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0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHZElEQVRYhe2Wa2xU1xHHf+fu3YfXztpe1vbFNuBgF+2alDrGogTxAUhC04QgwkOi0KSVkqYSVUSS0hBKQ9UPKUQoSChtVQfRJBBSJEpo2kCoy5tCLHCJecRrLDCuvTiLX9gbs7Z3797TD/csD9c4rejHjHS0e+65d/4z/5k5M4IRxAhLH6ADMeAV4CHgRDQkNoz0/r2IPtLDaEjElCFISa0QtAO1/29wAG20w2hIIAQlwJKB2kPRvNqeZ/I+7Z5+l9e9QADw3JMBRlgOZyUiTfNSsq15FoPxbzly/OPvoisOTKRkYlXep91zjbCca4TlnK8yQAwDL8b2IBYNiQ71WAfmAFX5/+z/QPNmdkVDov8u+vTsd49sd1dMrxQud6EQ/A5YEw0J6zbnsoB4NCQSdzBghKWLW/RlGWGZPhoPzAaiHVOzWkYBBzD71iz9W6LpQkQmhw4BewH/befj1So2wlK7wwBl0SCQA3iioZvkFAMzgJ7bFLkAn1LuU3tbvoj23tj3gTfZdP64lHgBwwhLjxGWhcCPpGQOUJjGHh7vBFAG9Bph2RUNiR7A0L+3osQ5MRhM1J/0p/buLAYmquXFjn2zWhHAb13vNFLXu7NlMgFOV1wIdKBKSgwhMLFDYN40wAhLD2ACyxTdW9Ved/7gpXx9XGlA8+V+Vxs7ITsFlcrrfsWYBzuuMeAw8GDqo+3+/oH4Vb2gqN416YHxUhIUghIhuAKcAurTHuuKGq8CbAF2A8eAKQUXUg/ED+xxJa+2uFJd12aY52sDwHZgH3BJee8BJgGPA8uBIIBVs7vL8YvfWECVEHikRBOCI0BXGtwIS0PnVuLpSrEfKAGWC6E9766c+fsvN/20hVSqhKuRDqAOaFXgKBZalWePKgNagYgjz+gFYlLiEYJcIF+x1wRYgFcYYenHTjxNShYIwc+AndIuAs3q677Y+VAgBDyvPqoH9ijAKGAA04CngArs5HobWA9EjLD0SMkvnXFeTXr5WAiqpaRZCJoArxYNiZ5oSDQDphDkAV6ZsnQ5NFghk4kFsV1bfSpEFna2TwNeApYAU4BFaj9NnVsqJ+YBi2M7q2dKKWdYGmgW84BHhWAHMDcaEjGhYpEDTLEspg+dOX5SOJw/cYUqFjh0j6dz48uW+eHbGv030qHrAP4MvIed+ROBp4GFiuK0WEAHOdnnCk5enyOE0KWkRtjVHQTeB17TAaRkOvCOI4XhKitvT7a1BAbPnHAN1Z+EoQFNlIaQZ+vSSuuAzUCDAooCvdgXzGPculs0wKC3z7hWrvX6ttScyZg+p1A6HCuFoBI4FA0JSwcQgmIp6UlZQ15H5pjCZCLcnGj87IIV6ynDMgfl2boGoEp52wI0cqc0KjZM9VunPbYkqGWP8Vo9185Zf9+Tb0aap1nd5a1afuFaED+OhsQlUPdAbNfWPziLSwZdZZO3yICB8GRuTpw6eMg6X/sCPb0msBGYqeKeyHxjh37f/GUm6ia8UfNh9MuViwAOAH/Ul79wypEbeE1alu6d/eR7sUvnYgMHdj1ldn6x2D25aot39hPBgga5TAj26wCOMfmu2Fs//4Zr9qKdvgVP73ZPfvAf1tH9uop3uaL5T0Cj44mlFe7gN5+TZjIidKcmzaQpsnzlwGlgB1Av+3uRWb6AwxgXceQXdXDl8hl55XJT4sRBzbn+3dnAoBCcBTp0AHdwSs5AcOr4oU2rf9W5aXWLotUFfAY8AlQYYdlsDQw0DBz/pCpx8fySZKSlXS8oMgHD6unU/H9tqHdOKD0inC7revX6WTLeb+i5gcP62HHp5tUFbL6x5oerhdOztn/V0v6bIeh6uKRLgaXBwe4LDRQVRzKeXbtSmmaHlpGR4548NRY/UWMkTh+p0EsnD2rerCy9aEKPlpHRKJyufLPtSg5CW66PK42J+7LPOXL8PnXbdkVDohW42L9qaSINks5Yi5FHrlZ95rxPrL7uoNl2uUyaZitCXBuqO9pq7tqSk+psNxz+QJYZudIeP3nwo/jRfS1DF88968jOrdTzjCPuUEW70u3lVonWqmT9DwOGZzZAXL8/WCNcnv3JtuZJA7WHy63+vtKMWU8aAObnpy2EA90ozomve65QJobe0seOW6gXFNXqhSV7HbmBRuwmlcZA4aT/39GOY4wggxtejLhWrPutIzDWkIPxGTIxFEhcDmvadxa3W7U1Lcl/NZVZ17sKgdU4dNPhz2/UA8ZeLb9wGnaVHENNWaPh/DeS5X75jWWZG7adzdywLTnm4/Dn7hd/PR+7dQ8ABx3zv79wzL6Lk4yw9BthucIIy2e+SumIY/lwMcJyszRNV7K50dCyfGXJ1ssXUn3dG1PX2vZjDyE+oCr1l/eLb4SmHsu5f9IjwDbsRL4n0YAs14p1j2sPz6/OfP2ds55X3nwTe2pKG6+r/avula+fFpXfrs7ddXoVdkMadeyHYVPxCOD5SrkP+76PYtfzSHFMz4iF2O09hj20dHBb0v0vBqSNSA+cJreVzyiic4udxGjgX8vXAvBvkOnwqjuEWQoAAAAASUVORK5CYII=) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGgUlEQVRYhe2Xf3AVVxXHP3ffZrO8pI8QEthgiWkbUh6CBQwxBqqkmoJUAWvH1pECFa1oOzrWaTtOtTNVKx1n1IkVHWRoHVM6xqFAcCiVMjAGYoFJGaAlLwECManpmsb84uXl/di36x/3bhPSvKT83+/Mznt7595zvufc7zn3riADrIgXBGYBLtBth4Wjxm4GbDsshiZYA5AHaMCAHRZuJvs+xFQTxjmoAPKBqB0WJ25kbSZoUzh8zIp4z1oRTwPM1NU2zR2JmcAHogeCQAFg3ggBfRLnAJ/TR1ibcIcvAZf/t2Z+0op4r9phkZxgSQxYCBjAeSviFQCGHRatkxHImAE7LLDDYl1SxD8d3fdiHPgscCaDcx9ngBVApRsbzuVDZGNKDej3bSkjy3gEobU5L2//w1Tzgc1AGNgJXPYHrYhnKkJROywcf3xSDQCYVXeX5375wbVGeKmrqgBkmkNIQYbUu48BoAJZLb5zHZiD1Ih1XYBWxAvaYRHL4F9PdbbnJs40aXpJWV70YH0+UArcqp4gcu+vqOcdRapYOTKApArUD1a3Ip5fSUkdmGNFvD7FXAN0Oyzi/uRkY4MjZhblp+1/L3OPNABUq6ijQByZ1lxkZRwDlqhIg4CmxOwAfUCJmj8fcKyId9SvgsXAPep/gxXxeoF4eqAv+t5nZg54ctFaoAzYDbyK3N+YMlgGrAG+oYwDDOXtPqEpp5oiNEtlsFsRRldRlJHiMU8mqlII/gUYgbz8vKwtT7yY2vWrDmWoF2gGOpVz1PpO4DRQowh0Au+YS5cbysdK4OvACeANRb7bDgtXA2xggABo6ff3/i3gSyLFxrwtjy8ADqvxKuBZYCtwF7BA/W4FtiFLEOA1pB6i6v0TSD2YSK0UILUiy9CKeFVI5T4OPGiHxcmZr116VAvm3JnqutIz8PRDOu2XHmBU7T3AXuCfwJ3AfSq9IEX3VxVpL7fN6yjY8fqQ/rGPP+R55AqBrua0A7/TATyPPiHodWPDi3o+lRsCHu6vfWqVsbBicbrnP3m0Xxpbrj3AfqBORdOp9vheRcIANgIbgB7S6fOJtreuBKy5d3tCe1kILKQoL9phyQYh+KHnEfLcdDi3du/S5IXmFck//TI3fuhvjIOL1EAt0KLG5BbK0lvNaLlpgEW2abnRwVi8ufF09pKqpV6WUScEZ/0W7VfBmzip0PDhfXfEnnukIvvbT7cqB59U6boIlCNrvwMY399bVTYc9duMVLtJW8v5ZOvZMn3WnEpzxDATWRQD66yIZ4xt69r0uuPfnLHnzf7A+k21SLEtAHYA25EVsEGrWX8w61tP7iw81lUwjoABPA8cVKkvUe87kAdU1bSf/H5XYWP3cOHpwYbZLV6tFfFWAwSUgUDixN/vSfX+tz194KWfAW2ABywCbgH+Yj7xm1azYuUgmi7ckViOXvn5jtSxA86MvWdDekV1pVc0F/fcyXrgKFL9G4Eu4AjQpi9b2Zy8fMEa2lzdEtz8ozrNyD4X3f5MamwEf1TMx47dq1WvORXaeXiDFfHyZ7+dLp15qK02tPPwKa1m/Tbg4exHn/mt8d2fvpLzXN3mwuO2f/pVAk3A17j+nCg2f1xbb3znqfdPSV8DLhBR++sjCbRkV66KesNDX00P9vcFps847TnpITc6WCCCN23l1tIBz3XzSTudaJoTKJjtINv0/Uhxvq3s+OiMb/tBk/IHjCrWBU7yQXSiaQ3pa4Ol0YP1y+2wiGvBnMS0JVUht/fdPKPmgZJAfmFIL54Xi586etEOC1Olvhx4ZVxAPk4ixQqMasADrgGJcZNTzvFD7amOC8JpqFsFFCdTiW7PcW53Y8PWtKoa1+3vFVlzbxs2K6oLxO13rE7HBu6iu2u/IjA4AYFryPZ9HQEmcO4jxkC/f/B8wcX9Ys66TaXGvEUxzGDvyOt7oiJ3ekFWYVGZXlRcZCxe3pjY/+fngfcy2MvkJzOsiHdz4Ru9K4A101840hb8xQspreYruym5ZSWwi1mFI/qG7zfN2HNmW2Hju+U3YjvjpXQcKrWcm5YBXddeqjXcqy0HuNr+a6TIhsxNTxYnju0rjZ+b7478/HuXp7B1Haa6E8pzfOGScmEG7/eam+YD/wD2IAXmqCBKkAfSKmRXrEd2wxhjFH+jBDRGLxAhZL+3kXeCib4L/DviHOTX0RDy3O+ZjMSHyYDfSBzGlM8k0Bnd2uRkzj/CRwD4P+wYZB0O+3msAAAAAElFTkSuQmCC) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207716 2s linear infinite forwards;
}
