@keyframes rwdcur459 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 11 13, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhe2XzW8bRRjGn5md/fA3GJemTdtEgUah4hDEBSGk5sSxB1RuhQNw4ca5B9T/AG5cOCBV3PgjUik3KhQVhTSlSW1Qahp7G3vttXfnk4N3K8uNHTtN6YVHGs14dr3Pb97Zj/clGFGesZXh37bDqOMwCgBff3P9wQ/f/7JMQDTnApxLbQCanhtKeT8Z6tHrjhM5CuD6jRvblFJY1qDV6/WN3T93No3o3jYs89n5+Uur+XzhozgWkFKCc45fNzbe7yl1PzGXSX8syJEAAJDLe8z1bCeT9bLFYiZbOXfh0/n5ha+q1d0fw1bj58OnHRl0Ih10+lQKSQHQaADAAURJL48DsEYnuNbNm99+/vTMXLl9YeFsf+nyeWlRs1ApO/tuJv9J1gm/IwTeG3PleixUGAvZiYXsxkK2MdgOA0AMRWGi2FGTV64soljMwRhFPc9m5fJ7j2uP/n73oAnMnZkrXn5nobq1VauUStkgDKNACBnFsZCJKZ/GeCyAMesAgDt3NlEoZLVtU+15DnUsQ7u9f3Bp8XXPwMoeHLQQhhGMMZGUKmDM4s1mkO77VKsfGwEAuHp1VQdBqAmBZozp6qO/KKBQKuZh2Y4ulXKyUMhxpUjkOG4PgFxf30xNp44AnXSwWMzpQiHHMxk3UlJFShkopSNjEBkDzhiVjsP48vJFuba2mq5+avMjAQhZS4dpKCMAXd8PWv2+RrPRbvl+0G02A354GErOlQaAW7d+msk41bgtSC/GE8jW3sN6Kwhi7D6st9xcNqjVDmij0ebGEN3t9k/iPR6AkDUYs56GMwKg/9iqBZZ3Dlu/17pOPhNVq09Yrxdr22a4e3fnRKsfCzCkZ/v6YGefLy5XsLdbj4hnR81m2wtDrnM598TmEwGSe0Gnj+XjfV9efEvD9ztaMap7vUjHsdT9fvwi/sdG4BlIOetppQyEkLrd4S+06mFNfAyHxfngtS6EOi3v2QBelv4HmAnAdd1XC0DIc/nLfwtg2/arBXgZmglACPFqAbQ+tRfgbABppsw5hwHgUvr2LP+fpOey4jxjKw6llbTZlL4JgMwvLX3huu6HQmurGwTbFiFnGSElh9Kia1mvOZRWhNY+Bqm+mRbgyLrg42vXtoUQUEqBcw7f9zee1Ou/HTYat4vl8peFUmk1k8l8AACWZYEQgp179063MDEANcY4BvDM4KvJIqX2XEpXDOBgMCdJUoAQQvRJCpNJbxYGwAOQT/pjP90YyiGT/liAaTIiPnRuGt40xDSZZ8l45sJkUgTokEE61iONjrTRwmT2e2AMyKj0DMcn6l9pmeSekGPxEgAAAABJRU5ErkJggg==) 11 13, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhcWXz28bRRTHv/N2dnY3dmM3pFYSiCBuUoIURZXKgQOHHvghVaInLkiVEOKAxN/DnQPiwD9QCXHxITeqqqowTRBENWri1j9S23E2u7O7Mxwym27dOLGdtDxp9Ma7O/s+7+0bv3kMA5LnfDX7WwOUzg/ieDPH+SoD1LD7ZqowovCTLn55584jIgIRgTGGnZ2djc1q9f7TJ09+fGtu7uv3yuUPC4XCx1EUIUkSSCnx+8bGDQCuMR4bfSYIG7yQRkADpLUWGnA1wD9YX/9qZWXl+2q1+sP25ubP5uVkIsABUJAkmwAkgMDoeGyAjHDjUd4hWgNAn9669etvd+9+DgChUtsnrImN8b7RZwLQGfcVABkq9QdjTIZhCGN8F0DeAAIvvE49P18OZI0bHRDQS5IEjLHUM260b0b2u6fzcwMcJxJjLIiiCOyFl2R0FiC7diQ5DeCll2W2XjxkjGw0K2flwEti23aatamxiYxODMDYaZvmDQB4nvf/AQhxlC62bb1ZAK0r0LpCwrHJshhsm9Ply3lyHPtCAIbuAq0rWUgqlYpkWYTSXJEry6JWq0tTUw5ZFqHV6l08QGrYDHHt/bddx7OxVJ4T3HVcIsZ9P6R+P5jY+FCAAe9dAO769fJ0vQnMX1nMO7mpXhTF1Gx2aXa2SGtrS1SpPJhoSw6LwLHnBqBYXp4v+vI53n1nuig8r7+314ttm4skAS0szKJSeTCJ/VcBBrw/roizVwrFXO4ApVJxWnhevlQq+mEYUZIcJbLWFTB2c2yAUbYhByCEsIXruhCOLYTgQghOnFt0ekW/GIAYgJQykkmiIcNIShlLKWMVx4k6PAwvFiATxrSsBgD6rWa3I6VGo9HpNRqdfqPRke32vvL9UA2sG0uGJWGa0WnZ7Wz/Xe/0/Evo7T3tOLmpXq3WoGazK7Vmqt8/nMj4UADGbkLrSnoWCACoP6u13lRhCfVarS/yXvD48TPu+6GybY5797YmropnnQeODyV/be3Ia2sL2P6nHjDXDlqtrntwIFUu55yrJA8FMN9UaV3B/MwXq9CIF68GaLX3VZyocpDEu2EY47xJ+ArAYGOStz8hAFhcvvpNt7uP6dnSd7u1f3/RwLJDFBBjPWLMB6AmaUxO7As+u337UbbpaLfbG8/q9fvPm82fpmdmvr1UKFz3PO8jALAsC4wxbD18eMM/6gteT2MCgAdJsu0Qreqjv2gOIGamAWGMqdfWmBg9ygF27MZklF0gM8+m4U1DnNYLbuYxxmxMTotAWhF5Zq4GBg2MwcZk/BwYAjIoaoz7p8p/Z0DJFJGfiLQAAAAASUVORK5CYII=) 11 13, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
}
div.testarea{
animation:rwdcur459 0.66666666666667s linear infinite forwards;
}
