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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 12 26, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 12 26, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 26, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 12 26, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 12 26, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 26, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhe2VTWhcZRSGn3PvzGTMz5j/32lMUom1TRS6kEpUMHQTuxAZKMgsXYkb3bpz4cKNBkQX2Q9Z1MGKP+jGImoruhCaoMGWGuqYn2nNJJnJJDO98x0X96RJNG1TVNzkhQuX+53vPe93znu+C4c4xCEOcYhD/M+QOy1oNh0B6oGSpDLuvxLg3SG5B/QCrUD3Qck0m46b8H8mAIjsWouZoHsl3xab1Gw6Zt/QbLpRs+n4fQmQVKYKrAMxwjbcJr0LdifZjm0F2oFuzabr9811N0bNpoeBIeAqUAICYEtSmZJm095ub2g2nQCOm/CrwLDtecoEfWKhZUllSvcUoNn0APAWnQ1nyW98BrwDXDOyLQtbl1RmZVf8AOCAMvACYSufA/LAtAlzwEVJZQIsYDthDDgJLEkqM0/YzxxrFez9FDBie5yJmQNWrLwjFpe3REWr2E2gak8vYdu/tzV2O7YfOGanmLfnUyrB11baHuC6kTxJ6I0JzaYvAQtW7qPAGPA0kLDYj02sBzwLXCD0RW5PC8ypTwBL9uk40Agk7cR9wM+EZhuzanVa7JvARaCXx7unWa1AcROqDkrVt4FzQLPxXwa+I2zj1t88oB+92Km14jIaRzpa4cZGALwBnDGib4BxYMJIk8D7gVx53ddBT86cgHwJFFAHM3mo1h41es+q2Lzdyj1jqApa21iW5m7Ej0NTHOvdAqGJ2qxCLXjyDKNdjwFTiF4Q4p60JWC+AK0N0NkELY0wPgRwVlKZOUllfrKqjVglvR0T/jJO7cOKCkXY8nG1Ev41/QD41krez7GO08zdSAA/4nSWmeV14F1ibp2OEixuQlcDxD34bR0eiMDCGsCXu672fqtEO3BZtk8enO9XTx9Ge8rgfLyNFsTrgogPhTJaX0RuJaBWhd42HJfQ6BpUWhxeACqenxuB4TYIFKIR+H0VipXzwEtmSqxlHjArqcyKqELtvVHVWwVk0Ee0C1DEPYQQhWgEDfKobAAeonWobAJRUEG9K6DN0Ofjt56Go33o51+hi0VUPOcnOscIR3P70rpJeJmFYygCqjMSTCZVf60hAzFEHwRqkEhATxP6wxJu7XpoKoPUdUG0AS0pyFp4wMIfUNhEF1aplZddtO/kyygTwBeEY+cIb8LbRDtjqBBMJlWiLWhfARbaXaT7xCtmmilJZZbYB6rAObxgcagm/Y145UFcpeT8R5qiLDXECe+WWSDY77cufyULJpMKoOBir+X8/ZLuJ6I2dUoJyqg6Fzky2iPPT+cPsnfPGIpA5NWc4DeCV3eQ/TsiyjlcUHaRI6NdB03+r0LV2nGf+BOn74vClvRppgAAAABJRU5ErkJggg==) 12 26, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0ElEQVRYhe2VTWhcVRTHf+e9Ny/fX9M0TdKkyYRgRERrqa4CgW4URSs+oeBDVHAjuOhSt266VQriwu2zQpkodl9sjNCFH2gjVKJjvh2TMZlMZpLp+OYeF7lpJjHULFy4mD88HvfjnP//f869XKijjjrqqKOOOv7v0HToazo87l5H02Fj7dj+vdr5Wsi/JOwBzgMXgUiCaOpB5MAA4ADbQCswDtwFKkA7kAPygAfkJIi2vSOSOBJEsXXdCEwADwOvajpcB2KbpChBVKwJbwSSNeNOSzoCZO3cGRsf2/Xt+xXQdOgDT1kHP0oQ5TUdJoFzwNPAT8CCdXnbusraRAVLNmydF+3aYzam1dIUAN+OcxJEM7UCkjYAIAPsufWsOw84a4P3CCt2vhf4BjA2RwroBmYt4aQVspcjtgKztS1Yr9kU23K1AheALiCyc8026QLwEDBoxawDM0DIkwMX+HYZjK4AN4EVYM62qGzzOkD5yEOo6fBZqzQFvA58BNyx5Ta2AgDvcqJ5mD+33wO2gLukum7wxBj8nIHMBuz8BTAFvGHJfWsyI0Fk/iFA0+E7RjauiCYQtx3afMiXvwQ+AHrYPYBTwHlSyRu0+jCTvRTz/TVHR3D6BxxOd8BiHlZL0ODC2En44XdQGmw7Y1tJDt6CyVfGleIViJHECagq5MtfsHt9Bkg4VxGBSvUUsMBv698BGURzSMGBKqxsQmygtQFMMYfvddPig5IFjARRQdNht23DvgBVqH62+JXgo0MLmDkXh2QGGMaRFzBqaGuAZAsUdv5gtTQNXAJGUXme0Q20vAyL7bBahEYPmrxuNsu/8PV8EXhOgii2dGaP19t1Hr4cf37rOrIIgy0gDtKagJKO0NsOvgu5ksPWJnovh5weQotr45pcnFXjGm1eBG0G9eClc7BzD27PQ1cT7GzNAW9JEK3UFDtv22BEFaofnlUcD/o2ETOEkABcRJsAgcFudGkFKKGSBxKorNm9HRiZRVN5nK1hnPEXoVLEfDKFKWVjr+/xj4FbwJIE0fThMyd75Y/fH1AASflgelApIGuduH2jaH4drZQwxXkwlf1otwnxu9ByFoY8RDtx5RHwXaorvxr3zWmXybAXeMY6/rSmDfsCakVIYy+ccjHzyyZxZmKI3et4EyhLEBkOQRW4jhOvPlp1+s+g2Sz4bcY92d8nF6+tAmg6HAW2D7XhoIDDlSDRZRJv33EPBxwFVYivjqnT0k+1MGsSl5dceeAztw/ngBoB7/KSAEhDx/3n9DgQx98lH5p4jclw5Lhx/xlU7bf7qB0bfwMOLIqi5PJcSAAAAABJRU5ErkJggg==) 12 26, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 12 26, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 12 26, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 12 26, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 26, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 12 26, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 12 26, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhe3WS2hcVRgH8N+588g0776JprGkSmPBorWL4kJRBB9IEcZFITtXooIbBUFEXLgQEatWcCdSB0olILoQNyouqoi0PkrVEmtJhzZNasyrbZKZucfF3NTYllalusofDpd7v/M/3/97nHMuy1jGMpaxjGUs4yqIQ4P/6frhCo6L2IgbMYqDoVy55gLyV7CtyQSsQx2tOPd/CoCTmeMqxKHBOzMxh0O5Mn05Qhwa7MM2HAjlytjVBFytBGswgBTt2XsrFvB5KFeGl8xvz2yPYDN+xZ5QrtT/rYAEL+kqPWtq7qtMxKfYgs8wjf2hXJmLQ4PdeAmn0IMHs7mv4ijuwWwoVw4sEduO2UtKEIcGW/E83sK47hLF3A7jZ79FDd9plmFiCa0b92IMA9a3rzF5/lHzjY8y4dtxdxwafAFfZ5mE4l8EZFFvQ2e2aF0hx/jk13hGs2c6cQZHQ7kyl1FHUcHteNnp2RQ3aZbklSxr+zNumo0EabLEeTt24Ymo9ng0/wPuNvzbCF7DMI5k0T+AxzLBhLgtmn9RIbfTivwr+DAT+ZzrOh/S0dKflWUklCtpJngSY0sz0C0oivVdYXMP69oYP/+wn8aqWeQD2fMuHS1Pm5mvYjgODSY6S3vDuRy1mkbtTJqzroSdtqzdopAnjczMr0I/joRyZUGzkV3IgFtOVRt+fKcRfhFHRjg0ykKdPzv/TZRxv609bO3pRZ9grxV5WovS7t+FUEhq4ctDeFN1mvM1Rme+wVP43kUIECP1D3pjsJoNdRY6aJmSnL5ZaOSk648Jc13C9AZ6Ozk+LnZNUC8K7RvEmapwrk26+qRkrFcjHCe2pTnrvsiifg+f4CukS7dmiJH67t4IuRu2iGFWDFNCXCXJbaStKE5OSZNhwUohtkmTY5iRpLcKsVWanGB1Udp9SDJ5G7WS9MeqpHNDmrStSnWV8qbm9uFd/ITRxQbOh0CM1VB/Y1OMU1HsniFtE9E4NSzOT8itHmCmJK2NEes0zgqFlRrpUaG4klxeErv47XqpU8KZtZKV/ZJSx9sYMDXXq3luLGSBl9AUAE0Rv4T67vloEht/F0da0kLvjhb6t+PbXKk9QRHTzU6uWiyf9yX1E/2N0NcunqiJxYU0V+rYh5/xcebsYNZLKWYXS3BhF1zIxO7e6DjML9oHs5Qdd5nLqMmT2tPSvDlCIc33bOpRV8REKFeWciYu4V/8IUbqr/dF+c608OTh3MX2y2Gxj2LIp4W+O+4TQz2UK5//He41Q4zZ+Ic/MH8AgriCspkxF78AAAAASUVORK5CYII=) 12 26, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 12 26, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 12 26, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 12 26, auto;}
}
div.testarea{
animation:rwdcur71147 1.5s linear infinite forwards;
}