@keyframes rwdcur161469 {
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5%,9.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJ30lEQVR4nO2ba2wc1RXHf/fOeLyx146zcYKdmOBYS+JGEaUoUMuNAorSFqUItbQlqErpC9EHbSlUiEeh9EEFpaqK0rQUWqJQKAJUFGjS8BBykwBWIGlITZJaIU1DFIxtgu1dr9ez3pm5/TA2nvU+POPHrj/0L83Ozsyde8/539e559yB/2PWsRj4I9APxDzHUeCzgCydaLOPCuDvgBo9UiCHAHv0OgZsLJ14s48rgDSQpvJre5n37xc1eg+EeewZSf17uCT8A9BLKuUs4seAIrzmTZr7j1KtbB1l15MYWi4feh5IAYO4LaUkKE7/a9jcTdn8pvFSZWihXFunsaC3aDLkQXEKDy3Rx8pSgADKmFcjKR8pSvkFUCT2hXSPuYfiCqVGz6KopRZE8QhQ3ou5w0BJmqVgAh8lRFEImJOdfxSlkW2uVD8lIkB5fkuN4hCQpevcGQTngg2uA9cCNbgVYgEngD1AXzEKLw4E+SreAB6ccM/BJWATcHY2xSoOARMVd1RG55PIRLNsPNKgVQ38N32m4W0+aAbWA7cC7wH1nrffAx4HemdCtOK2AHLZADJ5dejatk0VH288zzCjQnV13hfb2f6U2bkO+P6ojN6xygG+jNs6jk9XrBKOAS4jSzj/2CeMTzVVSmtVmUizWKtuuW1+66vPm8d74ziLATbK6mPr5Tz2WDFnF+Zq4ELgN8AzQIRxggaAfUCnXylKPgjWa9Gz5aKiFeJjt+RyvbopQnk8znDk1rJlL91RXt9UZQ81XS+NU/eP9O6+h9QG4HJye5NOA98AXvZTflGmQWfsT45B0KDcEQjDO0oKhCGBBspO3xhqjFTLshUC9CohojfI8trzXCUlMNIa4vANS+QLVy6W7WFJHFiGO6hG/Mg2l61UlhDqWyRDK7z3aoWINrgzg3NdJfuejRrWlmbjsidaKxc/0FLRVg4JXBLW+Cmj5AQUsgc1pCPBQKkPE0swdHBq4OztC/TQojJxoRTCqNRF06ZoqPnienkMt2s3+Cm/JP6AzJ4QxCoc7yYLIX6upBmPDhWGaLjoHD2Q3VCi1aDKUDubghykiMx7EhwNQt70AnRdBjOzizcIjrfi7FLFWOAgR4fwrc+YtzEYSuYQyRZ2Kgsk4TlPbXVZXJdYYBknq1U17VX1VAwh6XnPwV29BUPBys7xcBZdB0EIaAJuwrW+xlqOA7QBjwKvBixbSsriZcLISWA5eqJCakmyW6msANNw5/tR5F9qTga/BNQAfwFacjxrAr4APAn8AjgzMYHEYw2O3RN65NOhrUei0o5MlEMXsnrHwssPGdaQLnAyngnQfy91JzXP6Raw2qf8eeGXgCuAS5CYXFV1kK+s7EKrkzzXE2Hn8QvoitUC3wLW4S5hXwIKRH0EAq1igbZ8Y1jEHDdyPg6JCK00ajaCBDs2zp1yCWhEbEADsnkNDL8E1AGSz8g32La0jvA5LdDoaJ9cm7BvMjq4a6dkx741WPYqYAewBbi3cJYKMhQY7+ijjbmQck72oDq1LuB3FpDACJuNBGHRiBASIXR0rYaVDWt59OeNbP9dG0uXnsIl9Qe4S9XlMFFQzw3PSWToEGTUm55/Mcg06HCurEagZxYqpJwXauCaL65j165OLr304OiDdcCXcuZUUD+VeZ6afeMbQQiQvOskUOPTXkaj1WRYfvSC9fKJJy2u/14b7vRoeJOMKZJX/2lV/Ox2AQCDB8xa+lVeb4sjpO6cU3cJd94X5e6HXsCoTOSWLVvYwrrnUW4GWoZfAo4BFq9xAY8MnCKt+vKZn1IAoYplXPn1tdy4/WUq67u9wmbIHLTGRdCXJodfAtpwDR2De7tbeT32hrcreNVyxuTT9GrWfG49n9++H63CnJihCFR7fu3o4OT4JSAJ3Aj00k8tNxxupCt5OHOeyrWS08Is27DBWXrpCkDm7gp5hM4YZ8cu1IQEYtrdIMgY0IFr6Tl0DDZz816TpHV6UgmErMCo/HB/UE5181WcmHDOiel1iaCrwT8AWwH469stPHygA8seCGKO5dcljz0/y5sJghIwAvwIaMPB4Ge7W2l/ux2l/G128qmIm0xk3SHr/hQyn4Cp+AMSwO1AnP5ULTdvW0bvQEehus1ViPD8m7Qbf6jbzFtEU3WIHMIlweKfJ1fx26f6sJ3xOX+yYWHS7HOlEJMkKa5HyAG2AbsAnS2PX8Kht94A5eTKcKJPUE305ORaA0zUR+W98NwVgVeH03GJmcAPgdMMJiPccleEWHw8WOmnQoSPZUGW8eNtYiojsUJZphWsJUzXJ3iSsalx7yureeSRE1hWPCOFyv4vRKZjfNJRQBV47snfdkj2Jh0jf+JszIRTdBuwGzC4//6L6DiyH6Wym2KBisl8NNkIMWoV5th2M2IxcKLfiuD2unjWqzkwEwRYwE+BBD09Dc6dd9QwOOgzbq8CzACT4wPT6X0nRh0uASf9vDNTbvFDuB4ghxefv4g//+k0tp2Y7KXADpACA6FSWId604l+i1ogoUG3nyxnigAH1w22HzD41d0t7N29B9tO5iskZxTIN7IdC2mHvgc7hyO4Poh2G7r85DSTgZEE8E2gi2Sihvu+s4Zj+9tQjhl0bvJl7nhnTIXzSo91eF+3vRqwKnV2+i1rpiNDR4BvAwO8f2YJD1+3ijNv7sHJYypneL2UZ8orYA9kQXA25XTc9tZwQwrCwPEhiyf8CjwbobG/AbcASXo6ozy7eQUfHGkHZ5wEX63fk6hAkxi21ZmfnEj1HRxkFa5tcjcZQZPCmK3Y4HbgLsAk1hml/YooA20vQ6oXj88kCwE9REmHU1u60x0P99ituLo8rblTsm9oQRIHgAMcwP0gagNObAHxXbXY5mtSfSQeFuWLFkhTi8hhamSK+dJkvkxRpZmERYqQSKErE+wRcFKg0kAK7BSoFJB2+jR19J5h+8QvY+qyNFQCh4HNAoZUgIDJbBEArhAHgXeAFjAXofZFFa/06apq/0JtoYhIJ1IjU2K+NKmRKcJ5CRhxFbdTpJTZe9AZ2ffdtF32WJp1trtJ4iRwNXAqiPIwuwSAK8xhYC+wAlgG7y4x2RGNOQf6NGW+vlib31cjLRZo6eoqzZRhkRIhkRK6MgX2iMBJCaVS6SEneeqYnXj9Hjs+eDvWxUchitvs9wBfBd6aioDF3LZdA1yDG2FuYjQsJ9GTH9MuPt5Sfr6zwjC6V+tlToOWrgirIT2RGkj+J91jHbX66p4b6Q6/itnsya8bdzvcVoqwqXomEcbdHf4a7qezynPYwDAwNHoM4355OvY8DbwP/Bq3RU0bpdy4b+A246twY4hrRq9zBWy7cCPO/wKexq3xaUeGYe58uaDjfj4bIvfUPIK7ugu+G2US/A8fQ0Q1sbuSTAAAAABJRU5ErkJggg==) 27 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJlUlEQVR4nO2be2xcxRXGfzN7fb3e9SuLHYKzcY1rhRClkAYnpBEKUQhSm1JUUBUQSp+g0pa2FBCiQBFQ0dIitaCUlpY2URCFIgpKgTSlCLkhBBMgDcZJnDSkwVghJGtn/Vrba+/uTP+462TfvtfeR1TxSdfevXdmzjnfzJwzc+YufIKCYzbwR6AfGEy49gNfBmTpVCs8PMDfAR2/xiWMALH490FgbenUKzyuACJA5JsXV7x24Od1/wxsrH/nL7d7n/fX8TEWCf8CjFIpWGjBSwCj9RzZ8eurZtXVnq0XUKlZd6l7ofSy45r7RlYDrYAJRAusS0YUZf6tX+w9XuOWzQAIkBL3Za1lc2bXEiiWDtlQFOEN1S4jVZbHLWrd5UwUQ34uFIUAAVKgk2QJXQzJU6MEw08UX2QO/F/HYDv4hIBSK1BqfEJAySSfIb6wyASInF9LgRKswdMWAAbwNaAWq0OiwGFgOxAstDYl24QkwAQeS7mnsAi4BugrpPAzgQDMMkJLl7Jvrp+BvXvxHzjAAmA1cAfwMXBOQvGPgT8DgXzILjkBhovRB++XbdffSJOnSrUcD3Dwtjto/+tTrAR+GNcx0Vcp4KtYo+PQjOXPtAHH0Mk+4KLP0HX9etlcU6MX4oKGuSy/9Sfs3PYSgZEhZgPUr6WrbDUEtqOiW1kELAYeBp4HfJwmaADYARy0q07JR8DiRbKv0itWTDpHAdLfRHONj6GRIXzL7uAV/100f1BF8+i36R54iG08wBrg82TOJvUA1wOv2pFf8oVQhRslpTAT70mJKSTU+OlZcTM+s5r5CAyqaOEm6vgUPVi6T7CioYObVr3MlRe3U1kxBDRiOVWfHfln9G6wtoFgTT3zk27WyRb89AGKG+bv4G/romy4bhVP3z2bR+5uo9wMYZHQakdGyUeABZ3hExgulJQkjQ4kJgaKWvq480I39Z7FSGHirWjmmisXsPSiLqyp7bcjubgETDMJknHMnGUMMa9iAQgpJxv2ePws+ayjdUPxR0CqNTZmhEamcydRuLRbJpRCYGA48+vFI0Cc+mNh8qQgBZribhFK6wNyWCqyfHbUiA0UiYAs5ui0D1mRZcDkkGMP01kIyYR6iiIcaGQ3PJUW517WCQHNwC1Yq6/JkaOANuAJYGfO2jrlv0CaZQxVVGQm0CwnZHoYJX2USjyEMWXIge5ZYZeAWuApYHmGZ83AV4BngJ8BR9OLpPdMWRm+F39bsa/Gr3yIWJIehkH1w1vknqOmMk6KFB0FBr/zKcbnHUeIRYmPJFaPOIFdAq4AlkkIX+06e/fXjfpjLsLyhcgJ30tq+IJjUAd8B1iJtYV9BXKf+rik8Jzf7FrLLBQilvRMSNxN57E2CgRP2RQ3T2DQVLbGOnh2bG8a7BIwB5BfdDW8valq8ZxKFV6OGlaXCxm6JVLeeU8sKLegWqOwENgCbAAeTGsl3UdlNUDnNk6dKjVD2I0CEphYX/HpUKUoaxIIKcAwELXnCdclT0h302Yp2+ZCNxapP8Laqp6bu1lhy4bMvj0/qwUnYVDNc3mrBcJIWa7ICoT/Whcrt1bLg5eWsTt+fyVw3UyUcx72nJPihAD5kRoJaXTcayer5xJUXmiK1c/MNaI/OEu2YYVHM62VyXpJutpTfOpSzqeEEwLMR0a66vrV+MEcg9KYY4plvzi3vOUP55sveyF3qBLYWuFYj2fs7zLCLgFdQPQNdfKCjeEPuiMoK119iofTwR3A4xKN32oqv2Tz59yvnlPO8VNlHHRQclGVgfL87BrsEtCGtdAxHxx/f8VbkYG3T0+FVFhKGYLqq5oqVm++vGqXp4wwWmRWWIsMtSFXj2dWerJ9Z9PALgGjwM1AoB9Vd9PYgaZjarxjqkouSeWapvI1l84z52eUlYeXJBQ64/iwCyc+oBNrpac6CS+4NdwdHtWxnqyl4zpJITxeUzbn1rGQgS43nO4Gfw88CvCcGl7+eCTYGYWBM+KQj+m5SacETAB3A20KzJ/Ggiva1Vi7VjrDstfJ+J7uXLCIn8mefjp1Q8CdwFA/1N2qhhoDqE5Ln0wxfvJGtniX2/jMrlOnlLCXLciE6ZK3B4uE6L9h4W+YCMZEYsxP3fuSfZak3Ncpty3TktVUCaWTnzgPjdMlQAGbgK2AsQG1bI9Sb4PIMQ1F0j/LUvu9Zqukdu4GZjJ9wsBtQM8w+G6P4BvUOv2wcqoOyfI8d04wW4pNRwmHpxCYjJnmBI8QD42vwaKNY/pwFD2UXmyqFKe9kZBeKmXux2KjBHoz7D+yIx9J0U3ANsB8aEQt2Teud+nUoZho8zR8le0qE+MDHD7iw5qiGToiHfkgIArcD4ROgP+uQLR2WHHIdq4y6xSZhmonTwb4sGcOFgFH7FTJV1p8D1YGSP1jjCV/OhHtiemEqDDVi8H5WEdpFWXP3hD9/XVAyMXkJiw38kWAwkqD7QLMe3siy7f1RrfHNKMzCNEpmELVSDTIY8/4sHIQ7TE4lodWHSEE3AgcC0Ht994Lt+7qi7Yp9Gm3nHGBlBmO3KLWitc7OtixexEQxet9ya7S+T4Z2gd8Fxg4GqHhhvbQwnd7I9s1TGS1KIelqYuiZCTc7Rvs5Meb/IxHKoFDjIw8bVfhQhyNvQjcDoweDNGy/uXB+ft6I+1KF+LHEQLGIkfVfS8G2X1kIdba5F6mykQloFBng5uBe4DwwQFarniyr6Xt/bFXx6MEQFsh0nFOMMOufzTSrTa82cnjO1dg2fKsywrJtuFyUtgBFPAOMAysGZxg1tbOsbpwNPbG+Y3GUGWlrhduXFQoKI9fpgZpLSDCwBCCfjS9QC+CPjSDQBgBeBVB734e6D7ML99dRQQv0AGsFzAyxZlCEgpFAFhK7AY+BJaHY9TvOBRpeb0rHKyuYpe/QQp3lfbhViIzAZp+iBOgOYn1Dlx4XATYLXfw/UAZT55YSQw3VsxfB3Q7MR4KSwBYynQArwHzgcaP+nXDczsjLW/unQhOxPRbDXNFsMyrMSp0NVJLDSIMYghEP4heEL2aSGCE7mAXb008oIe5c3wp+yMtWMN+O/ANYO90FCxmKqcWuBbrhLmZ+LFcucnol77AoVWXofyNHJ/biJKz8PSZGP8JMfrOf4nu3c+cQy9QObqTBQntHcd6He5RivBSdT5RifV2+BtYP53VCVcMGMP6ee1I/HMk4XkEa1b8ClJen5smSpnMM4EW4GqsM8TW+PdMB7bHsE6c3wOexerxvJyUnBnZTMtoD+Amc2iewNrd5f1tlP8Bkz8hYeQyLPYAAAAASUVORK5CYII=) 27 1, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
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}
div.testarea{
animation:rwdcur161469 2s linear infinite forwards;
}
