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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhe2WzU8TQRiHn50O/cAUFjVFhXiRKCYENfGgvXAxHuRmCBHjAUyIHxcTo9H4lxCaCFcNR7makBjiSaOJxEPjRYVoEYoftbSzMx6mu13QUil4sm/yprvb2fk978fMLDStaf+7OY28dP8F6VKBsa5+evYkYxj0c4F8ec35+fifAtx+RgYYikhcR4AjoKsfEi3tGBQglIOYHnfWxncV4NZT0kIyG5G4AEJacUeAEHCwD2KRZGVCAZD3KA5ed9bn680t/lJ8Dqy4LwxW3BHw6S0k2E+EKAKJQLpR2uYypj29YwBgVhWRa4vw7bN9YHQVwoeyk8nAHYSUtM7uCGBkgky5aOudTEHCtWK5rI0+DKAoAAIHGXLhTphYpmGAjsOMRqSN2PdSAdxuWP1Q6QFpxyZI+ZEHWahkZaghgBtPGDYa6SnQ2j4Lg8Tb4OPr6niNQiCJEA0gNCWwWajZCzUBtOJE+N7o36/dbvt79NgRNCUcJH4ZQKBRFRE5VktH1voDSIdFNVBYto3oCJBRaDsAJwe6iBDHoENjFWW+hzKhehoBCKL1SlY44VpR346fhxguBh0AGBSKIhDsCUE//MlqlsBTZP0M/Fix4uEe6D0H8USMr7yrwqIw6KAZQ15zQ6oJIARTRsPaIrTEQauqeDIF7fsSgE23L8RG0fD9q20DTF5kXmvypUIlulD0nb0EaTdoVlgI6h2GqNyrq06u5iFVbyeckXHwl6LvrW51gEGjPcOy94Z1VjZEnl9/T+7L0vRWAnUPoysPWXUEbnhF9F0AtzOGrtTcGINWtkxQAbaev5eiY6v5654F5SKDXskuaL8ESwuhEhizoTxeFUR5isF689cFeHSTeU8xoBV5vxFzWfBMORjji4eu8+UiAw8OUfc43tYHycgEGa0ZFQIp43D6kj0L/PRrTd5oZu647O4HyWa7PMmwpzhlNGfOjoIjyJaLTN3dWz/ipjWtaZvtFyMyO+vtQCZ5AAAAAElFTkSuQmCC) 16 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/ElEQVRYhe2WzWtUSRTFf1Wv+iMx3b4katqFIviVRETdSOyNMtsIM8yEDIKLBFSyduVfICgouBGlF7oTJLjLxp0g4kpxJYKgzEIxxCQTgzE91bdcVHXntaZfO1FX9oWi36t6Vefcc09VNXSiE796qI1MOnePcs0yGRn2aAPAYyc8vfkHd38qgTPTVIAxrYmV9n2BAEqD0tj519y+M8XZH0rg7+uUM3lmalXi6kfI9UCx5EET4AA4gUyeRWD02m88+m4CAfwBYKKQrTawugw9W8DkPbhOkAjfWCccb0dCpw0CRIYZwACI+D4nkC/Ch9lm8HpbngOlMdrPTY1UAqduUAFiJ1+POYGuGD7ON5dAach2+9/IEJ9/SGXDBESYUC2+qPeHbBstk4fCNqiXCxjbEIG/rjKuNcYJ9O+Cgyfh8J+w94Q3YFKVZPbvX4eymDUVLjyh3ArHtBzIcyjKwsgERCqDClx7CpqtO2BpYYXn98Fk1wh8WoLSoPeKE0/CCYhlEtY3Y1oJykdPg1IKwSJYHNJoxd4uDp70aoiFhX+gb+eaKSOzpsT2Yfb8bwWOTfgFpOZQGhw1lJKGEhFZSpsOEP8+z6sXbymW/Dwnfp4Tn93AIORyOWB1XZw0BV6KbUiIE3DO4RB6GaTALhxCnj727d8NNJsRoDQMXbkCmmzLs6ClAsAtJ5ypZ1SP/mi4UQaFxuHdODQ0hMawwiyGbgBWmAOEGtVnrUBST8IrSywkz/3NXQPk6AsELAqDQgd/eI/UqDaeg2/sOfUh0woj/RywTNcs1Kx/zxI3gQnVdTLSDZ+E99tpGG3vgstzLGjjVRgo7IUgf31XGLpDKWzI3qsTds7iWfVvb9r6be8CW2VULFYsEICTW/I/lps8Uc9eoS0w2m79b7qOL76hHBlm8kXiOLcjcR742ggWjUGTDaaURWB0Ur37/us4GZdmqWzbun0CxCQPpXoDWRTs9JRa/bF/SL6Mits8rjFHHDIiXoWXQvXWlFptm3EnOtGJL+Mzr6clcjeEOeIAAAAASUVORK5CYII=) 16 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur221451 1.2s linear infinite forwards;
}
