@keyframes rwdcur223227 {
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10%,11.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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20%,21.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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32%,33.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALN0lEQVR4nO2aW4xd1XnHf99a+3Luc/XM2Hhs4/sltiGA44ZCQpsEMLQVSomKKlWkUtSkUssbD1XjRi3tQ6X2oaoaKVXUKg+tCFWKGgxuoKIhCOwUCBjs8XVsjz0ejz0zZ27ntvfa6+vDOBKKSDkWHnsqzU86T+fofN//d9b+9llnHVhmmWWWWWaZZZZZ5tbyowOVAqA3+PGxyI0M8Ul56V/LW//0r+eGXn2zmwkSnI2ZxPKsq7MiiGkS8H1NWG23kWqRC5pRNl9hOv2AxKzF8iWmrrxKHPwq0wN3Qxv5zOLHap+Hn5g7/hdfLWx7YE+VNVqiwyV0aYvfD4pUXYLVlMeJuORPUZCUAZSWf5mO4B6y7B28OUG+soUkGWq75pISALDvj+vHn/laadtn7rrMCldiwFtyvsEfhgUkS4lJ+bIKo36ILhMT6Dmcvk2n3UvD/YRysQ8TTLddb8kJAHj4j+aOP/NUeUeld4xKPWKVBrisweNhgauuSUmUvT5lQk8zaFfR0EMUbEART9O/Q7Gyu+1aS2oG/ALqT69EJ1rIxoh6KeGSOJomzz+4OTaFZQ5mLbJgC4mWmdB+Avl1Lro3KYV/wEX7/3AGfAjNfjiA/o+D3gI6nFGoxfRpQKwtHjN5Lro6D5iYK/4cHSYm0SGgSoUC4o+2XWgpClD3dDc6nkF/hB5uQWeAns2opDEVn7HBGtaoIHg+7RPmdJRB00um71Gym5j377ddbKkJUPdAP9IbwqUMjjlkVQBHHHQY9LynV0vgmtwf5DjvGuw0EVN+jKKE1PUooSkQ6GjbBZeSAHVrepBShP4wRZIQnUjhrAdrYEwhA1tVVhBSxrFTAjI8OzWhxQQDUsHpEBXZ0XbRpSJAXfg1zMTn0DcCJIjR1zwSR+ixFHKgZxySC9CxjJKPCLKEPTZiLGuygZBZnaAsORIdJjZdbRdeCgJ0ImiB+TOy5B6kthf9WXEh/KspsjZEX1VkQx495iA2yDR0EtEtSodCjxFmsyqRKC0dIZB828VvtQD9W+sYUcuo60fN1/FuD9K6Gz1ikFwe/bGHrgwuJtAACQx6OaOkIc4n7DQhNe/YLUpKjQ4CPDNtN3ArBejDUUrVwg/wDIkw6suoeRLvdiNzu9AzLZgzSBCgbzvoEfSyh0AI0oDYpwway6w6VhPQZJaixMB4203cKgG6rTuhlRPeiJVzVjjk4ZjCpayEyBOo60Qu9iNhgL7joUMgFPSMWxiKtYwCET1imPUZFYSWzhNLhNOpthsJFjHkL0PLG1KqBcOcV4oTSiiGxryiAr0qlHSATh5F0jn08mFoGcizcEcoX3uTmhJ3hxiUVDO+FV3hTpcnRxNLs+1mbvYK0MJvp8i9Qv3TnplBZXaF4WTZUy0JE8AbosxqALIL9SV0PIAQJLTo+RTJB0goUPcE3uPV8d1Cg68eKG07smeEknTgabXd0M1cAZp73qEG0gZoHcw7UOtSOGKYSJVjDipNmBRYxTqsM0itAnYabTiYBDUKTiE1CJ5N4RSA/NMj86w90L3tv/a8PLT+0G+13dTNEqCl/0yQUgNMiqYG6nnSX7H4nynaUkIVehpKK4BaBnW1VOROJDuBZpNQAxJBUhAfoJpSyE/ChzY85x+ZOr7zpV3bju490PYPAjdDgJbfugp6DtPRQmUSEQOtHqKOflzYAVWoeWUeJVVDA8EDSADowtDLZxAbyAlEGfZT4/ARu733Hz5yfOWBh7aNPXKwLQmLLUDLhy9iO6/gi8Pkii0IpgisI23laVY3Ymu70FVFvCoWQVEiIBYP+i7E80hLoGDQvgSthdjNY/B/bHXHHjl4vOvFx4vVfc99bIOLKWAhfN8cmn+fXHdGnhPkZYaC1HB5YSqYpHpxHdIqUgRyQJcT+g3kuIzYBto1BaFAyyMbYuyXL0Mb+/zqvufq7TS5WAK08l4NsaNk8VEq3UJBzhJxiNUyxXo/wlZJmQ528FdnfofKK8r6CdjREu4U6JcM0f+GYBJZG6GlOmSC/d2rcIN/xFkMAVp4IcXNjBBvrhMXcwQcIscwAzLO3uwCjwlsHY0I//0Ue/4kx8silFqwx8CdRuky7yHmIDrwAYTAXSHB0x99zX9SbrQAzT/vsD0ZEmWk2QmiWInF0ykjbNKLbEdZXw8JR4Grwhfzf8/eua/jTRcR0+TlJ4h5Fu19F9lq0PUJwdM3/pP/OW0JOCjfKDyk3/64a0rz+xPcVQg2JIgk2DBC9QiBCYGMslcGUfIzC5NdTYbs/C7l91+HegEAiWbg9tPIStCVjuDvFi88tCngIf127QXzH1se9b958pe8RDu/keE2eZJpBXGYcgTWEaO0dJzY5GhqBiKQM9ACtoOaJhTeg7qBBLTMwq1ulxI8szjL/sO0/VV4v//Wie/Ii5s/4inNr03AgM8AB+IyQFGJSUmxxGQ4iiZgHqFZBrqBnIeNwGcM3Ofg7hTu83BHclPCw3XMgNfDN7grvffEk7y45Z/Z9/OVoOu2p1ypXTuGswsPDQO06dF8CyUikhV4VaYxnFTHZtui0BcjNoCzQEXQZoDEC3ntY4u77D/MdW2G/s0e4iW+eeL3OLAV0C92ZADYSNBU0QsshMhCNLX41BGY7aTekxJzVIpcNZbTYhjvaEGvwBoPg4qsCSAH9rH27vM3irZXgEGxwDfNYZ7ynUO7o4Scgayp2NCgDqgqdrNAPcBnKabnNpybpWVTJnU1gwYuZO/yY82wxpB0NOgv5onnQCdT7GevwE0+rGl7BRhRIjF0GfjzoErZCC5TaEAuJzCv6BCYIrhJi/oCVvtpztdp0oVhB1d8xjm7mVEMr6jnpxjORynnumrYHTc/PFyHAIvi1NPrwSj0ZwsH8OEc5IyQXlLCXgNTSjqimN4+snHFp2U0u4Oqv4KXL9HSIsPBRs6K5ZQJ+ccsZX08B7fomK79GSCKRekXmDFwuxNSr3RZwTiPuQQ2B/qaEtwm+PGIdC4idBupV0eIzINcdePM8HmmfIEr9g5+QCd/k5uFW3hGeR1DsEoRKAAtD2tCmHDKSjEkM55SyZJdVsyMYFpK8wMIuleRnG0R2j1UJ8cJ7IPMZw0yfoNh383b4Um4xQe0bQtQvUDZKAJsV8F5ZcAvzIFcFfIC6ZASdRn8K0q4QWi+ZTFdgyQnEwLuYHZympTPc9lPMRw+B0vgdLp9Af44sTgUZYfAqId7UqHmPGuMIZ3O6Iwt2XBGmBr0mEdKQnKhiHSsIT2VEZl7mJ2YYDL+S1gC4eG6BLyMSIPitTlQEmEgVMiEMlCcgoIoekawDuSQEHrwM+AuVDCd66h/0GTutidgiYSH67kNWovqKXpMhlPlswKXPHwuFUZano3W0hjJ6OuwNN/y5HoM7l+UqAC+Bs23CzR+bScsofBwHQLEWnz2AqFxxCx8hc+psMoot6mQOc86b2lcdfTFAY3XMvIDhux7ihnzJE+GsMTCw/UICOYROYvqcfpNRqrKF4AjCg9mwlWnrFDomxbMvGPFNQm5XqHxVARLMDxczwxgBGNDfPY8kUnoBAYE7kUYR3nUGUaanvViqIwLdn5hJVS/ExDff2DbImb4RLQtwMspJJxD5Byqh+m1KYn37DVCyUMHyv0YTjYdG65JSCYd6+/ytF7fPxR+6sBHbaVvOe1fAj0G5QwmCPDue4iMs8Z6UvXsE8MYsCXz3JcYTjUcG8UwOGOoD6es3/VT0qH9J2z30pPQvoA1MT4cRoLLmMDg3bPEpsYqUSyer6hwWoXdRvkClpP1jD4POzWAMxmr176Jn9l/ojj40pKT0A439E/MK27/UeEm97/MMssss8wyyyyzzC/yv7LaOK5qZW6nAAAAAElFTkSuQmCC) 31 31, auto;}
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40%,41.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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48%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALK0lEQVR4nO2aa4hd13WAv7X3Oee+56Grx8zV25IljR6J4tqqHnHqhoCRk7gutZOm+FdSSAot5EehtFRtjaG0UGhDW9xC+qOQxIn7SOLEcuzEJtiObblRjPWwRpLHkmc075k7z/s65+y9+mNIcU3SXDUaaQzzwb1wuQfWXt/de5291z2wyiqrrLLKKqusssqt5dnPlvKA3uDXL0RuZBK/LCfvze45cbp54bWv94Ao2p8iBwLYbNDRGNkawFphzC+yGESMq+WrrkZfWOKVtMWVoJte8yHOpZcZiM5CG/mZ5U+rfe57ptn/6EP5vkO/NQbnQA6F6GWF8w5TycE1hUllgxSJXJOKgWOSYTCtczTIgqsyp1fZaja2HXNFCQC477F6/6OfKfQd+stx9CsxstNCQ9AfN5CeEIbBzAgVimja5EgQkfXKnI+5RyKqOkzRRG3HW3ECAO77p1r/o8eK+7r+sYp+I4YCaBKgP46Rcoh/p0VYD9mAxfkmD4YFBl2TTcZQThvM6JW2Y62oGvAeNH14Pdwj8HILeTADdaDoYWcA8zGyJ8uYzFELcjzvYgZFEIn4tghnw3F4v9WAd6Huoz1QNfC0wuEIfTKGtaBDAlUPQYBOppSlgPom9wRZRlyTDUZY55ttB1qJAtTnH0RPF5GqIoTwA10qiP8eI/sNnFHICoymhC1DtwfRlI+YLFM+5g55/9YAdZkBXLwNE98F/Wtg1MGsQf9L4TYDpxQ2CrzloStEJzwdkkN9zH4bMeESKqb9tFaSAL1kUybdZoz9Y1xyAFoH0fN5hADeBJEQfSuGHOiwQ2wAVU+YRJQ8rBXoVvDa1h4IWDkC9BGb8C1gUg3DaQdiv4BPdmKSO9CzKdKdQ59O4GCAvuCRHQE6UIecQWdTOiSi5WN+xUbMa9J24JUgQD9WSviRBS/wVZQqwlhaxJjP4eIisrAPvdoEGyCjFhYcWAPDAVIIoKpkNcCqo2ICZn3advBbLUC39SUMZxXJCScDJVL4D5QFMcz6HsR8BtIKDBaRTIS+HMNWC/0eugVddNDymDQg41M2GKH2PhGgpYcSpgOlVrH0lzyFjOGFCIoiPO9hngCVw3jXi8S3wbUYTIgEBj2bQofAuIOsgaYnJxlUlQ1i2x7ErRKguX9JSMqK3GmY2expdVrOlxxRJLxklCmBKYVpl0Xk1xG3Fh31IIJeBToBKzBhwCja9GTE4tTRy8oWoMXvx9Al6K8ZkiOKroXaNo9bY7kaehoZcAZ+hNJSg7AP7wKkthbxAu8kUDSAR6spElns5nECNXj1ICv3LqBdFwaQNVcJKkNEt9fRAvgHgG5hfp2n1WNAhDNGaQgsIqSsQ30O0i6wFqYAl8I0yAaL2TXK0/9c6vvw0UkEpSJB2wO6mQK0c+Ikvvw6dstbmO1vYwqDhLum8DVIjihSgZbAuHjmgUWBeaCpBpEPAnmoK7QcqKLNFPvpCQA5/vmF/kceyff95uFZwusYVPuqfjm0J34cOEtBsrQUUu0gjmaQ/G7UhyQDnagVGhml0S0E00J2celul+pSg0d8iKYeJAvSInh4Gt514PnkJ+v9X34q2/f5I9UL7Q7sZswA3dI6QYdcpCTDrJFXqJifUDDn6ChexhYvYPPzmLygtyvaDbEqhqUap4DI0puaFCILJib401n4Gae93/14s/+Bv8j0tTu45Z4Buq31R2TNImV5HaizRSfweDZKmUHZTavQQYtxxG4GA5IKWYGGKnMh+FTICKiOIDQgB8GTM/B/HHUfu7/V/3vPlAqP3bvwCwe4nAJ0W+tPCM0UveYynX6AD2id29RTUAcyz7NSZcEeZtFkwYGcE7ITsK4K3QmUEygLZJgHGYRoAvvkNWjjnP/YvQv1dga5XAK0t/XnFG1AmUt0+QH2+kU+KsI+L3RVs5h5w6GOeX4YrMdd2QFvCmZCybUgUNjnYbMIeVHgPGJjbPUy3OAmznII0E3xd8lxGtFX8FJjn9Y5BOx3Svc7Gbik6CXP+m/+IcWeT1FIwIwrhTHYPiNsaypZDweAsqmhepKg8QQsQwfrRgvQ0tjXSHmbjAkpsUjZD2F8yl5j6JrNwrSHGeCsYE7v5gsOvp9R3halguH2mtKlwm8EwmZNCPUkQfI3sEztu7buAl/kmXwbl+masTcpZLvweoWURSKUbeLoFUMOkJqCAx1LYAgsL3G/1nm4Lvz2ouETi8rdCJ8ysJWYvHyHIPkdWMbeZVub5lf5SrzXPvX4pH5t+udcotkfnCOsKGKHyIcOyyCdZp6KH+EAwmagWA9hVpZmQFWR2Vnyiw22yG4+ZCL2GthqHBXzDhFPECafhWVu3La9BC65Exd3Z07uvti679J7vtLSMzGxu4D6FGdDHAkeh0VIEeZRPII2FVKFLmCPg7ERpPUNcjOvof4g0AU6gNgR7DKt+ffStoA78q9yun7kYnnjyd3Tw/8jQbP/mQJ+6ZOEWJciCAEFWtpARJhSpYWDbguNBGkYVEAPJkg4As0R5NobUMtAEGOHb3y1/3lc107wzs5TVEdPXIx6ntoDaHQ8hgy4UDBBiDFZRDuo+QmMbMIQMaSGEfUsSoZmKYVQIAfc6aEbuFvRHQ7dtYAembypycN1CAg9hMD2Pa8Sj336QtfnUmgpQUmgIdhMEV9zNOI5cmYHXgOaGAalTKfNcFkTJm0DegPoVsRYOGhgE7DJw7GE4FtLB5vlSvZn0bYAASIRkoZS3jeHX1BMyeAXlHRKkUIerQtpq0YiO2n5GpO+RJfp5aoqL6ujajJMFRahYqAXpBJAFuRwQHCi+tMwN5W2BYx6JS/gYyUbgNaUoAOYU9wsSJTHzSSEwS5My1Jjnqw5yqL3vCFlOmyWb7smMzZisqux1NfLOjig2I+39zfWctC2gCJC4EHmILJCMqoEJYNeA7tO0LmQtJHBSg8LC0ME9iixVybppdNs4VldqhFPuBYjNmIwV6e+w2H33/xp/27aFrDOCYkqBSNo6pEZQbzinlaiHmieh3D9etxIjOhWfLPAvM6Q4RhDPiW02/keQmBzPO6anMVSyv3v8/ytoG0BFREa3tMtBt/w5PMWN+6JKoIfVtSBtgrEM4aQ21iYGycwx5n2bxLKA1zzloL9AN8kS2oi7s/cmjX/XtoWsAcYj5UNRnDTSkdWiPuVsMuQPq9EO4TmTyDauIl4oEYU3cX89BUwx5lJh8jJQ1zzAQXZyd9Gt/6X/yntLwGFTm/wqdKZGEzsCdXipzxBU2BEIRTcaBaJ1pEOKZY+6rNVYns3k+4MgXyCHwbPwQpJHq5DwKQofUaopp5ea6hPONYWDK0znkzZkP6bkt0IjTeAbBlfK8LCOozbTWN6HGse5lzw+7CCkofrEPCWwsEU5lMoKnTWBW05sljSAUe215B8z5PpE+ovCGZNhXgYdLKbwNzFtfAjsMKSh+sQsN0L1ir7nWGq5dhsLc1hz9qCIe0Hk4AZE7joiXYZFp8TgvWbcfN5ZtYfhBWYPFyHgEMCr6tylKVHdQpO6fGGxnRKuSug+ZonUzLoiwIXHJldhtpzwuKxLUR//0TbXdqbTdsCbjfCdmdoiudXU8NA7NiGITcFYeLotJb6SynZDQZeFOSyI9prsF9KiP/ury9kvvzkruVM5P9L2wIS9RwVuIBwCGWjN1QTx05rSa56cqIUNKBxakmCvijodx25DxrCE6do/dkjF6MvnVxxEto/DKmy3QgfVuEMynERGilY59kRWJpDjrVZyNcD6s+l5MqGcNYQ/4MjLCj5fz1F/FcnLsofrDwJ7XBDH2KWL7bVY1xllVVWWWWVVVZZZTn5bwhnE380aKo4AAAAAElFTkSuQmCC) 31 31, auto;}
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54%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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62%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALH0lEQVR4nO2aW2ycx3WAvzPzX5bkckkuL6LEi2JZUUhJcWzHkVQ7tutYtiEndoCgLVAEeQnQogHyEiNA2sYuWsQN4AINChRF0aIvbV30KXGCKKwju0mQ+sLYimNdKFKRdSNFUuJFFHfJ3f86pw90C8MwnFUiWgzAD1hgH35g5nw7c86cnR822WSTTTbZZJNNNrm5PC+fagb0Bn9+JXIjg/hNGTHfHHrK/c34z4LHMV4dNeNoxzRyWxGVFKIE+ZyPVjKoG+TxAP1Zguw2yIcMbibCDBVIWjIK4Tw0EJ9Z96iug0fdn088bf9leH/yMnkcQHYnZmkv+toqsuohXUX02zHS6aOLKfrTBPmERY+l6LJDWn30Sk7ggobH3FACAA7lvzfxl+bvhg/kx3DZEC7ZgakfQI+ncNkhpSL63QSzL4SxDM4oMhTAWIa0WljI1lZIg2w4AQCPuccmvibP7OnIngY9iIvLmPgT6FgKKwrOR190cJ+HHkmgpGjVoJdy6A1hzjU81obKAe9CJ23KNi9G3WGEw5hwAdc6itzVii6vIvf6aHuKqA/3e3A8Qh4O0OkMe/dvYQ54B/r3XsaKCJNZgJjPoHwal/Qg1T3oeA3ZUkR/miKdATqWQDVFQw+ddNBuGx5oIwrQL/kZqSrfdkqEYSoLEPMY6nZDtgOulGE6gVKAjubwMQ8dTZEdBj2bIK2NL+yNJkAPtmVMhMorBjyB76mSiWU+DzD287gsxOhe9FyKNPkwliMlA+dYW/A1D11sPAdsJAG6/Q7H6XZHbIQrBXgD8A38xDmqGOquGzF/gEuKyMoOuJBAm4+eAHYKjDmk38LlxgfdKAK0/Y8yFpsz0jbLVI+SGWGuSTnrCxeAywoLzoIcQN0AwiA6HSHNAZxMkK0eeiqBHtDptOGBN4IALT6XEbc5zB5DbbsjKRhmuhXfs7wpjnYRXlQlFqGSFxDzIC5tRlb6YEkh86AusAqorJXKBrnZArT0ep0sBr3bkA4pdAq1gZy8xXAmzGn3DS/gCC1MKiyrIHI7mjsk70NnE2i16C+BPgOXHNL+23ES1I6LYygX8Hcu4JcUt0VIb1Nkm+FakCO9llmnJIHgIfwPkIqQaRNwAOiAqzHiezDjoIW1vdLb+CRulgDti76PFCeg7yy2/Sq0TBP0O3RQSNocdq9hNVWWykohEN7wwFOlrlBxFjG7UBdA1ApWYCGDDtDFHPKNXQZ1KP0GoYwStI7RXM5wxQm8vjoaXganmHsMLlVW2x1aNMTAVO5AYAEhUkFkEM0F8hJE4P1oCal6UDHQsXEF6IP5A3TID+kyr9MhFYrmDZrLKZl/CttaI9gVk9WVtFuxA4J6wrxz+J6QC8yoI0NQDQFFtBl7eIqRj7UM7/vbubVk6DZmEtQvp93sdce5XU/TxQW65VWa5Zc0c5KWNoWOq2i0gDECHxakAEmu1HwILRQQriIIINKFAnblKIA8emx14unPF4f3/8fcWiVoEG+dgn03+rW4jUGX0odhgYxBWeCKLvFzk+DoIvUuUrMh+N14W5Q8F9SAy8GWhHgRmgRy0bcnLfjps2tf3ubQM9WJkc+0Du/74ux4oxP7IATod+MywwJFVQrOokDdZryoCak7y+smINJOmgNL1CzkCw4K9v9DUwVfoWqgrEKkio1b4T26vUcPVyf+669bhw99vdqQhPXeAvpKUubjOG6JfHqnAtrPCx1nDdumAj6bWG4HRGMcKyjgUkXFoHOKpIrnCXJVyYE0U3oc7Mx9eJ9W99DXqxNHvlVsaWSC67kC9EdJJ4Pq2HqtBWZTWBZYEKgDxtE+HNI/XCexPsggcVZA05B0UTAVRaO1hqgLIU8VEeH3cw8a6PMffmKl1sgk10uA/mPUznbN6K03wWwGlwSWQM87uGqgBpwJmRvuoc59VCrtuCtbYKkLUcU7JXBRoe5oM0I38FfZ+//yvw7rIUCfjDu4yxjKuSIzwDKQgF7MYBTkrVuJL3yTf289wFfuniEYWMJlXbjpHrJrAeakQk1piwyd847VVHk+vvHBw40XoE8knRRcSodCMQkgUVgGvaiwADLXChf/kPH8Xv5bhcKzH2L1ju1ICJpBcHLtudJpIbiW05MLR2rrEzw0KCB46IfNyQuP/Ko9pZ/M76CUX6JfDJ7LsLUQ1RwSAzWFcxYudaNuD1WEUqSUfwJ2Vqg3KSJgL0NTVSguK7dWDSPVxvb8r0tDVSB54ZFV76sju97nEb0z/R1qroLFUcYQiI/WFZyBkgHNEN+undOlxlaU7kzoXYQdJ6B7XCiPC93Tyq2TyrZlGFle3+DhOspg9txTp+VP3lOC7s3+iVCacJrRJJYMRdC1yykDxA48g8YOWheAV+m1GfdncE8iDC8qt87C0AwMLAo9Cfy4un7L/p00LKD4D6Poc0+dDv/t+++UoJ3xnyEipJogYkhRPIRMHVL4vx0mELHWpg6uIvYkLfyYu0zO4znc6YT763BbpDyYCd9Zp4T3XjSeBAXsn44SP7P/tP+tfx5On/jj8fLyEeAlcjcHKKEUiN0Kl9WRiEKTA1/QWgI9FkqgM0DvMWT2X2lH+SgPcIvzWVJBVdjbYJ2/UTQuwApYpfTsq1T2l8bLCxO47ARFaQNC6li2SAd1FrioOdiANMjxMpAufy34lxLY7iOBQ9OjyGJCc/YyzeYheujDS3bBB3xZ07AAN6OIBbWG8PBRhACXxaj0k+pb5LTikTCLY6sxLGNotSmdbT74AscccluATmVovY7crujkS8jFKUjGsPXvwU24qWo4BxgBaVk7zdmwBa0raVLBmD4iXaHJ7CTVnDcI6DQhY3nGsnG4HoE0h12CkkGLQ3Z76FACvQY+efmmBQ/XUwXOKrYE2Ypgm1tw1RRPBsjiiIouYtjJsqZ02m1Ma87PyYgkZMFGSL8HAUh/AJ0BbAdCBw8r9geX4CbeUTYswB0Dr1tIJxVTaiFbjPCCQer1CgX7cRIXcY0yvpZ5DY9ttokjecSq9agUY+g0UMyRW0BzRQ56eF+dg5t8Qdt4O7wKpGsdmuYBWeRjtERSnydgD1fdeZrkPq5qRJPdwZhLqRjL684xZxy1zgTp9cGC3GGxD1yBDXA73bAAryxwTjGdQjZt8Nu6yOYiPLOLuFbBMx8hchk1+nHawpgtk+LxJo5pfGZMznJbDdlhsMOzsAGCh+sR0C6ko4o/ANG4YtpLxJdjfH87K9VZPNnHipsikHu57Byd8mEOS0hoAp7XhDdVWLQepn3jBA/XIyAUdBpMDCYQ3JKP39JNPp/i249QWT6Psb/LfHYCzxxi0l2l3+zmMCGehJwEdvqNvbTwQdKwgHzOEfQI2csOb7tQe00xXWVqkxGeDJLXBU06ULOLKF/Fk0PMujrdZjcj0sQ3wiXYYMHDdQiIJxxBh8W9Ap7nkEDIZ3wKPX3EZxYJW/ZTWToPeoAKylIekctB3sor/MK/CBsweLgOAbok6DVHMGDIjijB0NoqoKkNp2WyyRphsI/l+aOEfIqEArVcORuM0v2Djw6vZxC/CY13g0VL7WhOUBL0FJi5t7fCS+D3biFe9JFqkdA7wMLCCSyPUJUS/dGXWfyLxfGtIwff7/+Em0bDAjoKgq0b8hlHOGBI/tMRbgEQ4uOWcGCA2rk6ZrWD0B5gef4YJt+H2nvofPlRrjx5/PTAyJc2nITGT4K1nFLRsvqqwyIERUPynKMwJKSzkJzxKQxsp3YuQSodhOF9XJs/RbTaRGC/QPfoV5h68tnTWzeghEa4oS8xF0ceav6A57/JJptssskmm2yyybv5X+H1OIVLkMaiAAAAAElFTkSuQmCC) 31 31, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur223227 1.6666666666667s linear infinite forwards;
}
