@keyframes rwdcur255788 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJEUlEQVRoge2af4xU1RXHP/e+92Zmf7BlfwgrbpAKTRuQFFusSiGxYGJDbZHijxJjpe7O7rpEJU1t0VostamhpiFNuuwuu4utxlKsNfijlrYUEYmlarSKbaLCKhQEccHZ2Z3ZmXnv3ds/3szuvN35sTtr0zTpN3mZu+/+OOd77j3nnnvfwv84xEippXsG2CEQquTRTAvx4fsEnvzJ6WQy4WRXBaZNl/bVd87SM2eDkypdY5AIM0Fn+AxkCLTtmIUULyNkHQKnYPd8EBKUCqFUJPDE/Z9Nneo74atvaq/HCr6OadUhZQJdqp2EiXIjaH0p7bceN72XOkQgWMPcTwVw7MCkxzQMiMXg5EkF4s5xygP0rD9NW+/taB7l/FnlVFaCO0lbCQmOA8fem04qGQJIE0ChteIT06CyHJKTmGLLgsgAHHnHIZW6ic6mx/K23db4GK09KU6/v4uFCwNUzwTbnqDyArSGsx9l3qhsAulXCipDcF4VpCZgnUAAzpyFw2+miA/fxPbmx4v26WzazW3dN/LmmztZdkWIhhmQKmIwIUBp+GjI+0WPVJnjGisNFSFErYl2FBgy96CWCSc+hIOHUsRiE1M+g47wblq6b+TgoV1csyLE7Jlg5zGYUp5Okbg3A2MwngCA1sigiTEN3IGER0Rk1RsSPoignt2XIjq4lu6WJ8aNccMDF2FU34LQEjXwK36z8Yivviv8FM3bb+QPz+2SX1seorYK3CzH1iBMiagM4cTstOXHIzcBAAmkkriPPJ1iMHbENxMCsF2J495Nd8vusV3FTffP0XX1zxtXLG5ACNxDrzSJm+9bph/Z7CexvfkpWruvVzuf2ULAlGhGGSgNZcF55jdXBTDzx5X8BAAcF+LJ4wwnP09va4K2Xv966grnjIXaqfuG8cVLGsxrL/ZeWLre3RW5GbhvXOPO8DO09T47xucUTiqA4DVcdz6WGNdtYgQQIAU46aC9rXFiwbtc1FJXCUZ6lNoKmFZWk7d9rnGb2x2EwL92x6MIgTQKj5ED2nO47H45HPDjwMQIlALJKIFJG2ByYvLDKFH6WGOXQkDgxX+jcLP8BCzQH0YhmUyAmnx+lC24sJlyo2u9ImmndH8UzPwD5K4JWKi+szi/3TeE49zFL9dPPvPKtnopBABs5y736eeiHD0FIStnE//QGghYcPw0+nd7hvTg0PVsb95TkvBsAqJEB+5p2ctQbDW/3xvlX6e93X8M/AQsE06dgT/uH2J4eA1dJSoP+B1hChGoq3kfyeRqDhyKcqYfTD8JOSJASjh7Dg69HCWRWE1n+E+lSxV4yaLOeqYQijrD+7CTqzh8OEIk4unqIyCkJGUHePutOKnUGjrDe0uXloEGXO8pdQlloyO8H9tezYnjQziOiRASRggIB9fpw3XX0NH0cSivRpeNBhS+PKdUdDTtR6lVKLcPtAOZjUxyAsVlbGuMjO0j1v1okTZqWrDK6tATOgemSDqLvTQgDSlAs5LmnhoExU98AolrnJPvHexWf+59xVe3rXEfbT2Xouyo17QQ1v1wPjXzXjBWXFHDBVVAOq020j0l6eWhvV8xmnYbs6Yhyj1d9bCNezLqVWhAp7dpnX4y7qLSDxJORXH/8tcop04u49HvvZFPxSLZqHWdXLyoxlp+EdpIK5ydIvig8Na8zvrbK4syC3Peeen3GQvk2ByySIhP16EHE1XqyehaoEQCekaUeAztAoHcMkeRqcxe+5lyRulMOc9AWbOrbWAoAeXuQCGpBQlYf+t+2K5qvTnl2p+TdZWeb2Yy3OwH7S8rhbx8DnJGFQCqfxD14ruj4U+LNDfhj7QjEVegzsbRh995wzrw6I5Cx36PQGN7CMO6GMGrdDWPOKp95KVzLPvWCv3KP1a6rq6DApFkJFLqBMPOWqorlssZ1d6bI/24u146QNB4BEQIKOZ9EiHOEZTP2m8dOuerae2WOM4iYpF/svPuhEcgVDYLrV/Ade8Dfurr8NBtEeDXBcWNxbrOuUixfISZlFBmvUpvS8+kxskJfQfB4BaCMxcCb4/uxIEAVFRuobnrO1MXgjm6pka8fupnj+btdxAq34physzNnkdAa4VhKBbMh9raB2nqmCIJzWjIkt6anyrCnRuoqvo5c+aAlCqzMaZnQHj3L6EQLLkM6mc+SGPHd6cmcaynTyGdaOrYQG3tVi5ZBMEQ2feq/njmuFARgmuWw+wLtnDrto2lSxV5ypNEY8e3qa/fypeWQnkZuK6v2k9AkCZRhrjhasTcCx+gqbO0mfBl0yUSCLdv4MKGn3HtVVBV7uk2Brl3FMdFVgWwvr4UysoauaVr8jfWKk95omj5hSRYHja+shSmV3h3tTnskH9vdfBOZ6YpS/rmMVUCWoBpIAIWuPn9p/BpVUFJzjfWZ0tNpLUu2vc/dy+UyTJhSgGoGCZCYCTJnTikZ73R9AKQkxxDZGQXRJFsVIPthBD6MzR3pdBZS07gYOg+OlrHC3Gdo7rvA1g8DwDV1w+J4Xdzygj3SoQ7B62zA4XCdU1sN1TsSjI/AQ0iaCE+2TCbWPzl7IM0UkgG46bu7/8xOW6cree7HrbL7liTGohfhZDoo8cOWC/uyJ1Vus49zKzeLKZVOKisHcq7Xg8RsvJ+GyhKQJkWxg0rQBPy1UnQcRv38b2baGyX9K7/QXa1feyNOCnnq/qdY0u945d70H739fg4Ges6NjG3YbNx3VWIikBg3IKReItoKP/FoJ9AOhdHgDts48Y0vrOtr6cBK6+EJ9W9NG2T9LR931f/UGsCyH9BcGvXZmafv4mVV+JiwkC+rF97MyBz6+EnkFF2YNjLjYrBNGDJpXDAuYdwh6T7truLdwIat2/m/PM2seQLMJTyvn8VQuYjXw5jZr4TA8JrEI35v1UVg2HAgvnguhtp7YLOlsIkwt33U1d9LwsWwOAwRIYmJidDwvAfytPXKkKCknxwhpKCtpQwvRriwxtZ31tJe+PtOds192ylLLiB6TVw6vTEZnksCccFtER6EdEjECNK0D5A39E6dIn/aiAFCGGCvNy85MsNzmt7/F/r23bUA0twnL9z/FiqUGQpTAITRYSkGHeH9X/8N/BvNYZ+0/VJhaMAAAAASUVORK5CYII=) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIxklEQVRogdWZe2wU1xXGf3dmX6wdYxtjjLEpBQIphYAaSiimTSIajCFGTRFVRVIaiG2MVClVG9GqqUJ4taoatapUBRvTAk2rpkUIxZhHKYFSwDwbngYLjGP8AmNsDDbY3p2Z2z9mx6y9u+P12pHaTxrt7My995zvnnPuPfcM/J9DAIjl7/9Uqq4XQHTFPJKigMudqH52+lf6gZIDYZss/uFyI/3LK/D72jCMmEUhda/A2Cm3/2irA0AmpOQyevQcXE4w5MAHVB3woBUammv0uonVkZoZNelVpCszyMhMJGE4aNrAZSkKtHcgW+61ASYBdN0gKQlGjTQHjZaDABwOaKiD2y2VlNXncHd9TcT2l9aU82DdPF5R9pI2Ko3UUeD3D0B5AT4/+GpB1wwAkwASdB2GucD7FOhRmFcIcDrg+k04f+0qZfU5NG+o7bffrbWfUvpeDlLuJ8ubxtgMU6l+5QE+DZrbCHY/R69GUgZIuOxdSQBOJ1yshGP/MZW/F4XyFureu0Dp2mwk+1kwLJ3J46DbhoSl/L32kFeOkCdSItwOVLcKaqBz38EE6GduIPefuEpZXTYtG+ujVt5C/bpLlK7NgaP7hdedrk7LAD1MOwl6l4H0h4+XUAKBTqoHtOMVyKpacKi9CUiQl29doqxuUUTll/56Cq7419BFN9zbzkc/D7VQw7pLlL6bLTm037g8JgPZx+qajpjyNOLZiSGv7AkElDRu1CGv3VyNy3UBcPW8d6sKF1uv0rLxbtjur22cKtPSjqqzn0vG50c/fe774vV3vy7/vL4xlMT6K1x5/2uGok3CZwRP82O6uxco3rgNTJ9IqCvYEbDgVMHlOEfJqnO27fpAGikr1JdmJjvmP2NaS2rjjY8ffBv4fdgOx96u5xihllz5QXov64eBPQETShRtesMrkkVKnNlTgBgRBwnekQMeJwrZA1duIAgEfMAM4UJ00LC3gAjvd/1CYipuTU+Mw0SjQ0QLSAVzw3DZ+2BkwRHuBwK3Aobe44rh0Gcjw2TsUtHKK5EXa85ws70yJuHBvGN11MsPzxnajSrGjpnI2IywTXoPHUgP5KkrGH8/coay2lzK334Yk/ChsMDxNfWU1uSw+3AV16rM3b8PnhAQwtywLlRA6bEz7GtYxP1NYdf5qCCCd54YMlwLTRuqKKvN4Z8nqqi5ZSaPQTNiEhDCTFOrbsChs6fY17CItk33YpfaR+nBBDGYJPbUZXPy/HWaGkF9EhQBAgo0NcDJinL2NeQOXnkAI3DJwO8g0bShmj21OVRUXaf9gZlaYxFQ8HDjzgX21g2N8tbaj4GZoQ3ChYLRtKGa0tocmu43ogoPWAQ0/R0O38nl/qbWIREkCZyKZM8D5FCYAWhaX83Rpnko4rcQhXeKFb+YI5Xhb+L0JCBl/0pINDRjjuOteePUZzMBgfavSvTtx6/icX5KcFIYUSgKmnJXqTmy2Tj04RX7pnZ4Y/0sUicfUb/5vJfUOMAwbWbFkIK52ojAbAujJ31QMxIQbnPZk4986I0PzcVCBl0Efq1wsUIGFepa0T85eYfmO1n85ScRz9n2qYTu+p4y5yte5ze+YO7MwcqHwAC0Pv9NFxJxLhxPpwaeC1PBcLtbUMyLSSOQrR1pxj86vgX8JjYCjGjj0SOkATjDy3wCJTCc5ffB3mYpbd1HGCjosdRAPuqEON12I7Ul4Dz7p2J/ouc7vs7OSUqSxzwzWxlm8IX1XAb0lyhZ41GS40wqt9swztQ+Wb974jvoPvgSCkZTO/JyZbnzk20f2R35bQn4K4/VM3d5ljx1aaFuyETsFvSeBUf68BkrREbibJKfAgRGRRP6304fwOPcBXiA/qJPQVHuomr7/NXnO2xbApD3hzWsLpnbf8MosbK4xHG+SrqlT7qlX6qHL0tWbv7ZkI1f+MfF/KCoECyv84ilIPZSWDJzSAQIHL18zLRONKe//rFq6wIU+TGG62WwCEi6GJ2egNO1l4LiWYMWIq2hVSKuOLGgoGQhHtcukpIB6bOkmAeX1JEwY3oqLteeISHxJMLpz+GjQn7JQoZ5djL5S17i4nqqc0+mxq9B5mh4ISsVl3sPBcWzBycxSOnBpkJ5W14hfthOZs/0kjTcLIMG0Nu2fj9MzITceam4PXvIHwQJORQnGiBvy2IS4nYy/wUvqSnmRAch1Dm7fYhnMnAsnZ9CnHc3eUXhz3L9wYhwPxCs2jxDJCX8VSzJ9jAm1SwC95mL8NHVraNOSUNkjkpDyMETiNWF/HK8mJDhFeNGhFUe7JYHDQI9Bj5/gdJkcDYdIwykCF/0DaCftXkQ0WedZwRWPMRYn7HX4XOqzCkGUganF4DyuVTmoiEwcBfSfJ8ZVc3QCTwAWXMXurpqBjxOFLLtXUjToUt7k5VFL9L7JOXAqRykuOBUuG7O49s/8MfF5/ruts1CM5A3q8uc/94cOavML5mPrmcB3UFPu/D5nkOzN1zEDxxIULOmY0wYW2imwQEIAX4Neerij2V+0auUFB7u291/82wrPt88WVk9FwUfuu+4v77SF1ZWXtF3xcjED8VXpzp6gt+CbqBkpmKWhcPHQsQPHHo38MXRKBNGh75XQU8bmcCug7uJQIKt+R1A2O/FPcgvXkZy4g6x5GWHkjk8/Gqjg+yWEYu8oQQEyC4/Wmc/Xw5HpkD2iwkcOLKbguIlbFl1yL5DHxRsWcbwhB3kvOQwvPEYt22+sQsCBEJJ9CYgBDzqho7ukIZhER8Pc2YlcOLMbgqKX42axKotrxMfv42s5x0oDmiMopojhFnM6mOJAIFAafFRN7Q/jk55C04PTJ0aT0XFbgq3LqEo76Bt+9VblzPMu41p0xR04HZL9LKEAEU1de1FQACNjdDcTMTPgXZQVXB74tH8e3njd9lsfys0JgDyi5ahKDtwu6G2rldWGTUUBTo7eyxhEjD4Jc0tU61DQkxQFFBULy0dkf2hXa8nWbxDa9tj5CCKgEK4UEV57AP8D+G/eoFEzVYWMSoAAAAASUVORK5CYII=) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJB0lEQVRogbWaf3BU1RXHP/e+tz/ya8EEo/wwRhBMU4sIaYoWgSoikKiljjNttUMhUGyYgkCdtn+0nbHtTMcRxFrB4ZdUbGlndNCJIf4q6oxVHMTBWoP8UMMPY4DAaMiv3bfvnv7xNpsN2d0ku+E78yZv9t17zvnee+45594bxQNbxqD1zYhEyQaW36+6m5tl66/fTtVE33uPbYpum4uVE8S4JgttGjsQ1SePvGyj9A8I5jxBwA8iQxelNBgDXR2Ik/8UkJKAcaYbxP4tljWdUCimLxOdCjo6MGMn3GgjRlNYCOOvAWeIk6AVGODYUfiq7RnanRVp27/wkGHx+rvRqo6CKyspKQHXHbrx4Qgc/gTa27UNeCOYE4TLfN77oIzXYAQ+OAjNLTtwdA3Prx6489NrzrB0fRVNn9eRE5xO+SSPxGBmXykIO9AVjk+cHf8oAnkByPXDQO5pWR7RN96Fz07sIKpr2Lls8D69dU0rS9fdSWNjHbnB6VRe781+OhJKQTjqEUhwO7tPIxEI+lF+H2jAVv0FaZBuF156Cw59th1XL2Pn8qEvyK1rW6lZV8X+A3UE/TerWTeAIvmScAwSiXoELvpu92ssYOUqdHsX5siXHvNEWBbuoU+RD49sxehl7Fw+ZNvj2Lb2PDXr7uTtfXVKojfrMZf3XRMi3mxPGEdUac+4i8zpTwBQNriHT+I+/9pBAr59CP4+fYTDGP1IWuPvXT+ZQM6PcNQFpU/vkF2/b05JYun6hebt939jUCPxwkIPgShKL9CLFo7jisKk3ZMS8FgAPt9utix/OLWVKbre/8cKGX3FG9b0qfnS2Y15b/996v7f3SLPPnw+aYeta84Aq5N+q91eBzIula7UBDz4Bmt0IkQuX2bfXplvzb4WDDhOuNzsuXAXsCMDcXY/v+n78RIgVxcyKt8LBBaoojwYkZfcB7KEvhRC4xlW0RtZJJvKITWSz4AGLJVu5gaGpnd4spGj0PjoHw0T1PRCAEtjOgTzyXEIqy+yUNz3PYOSB4Cu6Ck51OT1V7pfskuYAQHbAieKW/8mHDq0gZ0rn8pQbd+hycZRHbNK3n2/hLCZw5Qyr4RJKtryjKf+TWhs3MD2lcnD2mDRZwYyHX5g5wPt+MxCDnzwOvsOegVkgjt5BLT2jH9rHxw7up6nV2VnPGRn9MV4ckU7trmbxkOv8vEnnr0xDhqlIBqFDz+Ck02Psn3l2uHRmkBACdmtZGDTik4ss5Cmz1/m+PG4PI3WmtZWOH3qUbb94qHstPRAgTJ4VUGGm5Zk2FTbieXeQ+vpV+nqBK21RjhFtOsRNq8YJuN7IIBLL4lhwsbaTpRzL+I+g0ibzcYlzwHPDZ8GvCIsHu5iMyAMXybbWNsGLILBlBKL/zwTXbAYXzAfGUQ6FaIYmYFO8HmtQFjE8q3ToE9lmxwKjaNarKbXn3D/vetI+qbp8NM/zGZ02WvWbZU2o3IB05thday3ktgiFdAxfkphXRVC+b3xkQth3JYLXviThIfY357lEvc2C2k6i9n77glaz97EP36VvBRnoBkwwUXWLRW2b0YJcrHh/eDGnnjnHmtQBQHsgpzY7wqwSJrdEoioiUWEz7aVyN73q4HNmRFgZJt0dHjunEJnL6wk1vRAJXxXqQX1DJAL0gV0dEOB25ZOa1oC9oFdj0cL8+6KXGgv1aEAfSrMxCf+u3iDrkHPmIAeEQQU5uR5zIGTXqmCSoisCe89jwG0xnz5NdLY+Lrv1S0vOJkSiH689zO+e99N8s7Bea4hBGkiSTzoSISo/FyVFk1hxFiPwH+bcf/13gvk+OuBIDDQ6tNYuhmcPU7TR91pW7Jqk9/+5qzc9I2GiKWbd9mNTRKQiATEEavhA2HxppXDqcKaszifJX+1NSZnifut2xr8oaL84ROv7D4+JgqGcffnH3tdmVs6bT+BnOs1rgnKVeUzneo1u/2hwmEiEVsIPXvKbOugBPjGTiqLVK9poKCwDKVsjXENoXykYtYcZ/7q3f5QUWhYNElitBkeAr6xk8qc6rUNTCgrxbbAGBPTIDDhamTWvDnO/AeHiUSC0ZLNlsyDb0zM+BsrSim6LL4zi6VK8c46b5iI5ARudYTd/lc2LIx8fS5tDE4LGU63ua7cqV5Tz6yZpRQUQPOZFIe7rgs3lSNB362O4kXfvn/e7Rz/ODMSiQE3CzL2pO+UO99b0sCCO0oYXQhf9D0bu2hTLxB1sWeXoeYtmO3Mf6g2Y82JHpNFHRq9fcWf1II5JVx/ddLD3f45XbzNvyouACecl7HmxG1ANhsyiQZVcSh25D/Iw11vL5LlJqSnLMh+/UKai6NLczKHNogkGN6TFy6BpgG+Z+a9TqTJHGuFLuArME1noau7KSNZAyB1ehcBEY9g7bZeor4g+tP9xry0IbXQfX9/LBoqmBdpPjeZsIMcPfqc760n0laVatE6pGCUxsT9xbCxxruHS3P1lJpAwAcB389Y9bdqEmdK45fCccf8hVfWRM63nEnWNXr4Py3MrLlFGo/NwFLtuJF3nOZPU86m75opFU5O6ElsnY/YvR6/cgcoPR6/lXIdJSUgEbDLS1FX/bAYKO7bw8L870SZ45o6f8P6qsj5ltakkrcsaQP2pDI6bvzVk6c61Q/WW9+fW6zGFva7dlVaQW4OpiP5/CUhILjdBhcFwSRVtgKmTUScuyodper9e9alJjGQ8aU3VDjVq+upnltsrh3tRZtkVyqRnuFX6Q53Yw26IkhnOL1mpeC6EqT7jkpHqwZ//bqqyLkvk7pTSuOvmVLpVD1Yx60zi7niMqRlgISvVb9z0V4CKvahoxvaB9gAJZIYU4xMn1XhKN3gf+nR+ZFzzYMi4Rs/tdKpWlVPxbRRFOT1Kw/Sk9Bepk0goDECX18Y+IK7HwkgLxf5xo1THfXLV/wNf6mKnG5KeQQC4Jv47RnOHSteZPy1hSgNJ04PTadWibc9WlG7bQm2vQ1tdQ5NUgKUAiO5qqv9Wdn8wE9SNvvxY34ZOWI/Pt9kLN2JyTBFKzROFIyZZmPcZ4mwN22+Hgy01hLV7emaSMAXIexWIdgZ/WdMX2lRnlp66v8QzYSfirvg0wAAAABJRU5ErkJggg==) 23 23, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIqklEQVRogbWZe3BU1R3HP+fc3c3mabohIYKRCBREqC1VcFBQKAoijWKBobRYMeEhvtvOtP3DYYbaTjvToRFwtMgrnVIoRUDFWpAZ1DRFQQ34ghgYREwB5SFZ8tjHvef0j7ubbNjdu5vN8p05k829557f93vu7/x+v3OuYMnah4E70DpEpjAMEKKI8x21bH603rHvQ6sfo8AzCUu1oVTGJpHSgxJ/cyHl/fS/egoeNyjd+4FcBlw4D62XTmHIr1P21+IiSv+I0jLIzwfTyoC8gIut0PrNORcKRVkp9POBafZuILcLvmwBf9sxgmI6G5c0p3ymbtFGatZ34G/dTEWFh+Ki3tkVAkImBAJwUZsuACwLcj3gzQdLg0iHvBuaj0PT0WMExTQ2VB9Lm8S66u08tHYun3zyd24b66XcB+E0RAggEIaAv8tbXF03tYZ8L3g9OPqmEOBxw6HP4IOPmgkynbpekI9iw4LtzF87l3fe28zdE70MLIOgwzIUAkJhW0AMXD3+0xpy3RgeAwwSvwkDrP3NUP9uE0Exnbqa470mH0Xdgpd5cM0cdr+9Rcya4pWDSiDRklBgBSwIhuNuueKuaDC8YL3bhD55GlwxXYSw/bXpRN/JR/HXha/y4Jo5evueLfq6a7zoywKJaSK+OwJRUU6iEBMvQNgiVNMJdOOHT6LChxHSY4vT4Ha7yC9tpK6mxZHYrNrvkeudS1B8I4zTdXrzsjOOIqpX36JO1Fei6V4MWnXgzv2p9PkWUFme8NF4AV13DEVhYT3rHz3kSDQBxLzf36oHlu8xxo7O020dqAPvzRXzlt6hN/72YtKH1i/+CPgo7nrN8zdiSBJOv6MAtMTllr3kbj9J6ULXlLF5xoTBoCAc6rxR7b50D7Cp96MJmYw8gDPBy/0xXeRJH6UFtju6QfgK4KoCX2aDOXPIaIZT29R2E0QimXYOzanQNU48EgswiBrMXKCMNAfj6UFIrSybUxIzMX0FeAzC/21Cf36qkbBIXRoktUs38b4IULJBHzzcpo9+BTkeLnepbgFC2OXBvo/RrzccIkAVdYv8GRuOnZq+CNiw+ADftN7HK2/4+eK0XQXEmRHYCevgp/DW/kOYxjTqak71wWz2BACsf2QvbW33s/c/fk6f7ZFcJQKQLmg6Cvs/bCRsTKOuOnnSSRci5lX3VQDAukf20t5xH+83+rlwwd6DABIpoeVLONLciCmnZ4U80NNXMwzHl2PdkrfoDFRxtNlPextIISVK5XH23OFISZwd8gJARZqOtGy8BmDtw/V0Bqpou2QipEti6T8RNqazoTr1bqpX0NilperpTtnAmsX1mNYkTL3Fxeqa17I7OqBR3W4TSWqaPmSyBHhxUQM41kIRVP/xB8iiBzByCkCnJqG1iRZjkZGyFmHvYTU1LF47DvCkHEMgCXHKOLFnlbV3i+Nmydkx5/9uCgNG/NuYPEZSkguo7gzblWV1xEU0yIg+KTAqihBue37UpQDqTJuda3RMI/I3ulyiSwYDffxr1JvvHOf8uXFs+nVS93Z+Azr3QeOOm6V7fIVtL5Z4HCx6bqe62CALvcjCvMh1gV0XJKhSYoUMLSH0detg/fYH9wB1mQmgyE97h12UuhLb7MblxUqst8mY+9GZSIDoBFlAB9DeCYXKsRpwFOBq/Get6Sv4oW71XyMKI3VItMaJbV3XtT3pEozbhyAKvYDA+uIc+mCLfYaE6I6ssb+jTQFSok61oo8c2eV+Y/Vr8TvhNAWYH+9pZtzcW1TDwbvRFIBDJOkKOjqE4nExtHSUMTwfEOhD/8Pasv8l8jy70XiBVKtPYhgt6PCu8MlPMz8xzBgL12xzfXZS5+iQztFhbex8X/PQCw9fCVMuFq77DefaD7Djib1ZG1XgSuBnqUN2b/CTFx4jz2qT5MiplOf/i3ufvTWrBrpWpBEJmVnMxnOee4wS7yq8+WMkWgSoqPBS+a2dVNVmR0R0gXZFmyzVQQCzVz3BoH6rKCoGywpJlIKSErhptI9K306qasdnx5JI8rsPmLXyKYb2X8Gw68HtAa0jU2SacHUZTLrNx3VZEqFjSGfDe2aueIrrB9Zy803gzek6JOjOKKEwVA6AqjuLGdJvJ9P+fHufDMYG3L4KmLPyF3xnUC2TJ0B+rn2aHkHPlBgMwdABGHOmFjOsdCsTl1+bsdFsCZhaO4NRlcuZcRcU5Ue+JXS/3ficHrQwhpQiri0r44bCsowNR2sacEp/qVGZO1h+uxLhy4t8Q+i5nhIf7poRo+E0yudkiJYFXYNmCFOpuDoxBlfmZE5IFdnE2NDavnYFcGUEhIIn9LFzEAQugPriLHQGTl4JU07pPdaLezfo/n8sN4uuulN9eXYUgRC6uXmT+80VjlVlCh7JbSW9Y1qSYOiXLPhLS49+Uni4ENrBS4+/lfTRI/UtTJg/QR8+Nh5D+FGhfeEznzvTfOD5+XjlaDSx1WeAQGg8SiVdRgk/MQEYt38fdcOQeRgxXiYEmBaqoXEBVbUz2fnzXUkJvVh9EUjvwGD2iqViZOUycePw+FNspTAGlWOaiWNxgjegMTs1oqI/YlD/+NsGiH4leXrb7m3cWzuTVx1EpEV+5VJGD1kmZkxGFHkSOoyygKCyJzCpAIHdoTOM6kixhyi+CqZOzEO/uYP7np3JK0+9nhH5OSuXMbJyKZMnoELAmY7kfYVIIQABlzrtlg5yvDBujBcObGPGitm8/GTvzpd+/NwzDBv4NGNugvYg+B3Ix1BEih7rwWXPvISOIFxKY5BYuD0wcpQXPt3K7Bdns3VReiJ+tv4Zri1+muEjoC0Are3p2xTCPtiVEtDShRD24e7p05l9EzMMcHu8lOtXjFvn3mXt2+y4s5NVv1qqfDlPowR8djSzT09SQkc7CAMXpvkHzn+1o8f32V4PKEBKjzViUgv7Njt2VQOGNxBqW0KnP9SnIk8gsXTD/wES/D1snrxDVQAAAABJRU5ErkJggg==) 23 23, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIlElEQVRogbWae4xU1R3HP+fcOw9ml2F5uKUKiqyhCJXKCoIoKyAxRFObtFDU8loWFhZBSkmTNlETQk3TmFqwW1iWxRJqi6m2yjP4KAVNisFEIFFAQOSxIM/dmWV3mJ2595z+cWd2ZpnZ2dmZ4ZuczNy59/5+3+85v3PO75wzghfePISUpWgUuUAIQHuxrGsEghPZuvJaxudn1T5Die/vCCMAgNY5uUXgw7Y+NnG5hzLkXj8uV8+NGQaEQnD2DCj75W7JA7h67cGyduMv/jn3DAEBqB76lRKCQTh/bqgJgNcLA0qcG9mKME240QqnTijCoSrqF2/O6r2/VkWorvsFgeYIRb5ZPDDSaUWVZQAIAZEotLUBWjkCtHZulBSBIaE7DS4XNAXh0BFFMFhFQ0125OOoX2xRXTeXxvMKlzmHR8eCFGB3I0IA7VG4HungaCbuaod8XIQQXZA34VIzfHpAEWyupGHJlh6RT4hQVNdV8s1phds1j2kTHb/pWkLjVHLUcmo/CTLlQUNiFLsxXQLTpHPxSGSwBXbvtbh+fW7O5JNFGLKKo19vZu8BDKlT/Rpgeg1EkSvBMQlmilEpoeUm9j/3WIQjAWRSSwgh9c2QIhRawaYlb+VFPllEdV0VR45F1JkLz+Myw0n9UBG13KJscIl4emLayE4VIAQ6EkU3B78kFJ0MUiFiLSUMRPSSpbf8trVbYtPXlOPzPEdYXBXGhc166+orGUU886ca3aZ+TbFHdoxKmjAqOoYBLfuFRqYL61QBMREY0sIjA9Qt6HQrmzFKzHq1gkEDP5APj/bqllbUQWaKWS8/rt9a3bXw7SsU0JLy+4INrUiZ+nxGAR1MsmCbBlrcscicNs5rTBgCNkTDoXL1Ues04N3cLHaNrqXlA5/RTwwocirADfQrgpKifrfDVRoB2hmThZDoHAVq7YyFIlY0PZ9tkyFkws4tSCVoGuiWNohaFnULcsuP4pYlCRE52xGWbrupdMQCI9VQQoAGPC5ovIreuS9CNPz7PNx2Jp6PgPrqL7l8uU5v3weWcvKvJCQEuFxw6Trs+DhMU9NMNi55P2engs5tm29Pq1+8jK9P1bLnE4jazlwViyfHtGFAUwD2/y9MS/A5NuVBPo5k0iKP+I+joWYZZ86+wYHPnZaIDa0SKeHGDTh8JEzbjZk0FIA8FIb0rdi4eDnfXVzD0aNg2yAEEitqcubbCKG2GWys2V44b7dBAED94hVcv/o6310EIaTEsgJEwjPYuHhnYT2pWNEgch/M0qKueiXtN+vQChMpx7Ju0cXCegCnBWxu11wJLEerUpPaysKT16iO2kc7ubwWVkF9rF8YARoz50IA8/8wFdl7NobHB7r7WNDaAsZ0yhylAEUNixom4yQXmSGQtNNonP3gz/bed05nfjQT5v3uKQaN2GU8MRb6egGVmGE7ZlkdG3E0SBVbFAmMwX0QLuch1RJGXW51slydVIh9xrtLvNEw0Kcuo/YdOEHTtUf5x2+63CzopgV8lcbjY3FNGOT4SyaeAjtWkq8BNNLvRfp9sWsBGKTtG8lCyvoTudI8TH9yeCrwdm4CdO8W2kLOAslM7zMB45brjuqMvRi/f+s0nYTk3CkCtIXBrzIunjIKMA//649W/95P6UBgoCh2O4TiDpJLx++xDmtIjIoyRLEHENjfXkUfueAscBEdfbvT93hRgJSoCwH08WM73R+u3xPJVYB1ZM9Rxs8cqz499CSa4pj59IhXttIWiGVyWOkIcZ8PEKgvGlHvHnwbn/s/aLxAd71PYhiN6OjuyPljhR29ssKihh2uU43ao9u1R0e1fO+gpnLd/NvhymRhw1Rcci/r5hdyuowFeac4637I7gmefaMUX1G5xCW2ofVLBTUOJDpuLO4LiRlri+nt3UYv8ZrE5bbo5VvFooZXCuslPuZS2Lxuxlo/Jb220bdkPEKEJYYBQ8ugb59VVNcXUITo4nsemL7Wj9+zjaFDpvC9gaC0kijlrMZG/whK71jFwg2rCuJMFzhspq/x43fv4IH7J1E2NLaHGt91UDZ43DBpAgy68xUW1q3Oy1k8EY1D5Slm+toSent2MK68glEjHPI6eUkJYNngdcOPp0DZPS8xtz6/jq27+N5T/KzeS0mv95g8voIJo52VmNbEwzIhQOCIKPYipz4CfvdPWNKQm1NBIqfJV0B/PVwMubNCTHwQbCvlACZ1bLa1s2AWItO8mxka2ZEWONe5QwGG4exrpeGTPquKO8w1dIVQziImbkuDkHlMlDFbafhkXu/lWnPt7WfUyWvQDroJ9NmrcDN8LkdrGZFpele3bq1nbfTzd16z+pRMUeeuDCcURp84voWtKz7MjWJHb0pb2ekFaA2RqJ+qugqk6PyylGEM4wvWze8yS7S++u8ZHpvziP7q5GMYIoAd+axbms/X9qO3exSqU6SHiUR/SNTuMlJSBSiFKPIiR5YNpz2yv/PaVqKDreiLV14HVmYktKEyAGS3VTNjbSnFnh2ybPDDmEbnkcayEXd/Hy1JewScKkBrhM+N/Omk1C4gQYds7H/v/RXz10verFmRFcFMmL6mFL93l3hiwhhZMSKp4ycgALs9/eudBUgBSmO1ZFgDmRKerABL/ZLZtZK/LV2eM/ln1w2kSO6iYly5fvB+rKTz3xQInKH9lnOyhAAhnTmgubX70ccwYNxDELVeZM5fYMsLPRcxe9NAvGoXD40qZ9i9ztlzd/8SiAsQidMOEwQYMR2B1uz/amAYMHIkKPUi89ZLNtcsy5r8vM0O+R8MK+euu7IjnyzCMDrOCUxQEGyG1mDP/+whJRT7oW/LUqrqi9lUXdntO0+/ejc+/RF9/MOQBpz8Jje/oRAIIU1ab77PqdMDYjtqPYcQIA0Tl+2nurYf9UubMj5f0uc+LPsSgRvHuR7IyWXMrxc7+tn/ASkkRd7gTH5UAAAAAElFTkSuQmCC) 23 23, auto;}
}
div.testarea{
animation:rwdcur255788 1.3333333333333s linear infinite forwards;
}
