@keyframes rwdcur221496 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzUlEQVRYhe2WT2hcVRSHv3PvezNJJ2kyMW1MSkgqtYiLFpWKDBFBrIop3bTUbQotgiBC14JQENzoRncB04UrLYpCkKI2VUmtNtKkFa2mTauh0RTMTGIyf9+9x8V7FSmdGWzryvx2F+675zvn/M69D9a1rv+75HY+Wil15Gq18KARu02MQdAzTs25rraF9/5TgPxq1yjIfhHpVDWAQcQiCIrFiInOp5aPDQVLh+8qwAQduXRQG28ZzHSm7+8g+0IPG3bPIVgUARIYDAUbMZVeLETo8PNSOX3HABO05MLQfiFKYMVgUSyQ6m+lf2IT2l1ExGAwKBZVw6nWBSKpRRHuiWYQpilhYMZVCQBQRVXxCtF8id/2/YkRC3oDyyJi6dAWhCAISY83O78hwEmbGQU6FUAEFRARQFGgMpOn8nU/IhavFpIqCBZDgGA7P9CO0dsGUHQEMUnycbcVATFI0v21D0tx9hJXoSxKwURIAiLY/Y1iBHWzDzMHVAlUlYttD7Cy8UmCIEtUvcKm1XPsWPsJRYlm8wgtoAYRw/VgDUOQ1MghSOfH2pPbK4u39EJdAPV+Z9FmmN76KjPVDKoGUSDsg+wQy13X2HXtTbKP9iEsIyL8HlT4JSgDFkGTGnk8ehD4dwBOTG5q8BUuVFoBDyiqgmAQUb7ULUjfEbbvOUnBeBZtjcWgmmTvk/AOwfDthdS2enHqAkwOHmW60go3Jl2IIVC+qq2wurPMN8MDXE7leTpdw6AINtkjyVq4eNXy6dUhYO6Wceqa8GwlfYmkj+BxyQh+tmWBPw5tpvJIP32DFWaKO/jou0wSLjaeTUby7PetvP/jw6jxde+CuhVIWTPmvT8ExOOHcqptidWn7kO8gvdkUwWqtPFzcRevTV5mMLVElyglB+dLFlt8EFFw1epMvTgNb8K9A2/lVaUzLiiceBZcT3tsMOfJPV4kbP8BFLz34D0+8iigzqPeo16j03vGwnoxGt4DNe+Pxy52XKmVcfe2g3pUFVDml7sREVRjk4KACKLxCgQROdYoRkOAT+ZfPhypFgRlzdfAx9nhHKjy6/QK6UovIvF0kDghbhkgUpgcfqfhy9j0LTDWDTt10UCQAlXEubgC3iPeMznVS1jLoniSpBEFgchpebjZ+bbZhtnCifntXc98HsK+eb3e4no2Iur/dk91LWJuto0gs5VuYzAKkSkXaq60+8xz7975c/xP3bP56Gh+pHdE0EBVYxA0uaccoAWMHHdvvHR3f0huVnjk7QPem4dE/GNeQby7FG4Ix8qvv9g043Wta1036y8Fcbiw2wWwigAAAABJRU5ErkJggg==) 16 15, auto;}
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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe2Wz2tcVRTHP+fcSWbmZTKZpE0kpjaJiSmCtQS1tRFaaeoqICKlbhtEFMFFxT9CN7rxxyJgs5ZSxDQiaBfdhFaE0GgVadGa1kgsJBPaNM7Mu/e4eC8qhZkxWlfmCwcOXO75fu89555zYRvb+L9D/tGuNz4Yw9xk7rul4fGFErGECz7I/Bc/n/zoPxXgTr47hXPHzLmSIKBK9pslDswXaFPFIFZ0embxtZfurYBX3hlzUcss6kqIgGhimlh24QZHLhURwBBUKHupTcxee32uWWj9W+RtLedBS1iqWQRUMEn8ymg/lytVVBxOFHAlDbnzzw28P/avBbi8m23Ju0zPSETnA7m/rEhyYhEwWOnbSMMpgqAiGczNNoufabQ4MP3h1ENdS6VacQkRAYXsvi6W1wZZuJiKMCCjWM4S8jSpZrCrUCt97qKpZ/ydujXR8AZ29315ohrdwLwnmAczqpkVunbOc/BQBTRNh4ErtyAogqI4VJTuqgeRY4046goYOzt53ILPmBmYICZYMMwMs0C2+C1Dj0Vs1nH/WjsqispmChxSPotA6dNcvm4t1BXgXGafGWApaQh/+qkNFq+DQPvMIg+2RAguDenYVahxeHUOBXI1nazHU7cGvK+NiXOEIIhqcs2tX7M3V6E7CixuZPjeXaFw7hBHV/tIKxIQ9kQbPPHDmwiGIHiR4S0LAE0qCcG7ZV4Y+pE9/R7DEGC/VRiKq1y8fIZfO8ap5AbJV8vorc94/PpXeCAkPQExX5elroCAXVWTp8F4ce8VersDISUPGP21LD1e2X/gNuvn3iMABniEICAGSlI/wajbkOq/gqqdMjMK0Ty93VUgBmKMmChAn2/BMIqvDoEoKoJgqCSdwJF0CgW86qUtC7jw/PSchVA+uGOdkBIbnkDMjuDS/AayRxfpePlhxAwRRSD1JRElEh+prdcdUo07oXG6t6eSEvs/hGSDpMuGSKDzrTW63n6K1t0Ruklugbbx+xj8ZGS6EUXTYTRj968GrCTJIABguFakL84jxAgeI2AWAx5/rUi45WgduYlv3Sh3FlY6G8VvOgsMPwFxHPAYHiPmpruNYARLzCwAgWABN7BC5pFfCNlK7JyfaBa/qYBnZXlO0MPgy4EahmdF77DqNlAxVIzkXSR+MA9Yeb0aHy7m15qO4y19SM5YxxSEEwIZh/BopYuSzwB+MwXljPOn2/PL9/hDchc+tuh4wEYFnhz9bSeFml5tc5zKt/3U9MTb2MY27sbvh2GT2N41qf4AAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwElEQVRYhe2Wz4tVZRjHP8/znnvnl6PX0RyzNEQjIciRKGLQiFpKQSLSKhTSahf+BwW5iWhVm1logYtEpk1DlCUKMQ4OjZhRDPlzLGoax7nadZw795z32+JcNaR7R81WzRcO7+Jwnudznp8vzGte/3fZvXzUr0W9wA4nWQsJARt657MXTgxv2X/gPwXoV3uf8K1GKBkBJ2AkgNP/bYnRqadSmfYNvfjxzvsK8KlaehNsAJKSE+Cm8/wBxwi8/fVSCtUnkGJZNTYPbdk3+K8BTlzv7iVwtCUWk8ycimeMJ1Ws7vTvEEePdzA4+TQgJKXFavuaI1s+HGtmP5kLYI3aBkhDIiVAABJW18SPLVe55ln973OYx1ZHjk0ZCMw8SdtmTgKLm9n3Zi8nKyv6olSKEkKAMBNtcnqqXbTGAjdSYgQq04674yFgbph76dlDr/fdM0AwtrvljiFidutMDNbVOgHHcYRz7lIRc4fcOeaOiFvvCeByZcU2SYkUgYibiIpIEUkgsSgmFOqpcYyRyiosgBl44pgbbdXlJd74oLeRn4Y1YJauNwzhGFA79QDV0SXEckay0mh/cgqWVknkRDP2D7cTbDkYeRQElhhny6sJHdd2ZPCPHdEQQDHrdQ/oUgfju8T1wz/kYIgbzbPkvU389PJv9P/eTpzdgDkYhhTBoDDbxbmRaZRp7V1HwD0S5Vx8fopsbJpbHZufw509nPnkJb56dAFdi4dxVx57CSMhqTzMse+6wGbz5rlbgDSz09Vv1jw3c+EUZoYr5pGxwJHuVxgqbGR8YpbvjzsdXb10r0pYECrUYuDypDM+WkGqYQbmoeFAaghQLGR7f9lz8TUBkoiW18JEoYuhwkYk0eGAOdcmU85OzCKBxRqGkHk9XZAVw8lGfhp2wcK2K4PTJ8rlzHIzmUSU+Ll7Vx4JIu0EWkYugBkyw8zAjGiWJ0oGIuXdXQ2XVNM5kJkOZhI1cqMpMNG2BIjkZR7pGVmIXZ2pV0YdRKA6DMVkXzMfTQE21aZ3ZlhZRKIiEai4EyWMPDXLQoHHD1RI/vgzRxD5IMrPcrZnZ9PNOOcuUJquT0M446YEg5Uz04ypE1lERIR4JCmw6ovIsfgrtWVVsmJKciWkM9E2Z3PYv6N1fLi1s1dpNoAojXau41DpTSSAHAIimSKGyCRQLFui9QPndzfdhHcMcBMktPZlhO3HH3zVh0OPqw4g5TsilcrBdPDzsbfu74Xkdn1ZaN320UPvb8iingHIlJ32kO0dOL97zgvIvOY1r9v1F5pPqCDzdsIKAAAAAElFTkSuQmCC) 16 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur221496 1.2s linear infinite forwards;
}
