqHPg5rr8Y+MUU0C3CKY10y8fyw+de3vDUYMVhfDJa8ep4Rb9M9MtEHKfisOWmWCsC1RliveYWljplvnQxAt9UjD5ThyO96tH82v88tvHvPzy/AnqvbUiWSZcY/ovl47stZ9wWkdC6Obf1jwBrOKXO294lK9CoMFJXuxH87IX82rMvbhAz1Va9tq2/ctUj+Q2f/37d7wa76xwYMzgZLNyKetPsMyP7v5VAQ2KwIxyf73ksT049va4qiecp/wjW9r+SZyePrnuov1s1XHDuDcJfwBnMdYsw8zrGJd4HpipYMjW23X9y73q8+cu9yhMUdQ6caMj/oBYRF+8TO2W+Ol18rtgVu2I/OvsfTqOMG1zzklIAAAAASUVORK5CYII=) 1 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 0, auto;}
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}
div.testarea{
animation:rwdcur42254 2.6666666666667s linear infinite forwards;
}
