@keyframes rwdcur123289 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGh0lEQVRoge1X33MT1xX+9u5qtV6vftgI4drYITYJWDgONokDGDANSWlDEiaTh0zbaad56Ez70Kf+C33vUx+Sppk8tFOGZkiGDLRAShvHFMfx1B7iOC6oFsjGWJEs67dWu3fv7YO0YRECGZJ2pjP7zZxZrXzvuec79zvnyIALFy5cuHDhwoULFy7+99BCAOSmy3y+9vbtkQgA5b8RhfjAO4Lf6unae/j54Z+8/iPN1745eXVu9n7LO7u6un/21ptvPLbv0GgyVy7nbiwmABgPG3A9pA2uU7ydj/Z0jOw70P/sd4/073li4Jlwe+iDfFr/vMlGqqpKS9vm0LPH+3f++MVjL/ztH5cn3/ntW7+LXThzEUDha8bflIDft2P3QM/o2KHe0bGDnTsj27e1Kcouv6JsE0X5HITmEjKBLAXWONAnK8pPj37nuSOjo/tPjE9Onv3DiT+uTp6/WEqlVr9ZApoWDkeGdoeePjDWsWfvSFtP79YWX4useUWyWZEkiwgkVjGMRL7cVAqSKEqMM1amnK1ww+hWJCkSaFX7hoaGj/Q8MRi79no0/uGZM/ELp97XE/HrANjDEwh394YjQ3s79h/69paBgUGxLdQuSR6JSjJ0RpAwORI5w5BKpiGZjKyqbUH/rqdG7neAGN7SwS3OFGaxvAV6ca1QyFqcpcvAmsmZGOrrfeT4z3+xad8rr65+dObPNydOvmusXL+6USICAHge6R/esmvkQDAy+LS/77HHRX9bCFwg4CJgCWCUgFkSmCmAWxa4CRzs3aS+NKjKxCpmisyiqwZlSxXTSDKL6QysVSQk5BGldlGWp1eJFo2ldJEAoiiAcgGME3AuAhDAKWBRgFcYzHwus/75xMXUzAfv5Rc/mUWTOhHQtnWwe+y1X/q2RYYheFXGZMKZAHAJhBEwLkCAiGrDIgAkCAJBuCukHjvaoWmtgp6kJk2ZjBUsxkyTg1kCBA6InBBuErIUzZLU4lKBcwCMgQHgHIDFwVkti4xD4BZ49Ttq5JPx5PSJNwrRcyeb3gCUQG+wf+wHgUeHjraEezplbRORfQG0aAFogQC0NkI0vyQFNZEoPoG0qwJoiSvnTscKyXQuxbnFwCwGcMIZB5gFzjkDGDxeVente3JbT7vCJAIYjNNUSdczJd0oGzqrGCYqegVWuQSzVCyVEisr5ZtXpnNL05cqyegVlNeX7yenag3o2cXMzOlfZWZOv6luP/RiaPDwK9rWXb2ccrVCCYrMzwoCNbjKpb2BVnXML8mBoCDNXD918u8n339PAifgTOKk2pUEgTFYzKACod3bd3Z2H/zNr9VgqwousFZLloUip2uUGmWDwKjoMNKJXOnW1eVsdPZy8cb0h2Y6Og8g17wC7u5CX5ai42/Ho+MnWnpGXtg8fOw1/45nIgLxqqLsRUG12C3dpCTgVTwiA6i+jkz0n7Q6ZRVUJ7OM6qAqAcjx0qYBSTFyhsBlSRAINzmS66ZRyOZRvBXLFGIz0ezVyU+zN+YnUViaQ1XzdCPBNyJgo1SOT70bj0+dksIDz4WfOv790J7v7Wa8M3jdY9K/eCnd74PEzQoABHE3gUKNBOGSRDzcI3m4V2Em8O/ltdzCwmw8NX9pYf2LicullYU5lNOZ2noV1ULTa+8UTbpRs0HG6Jdz51fOzp1fufT74fCTL/8wf+Dlw6ywo1N/XPMXQTwOAnbwrOZXBqBwyyLFdZOWEslMdO7TaGxmfDa9MPFx+eYXV4AKBaA59iu14J1GHXYXNvJbiADwopLNF29MTd2aPjuxci0hLKeVlqV/TX2Wic0nagfbvgTczhqxREVet1q6PvvrnyauXXj7nez8+FmaX14ELO7YR2r7BNitrmqe2rv9dxvc/uD8shHsTKoOq2XKGxS1kN8q3Ew12EdRlUBVBpIvCJpP4045kJovO0DWwGidL+etsI0SUFC9Zn+NgIYNSG+DT+f6+5kdvPNJ7QCbBULrTMedmbsX6rXbqBjv5aP+3PqC/urWmt0AcFuPdqdRcWfXsTXrhPO69QYEbJ+yY2+9ZBp9dq4B0FxCTtiatbuFk0w9ER21OYDGfd32Y9fUvYKvt7vwIAScROzsOQvcfpdqQeQAZGrP+sMl3CZvk66XjE3qa82BRrCLyj7IzrZTVgx13eIePuyZUa/5Df9P8DA30Aj1dWJPU9saBSThdgHbBB4Y3xQBG3ad2Fn9qt39v6FZi3XhwoULFy5cAMB/AM7wG/AsnouzAAAAAElFTkSuQmCC) 20 22, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRoge2WTW/jRBjH/xk7jpO4cZp489a0dLNQsRxA4oBYCS3ihsSJD8CJj4bEiSOfACQQcGAlOFCkrSDtpm2SOm7i2M54PObQDJ1489IXxJv8kx7N2H488/zneWZsICUlJSUlJSUlJSUlJeW/BQGg/9NBAEDmhn4EhlHRKo1a3rRaObPe8ga25x5+/cUN31cBsDvGuHHg5fctyypV6m3NrDf07Z2OtlXfyeatmqbXa7mcWZ55EzLYLhBvcvHbuglKVqP19tP33r/s945H/cFw2D0+GjsXjjs6d2DbNoAAAL+rgAwAmKZZrlQqtfajg1fVenufVHd3p/laO8pUrVgxS5TnjTjK6pwpWkhjIJzhoF0yPv2oqhpFak9ZzC8Y4yezkA54xAMOXlQIsbKKup3NaT+P86Xnw4lHFAZw39uOgqBMJ44+6p8xx7ad09Pj8aB38qLb7V7atn3W7Q5d13UBeJsEqACMd55+8GH7zSdPHrx+cMBKO+3LbKEQ+IoaUwL44I7LYXsU/iREBhSUA2Oe4Ue8qOd5sdznIRtGnE8znIc8Bo8y8BkwCgghIMThhEDNIVZzULViwVNQoBoq2muPO2YW5A2iqGYUwx+Nx+fd33vdX356dvjsh28Pf/zue7/X627MAAANW1ularVqbTfajWrtQcN62OmUrXrT2tvv5Mu1WmiYZU/Nqx4InBngO0QfHQW6N+j14iikMSKOGAA44pgDcQTEMRQtp9feetwgReqwGQdYyKMp5cyzAzIanGVG/d60f9L1neGpd37ac8bDPvVGw5nvOHBdb1OJbdrEBQAF3awbRnmr0mzu1JqNZmv/lYePGrt7+9/86ulfffn5Z9S7sBdHJX9OmCsWS3vvfvwJQn8cjl48nzr2GaZOfzaz7dml68xY4MG3RbnQDfHcWsAqDKBoQM9qyCgM/kVvo/+W1cLEHwNTiuva5gm7NXcVcFcIAA1Xe0+cgBxXRyyX+uL+Ru4rgMxNlfqC5KpyXAuQRciBC0uKuvMekBFBLmtlAQSrS4NL/quywJZYUtCNBcgBaol2nQARVFIEl8Zd57tODJWer/wSC5IBiIA1LJaChpdLSA54VZu8t8zk4APpPQaAbxKwbAKG6zJhcwEUi1lQE+9zLB6RyQVZV3rys2TmNmZATCbSFmD1HhDXGhZFJOtYIHz1ucn7IXkiidKhifFuJEAeFFhcSXlFZEGadE2xWAoyBQDGvG9g+alEcbVwwsR4uI2A2wgT6RVZoQk/GTkYAqA07zNcfexkE8EvoNwr/OXEc4sAhPMA4xW+0byV65wBcBMWzMd6iftm4K8gwHXWRF/8boiyWcnf/SuximX7RmzYtfxbBADLP2wpKSkpKSn/b/4Akvr6/HcZBPAAAAAASUVORK5CYII=) 20 22, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzElEQVRoge2Wy28bRRzHvzv7jL1x/YrrBDtJk5BHq7ZQCQmpICpEL1x6QT3CiQt/ApceOSHxD3DjzAEhpN4QUoXggIRqGkhDk/oRP7r47fXaOzvLwV46XZw4Dq16YD/ST7OPmd98v/PaBQICAgICAgICAgICAv5nEAD6yxYBAMIMdYmWTi9riZXV8NLGdq9sdJu5u1+dti0AdgZ9U5GmvFf0xZW1yPr6hpq+sC2GshfIXCYjKgtxEn5Ua+Z+/gFo5E9KoGaza+k3b94YVKqVfrlQaTWPKjCMJgDzBRmIxDeubWxurG9uy5m1nVb4ldWOHU3a9nyUED0kupImCzKUjLJkv/3e+2b94JeTOoiuvrq5ffujj23bpWb5idGvN+qsXD6yy4VC7+jPw0a1UOxWqjWg0wYwnNWAAADxpaXM1tbWxctXXrty9errb4RTi5myG4r8NlD1ek8EHQgYDAiYLWNgu3BsB8u6GvrwRkgJaf16n4IZDmWlgT18whxmMbCwSEhSFqWYoiplRY+kXEqzqqydFyXJsiktNNpmxWi1i5WKUSsWa6WDvf2/8gcHRqmw1y0W81aragDoYsrSE2Kx2PK7t25/cP2dGze3dna2E4lEXFBUNCmjD3u2le851OoxqBagOQKhA4Z8z6aWIoWub53TlTCxDGrT2pAx02GMUhfMESC4gOgSQkCINSdL7rDdZiLgyICmgqQUkVySFWVRU5SoJBDXcUi+Y1oPCuXa/dzug/0f7/20//3d74aV/IOpMwAgNBePxyPplc1zy+vb0ezyTiR7YTOycD4djsb0RESXYnNhpMJhSVNEIhAZhuUo395rEaNQyjPmMBcOgwsADC4Y4DqA60KcU7Wlty4l1XPEFOBClAkWNIGsKoSkXUJYf8AOD8rN33dz+4cP93LVx3u7zaNSsds8PESjUcdorxw7C8edQgRAVJ1PJiU9uaolMpvaYvaymlzbmEutplQ9Jsn6vGKWCrU/vv7is6FpNJ/NSv7pMBSNx699+vmdcCqlC4xSp2NicFQ1W/u7ucbjvd1uaf+RVS0cmmazgr5tAZ36tGVzGgOT0KFF47IWipNwOqPF1y7KkfOLxq/ffIluIXdsq/BCeu3WJ3eYY8Ms7N3vPynladuo9XudLrqtLtA3AbTHor04NbMYmGgIlj0EepWTq84nlYSeHJrNNvp9b0koGJ2CdHxPuTi1mf9iwEPCaMl5pYdfgHetANDw1ABfl06IE83M9CWeIHZS6TfgN+HVU7h2fN1JJngzdBYDXmd8h/6YZMRvgHHPvLwEk2fMEznJzNB3P/VXwi/AE6lxpnhjZEL7WUs2zuU3Mxw/9/YQAcCmGeCTUs4A9T3nDfAj69XjRfLX/AzzffFB8OyM8H2c2gA/Chb+vWwmLSdPJOXy8BA83dAaZ5rfE7zwIc6whHgTngD+h8sbCWnCtX8A/BAAITwdZR3PzpbXxhNujWPIvTu1gePgR4oXxr8/Ca+dt580X05PtDmOoT+neEbhJ+FyMQ1nrEEalwpGAvsYCe4C6I1jMCnnizAwC54gCaMjnQKwAXQwEt/ByIh9XIKXbQAYjbg7LgcYLZkeRgb6GM3SsTyPX4nngbcH+OPXenlyzob/yxwQEBAQEDCVvwGcvz6JCy7BNAAAAABJRU5ErkJggg==) 20 22, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 20 22, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 20 22, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 20 22, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 20 22, auto;}
}
div.testarea{
animation:rwdcur123289 0.8s linear infinite forwards;
}
