@keyframes rwdcur115424 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHGklEQVRYhe2WeWxU1xXGf2/2sWeePbbH9tiDxwsYs0MDZExB0ISmriIlqTSFSk3UVjGNUqVN8ZJKNFJTNUTAjHGqqlWEzf8pEGUhaYAgtWkEDKmJAZvFLDbY42Xs8eybZ3mvfwzQJBiI20iVql7pSU/nnuXTud/57oX/r//V5XR2Of5rxXe+stf+8toN8lcBoZhr8j273rA/yCcTDLRmek6S8vtav1YAO3+z1zHdc+LU520uV7f19r/T2WV1Ortakv29jjEpS/z0J3aXq/u+XVDNBYDWKBK4eB7nnn0tcjaDPnBpuzH2d2vHb191Z7Ul7mDfZ47B4+9bp8dGkIFM72kKm56q+toAyLJMRqtl+uhbHVsXulmxIISwAdI6wd7Rpre7j8SRAfmWvy8wTezm4Hans+tAe/s2z2w558oBd371AmKnj7LMFoI8oAhUepmfvxpHNHzROQ2M95ywAvfkzZwAtLdv8xRYbe6hKAxcA6LATG4vzwSbm+6OudnfC7J898a/AwBAX2A6iEbLwWOABPSBAAgClFTmfIRbn1heSfWGzQCzth/myAEAbaFpeL7VxvnBK1y+DPUyjHnAJ8LQWTCWV2JZuYbyZQ+15peWD7e3bzvEkXfmWub+a8fPXjr1XaVK/n0V8i9E5MOLkd9qQG5fsUx2Ors655JrzkcAYKpZ0CHOX8hJD+jToNdAgQ6qJ/uIDF51OJ1dDxSr/wgA8E2tsYCEBFolxFI5DtgKwfPmfmv8yJunfvd864hzz74HSrHwVao5nV13Ril65WJn8P0DVmNoFJsZsjKEZ2CVJZfsnXPwnQbQqKE3U0vmqZ8eUur0f1ZqdQgKhfvLevBAALt3/rEl+8m7HWLCiy+a4dyZC9TqYEk56NSgVUA6C+enYeM8eK8PFlbk2D3uh4ZK8MbAaDIR+dbTHqlmRWNbW/MdEPcFsGf3Gy2Gtzs76pMDxFJwIwjxFJi1IGpgLAgZDZQb4LofkEGQobIwZ0PI2RMZuDYFq2tURB9/wSNVLWm83QnlvYq7XN32+PG3D6wMuemfhL8OwdUIFMdhMgLDQZhvBmshmPLBYsyBmoiCWgMVIqiUUGqAqQjoiwu4OZ5G67suqh56RPHRR4ePwn1ImIpFW9MfH+fMNRgfA50MuiIDUoMFn6UQtQLKisETygmdSgGiHiYyUJmfs90WwJpCqM5LsmZtLX2eIMjynRv0nkKUikUJzaTxpgRMJfk8+dgKrLZKhHiE0+4ruCeDTPkhk8pdPgI5EBssIH/pYMMJGJMFFlkUbGpcRjw7c2fvnh3QGkWSNRaefW0b39uynrqGGvTlZrwTIWosMj95Bo6PQu8UhKP/ihN1cNn/xVxDcZhQGii1FPENaz4rA/9wdLz2B8d9AZQLIc+LLT8gPTpJLBAho1STiKWIRZPULphi3VL48W4YEeCMNxcj3CLdiUk45wVJglQG+oKwuqYUlSgyk0hh9I9h8fYfdLm6rbOS0Llnn7165GS3NpUgFfSjKTZTWGkmE40RHbtImWkK0QhVTRAdhb+dB7MAejW4PWCU4HIUAnEYCYOcBw8vrsZg0CHWWIkFI+ilBGNFDadm5YAsSVZj2Mu4J0H58gbUBgNyViLl86GSvMjZHMGkAdjaAh9/CH8ZB7MPDIrcGC7XwbsTOX7Y61UUlxUT94dJpEFryGPiyiipkumtyl0/fHrErpL2fn95XfOH1z2du17pcMjXznUGh66Li1bVg1JFMpokMTnJ1aTI0eECpq7cpL4S8mXIWwtaGS66ISLB5gpICWArgmIVJGR4YbeS4OUKyKRQCqAtMKItFPGpii+qkuGodbV6lHxvwNrWuE427P81pkULmbdiPlIqRTadJc8kcvhCBP3Gja119YpGU0/AUVRyHkECUtDUDB/sBzGc0wSFDrJZWGKGUivIKiOn/WrUQwOsWmpDGQhR+4ideWXlDsWMQsfYeIxkGtaFTlJmSLFs0xqMRg3GWhumRXWkTGb0m55obH/pub2CIGwP1jzumQqoiEwDg6DSwcrVoAW0mtxsJ7M5IaqrhuHP6klULH7dMzBBLDaDWiWg1wio9VqUjz2xpXmw95J4bSjCTBCmfDJlZXmkgxGUcpai+kr6B5OHtr28oxPg2LH3wo8++aNTZ71VzdXyp5isQBmYSqH/OBjUEJ+BrBIQIAiMF633SHX2Z6N5hqp+95nFQX+YvhtReuK2Q4LL1V0lZbPrApf6Hg6c/fSXoXM9VFkKaLIvICypuFDR6N7xp47GuybF2dVi/uDFDiEYR8yCQoJ89ewjfcn2bU9y/Zbttwi+OBn0u/RFJQCSqq2teRgYdrm6h4uXrjyacTxjjY7c6DoWDSHWL31dk2/omC2pIAjDJwaKmK/UoywDZJiWQSGDQoAZGdTkno1R75RVlYt5tP1Xzz3/+Tz/BGQW5BFaCcK1AAAAAElFTkSuQmCC) 14 21, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHAElEQVRYhe2We2yT1xXAf99nx+84sRM7seOQQCJCEkLW8ErLOqlIqyjrFNplW7Nu+4MGwaShaZ3TrS0b0EobTawOtRLtRrZJkzaNkY0yNjqgLQXKYxTYEtaGvBPiJHYc8vKXxI/PvvvDdIwJ2lDBP9OOdKXv3vvdc37n3nPOvfB/+V8Sn6/5jtfIn8bQ849/XdxqPPzXN8SuF1/Zf08BfL5mOX7hDD/2vnCTocaXfrZx4uwJwscO1fp8zbn3DACQ5zJtKG8dqm1q2qsD2LVz9/7Ar1/7hX8mzNB7bxMNBQ/cS4D1cqad3tYLRALDPc89sVG0+rbXtn7wDyaB4WSS0eNvVvt8zZa7DtDUtNeZGzh2UO56n1Eh0J540RPp/CWB8BRJQAAq0H/pb8RnlF/dVQCfr5nCkT8F047vo3dkEoDuAZUdPweXEyRSDUBR4ygXztTOJyvmDSCEkMdOnub3F2GalLdDIQh2Qk1dqv9RauglCSmZxOut/0S92vkCAHJ3T5QwNzxVge7zsHR5aszszMV932pclSsydjT+cHo+SucPIEQyYnVQYXHQP9jPOFBVAA9tgN4BqKx7CndVtbGhYVOEIwfnrXbeAJIsJ/OcUJDlIJYOkx/2oypw7GmYU8BTOYGQpDvZUeAOYsDrrUdaU9eid2azyfsEnjQNwxOgiYHdBEs7/sjsqb+Efb5mw50ASJ/8y83y2+9sFGuW5/Dqs6/jjk5gtkCxLTU3EJL4e8UG7CVLW9I9BXVeb716VwGamvbKyYEridmj+wj0+XFbQU1ARQ7YjRCegbd6YV0JBNKcjCz/it9U9plSIYTS0LDp0wE07npdDl9pGzDEZzzDoQkm3nkTtxzngSKw6kGSoG8c0g1gEHByAJYXQCgMoUmJrIoiZuMS5qIyYiseqXzmB1va5g3Q+JPXFhsP7ekoUS4jydAdglAUFppBToOuEJi0IDQQnIF0GbQacFkhzwqBKYgCIgHBWViwqpKxtd+6CeK2AD5fs6we/U1ixehxuifg5BAYgUIgTQJFhaIc8OSkCpAShbE5iM6BzgjF9pQeJQqHuiFdaLCbE6R9/ktoVz+i8Xrrk/AxWTAz4j9tOPcubYPQOQA2FQIqjFvNnIqDIx3cTvBPgCyB1QB6CU6MwcJMECLVLHpYXwgPrFlAJNNB16U2hBDbPrJzy7z1+ZoZPnuiWp4WjAKYdCxbs4RvLnZDJMqB4/9kwh9CAmJqKg4APDZYNQua/3JrNgLX/NcozbEzp81FkqQPPxZACCFjMNDvcVCzYQ0ZU2PkV5WRSEDrn99jfbWRI2fgbCfMJaHIeWOt1QTTEUjXX9cFtI2DfXEWnrxsil0ZfDA98D2g5bZH0NCwKbm02MmWzTU4jQYkjQYlHGN6XMGSbWFJYYBtW2GyFC7HYHQqtQuSBENhONwPSizVD0ehfVaixGnFaLMiKdOUBy9U7/7RrkdvC/DSC7vlxYkhNGqcqf4BTC43Gc5MdHotvV2dZNti6C2w7VWwmODoYOooonEYnoDQHBzoAv8kvD8MBbk68lw2zE4bksWMlIiTP9N7qKlpr3xLAL0ydto4Pca1jm6yS4tJpBmIqAJlcIjywikAJAXsVnhyMwRVeKMdjvRCVhrcZwKtDPv64MIUuM16EknBZP8Ist6IMhtD7etCkqTMWwJMBYPVly52Y1uYj5qUQVWZG7hK+5yZ35020NoG09cgeRke3ghL8mFIhb5ZWJkPGj18sQjsOiguhnXfMJAQErJGQigKjqJ8kjoNIpnM1ux5sFJ8LS24o86l3VFRs6X+sZmel4szYOGSQkQkhkanJRqJ8U67QmR1zW5D6QqPafCUdVlpEskE2mJw5MLFw1Amp2DmVMixQJ4WKteC6s6h43wCYlHMBi1JISj97DJiasIl95CFWSehTarYj+zx2EwaiisWYcq0oMtxkLHAxTVDll/7UG3RM9/f/F2zI6dGFKxCmQQRAsKwYDHkOiBTdyMlJSDdDItMEByvYjxhor3tKvFInDQSuFaWU1XlrJUFMu92CDr8oJuF8JSKrEwx4w9gc9tZeH8ZIdm+vaFhUy+A11t/qSPvyZZ9l8uQRApABTY38u+6qpVSRUjSpMrwUGKJX6ytbelMGGjtDdLTE+DgK39g/9uT5zSPb302LBaVlI9EktaBoTECYwomvQZjMsFQez+Hr0jntu7+6bf/M0YeXrfhwLQ+d2Pm1VPWK+chcAqGT4JeA5EYaLWQkCAhYKQHQp6V1ud8O8vrnm8cHNXZlw9pHNZIyYMtGC1PSQDXHxGPxmeVr051ttfGR/pxZVlIlt7fIqdnfvlWj8vtT2/ff/XlnbVr3WDJTF3LcwnQy6CKlHEtqe++8scwf+4LNq+3fvK6vVqvt74F4F+q897oE//q1QAAAABJRU5ErkJggg==) 14 21, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 21, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 21, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2UlEQVRYhe2We2xbZxmHn3Pie+wkjtMsSVvFbpJm6UoITVnTjMIGm9ZVVBsoRWgwbUWtVsYmgchUCNu0oRbaxkMwoUlVIrYhUCUyVnVFgTUtu2RbLl27rpmWdjRLc3MS27EdX85xfDkff5hL1QXPhggJife/8+m8v/c57/d7v/PB/+N/NdzubutK6Mj/TtKBjkM9gd+9EHG7u//7AJ2dXaZ4/+k2NRwCcP6nALp8E7Rk4p7QuQHCiQSlY5f7Ozu7ngL+BIQkSUIIEUVo8tzF8xNP/+bo2hUFcLu7iV4YPuZXYvgB7ejTa5ytt3VVtKxhY+2HRMesjOs3MTUbg2QiJ818O2AKD/XjB9KAR9Pwv3kG1wVo+i5sXw9p/2mO9JqJN+/NSTAvDyQji63+scukr1lbAi5F4dABOLgfUmnBl2oVCnLUzA/A5zXJQiBdt14AONY3sCAcDA9D7xsQF2LlAZ549nBv7SMd++vqNmC4RqC1cR01s5Ok4ioXA2aCJhdme+mLuWjm2ql/xJ+H+t86F/A9dd939lekQ8HNjmSUb7V/nW0PfZXYnJdYfIYyzUbBLXfd0nf6D/FP0st7DP8ehc7a79VvatznjBhwbW1k9OwVXDvaqBkpY9xcPb17/75QLjo5A3R2dukkSZKFEGippMV38Z2RhoEeXpmXKd8ywM13tfLhmSFSBQJf+U0Nuepe76dl40j7Yz32s79v081NoGoG/IsKc6EEIgEmCSIGuPmbO2lpvZH3Zwwv3vvEwV0rBnCo42CP88SBtqFxlWkFzIBZAlVAORAvgC1VcHwK4iWl3Pajw82PPrr3fK4AWafA7e62FA6fbOv9i0pEgUagDrALcNhA6MCWzqg0ARWJJfyjIycO/+TZkhUBAAwR7zxziYxZvMA4UFYCX6gElwVGgTc8gAkkJYb8q2fWTD7+SPCHzVvFkcNHN34SQHYTKpHtBoORW5ucNFSXUygJpr0BXn17jPdCEAGcNthWCaoGdgWmPGDVpzGcGyBsMo+43d369vY9qbwBjjz5s83V7750zOq0Y1nlQIgUxiIbNTYzHt8iq1f7sVVByQeZ94uBEiNElmBTFQxegYWB1yjauasD+PG/qrPsFnR2dlEyO3LW4TBhLi1CExoYzCQSCUKLMUw6lVVlcPdjkCr+Z57ZAFVWKJBhYyUkdTqQ5E9la/LyHtC0CoPnIyJhBWGQUYWMzqgnGVUIRWZ56OEYqRio81D7AFx76ut1oCSh0ALlaY30UvbDcFmAGm3yeJVdptJVhW/Kj14kSMejhOd93LllFvPtsOPbcOZ5WLcNRDlIfxvoQgPENdA0MKdTqDOTLdkAPuaBXzz5U+tNuist00YDWiKB1aRnfPh93puLEgqHuedWECnQbYDqU9B/DKwNoHgznRhfBKMMwVjmWTaapvMCSFgc1lPHj1FRZsA7eAk7UdYVQECFMQUuj0H920ANNLXAoYMQDEI6Bp44LCUzba0Hkq46ytc6e/ICQJII2dcS6u1lc70gngRkuPEG8C1Cx3PwxSGoq4QyB+zcBr88DlVmaK2AQADOL8DVYjsbdz88CPw8LwBJkliQCylJCSZnobYaAhG4Og92oCAO651w+9dArgfPK7C9DorUTL7ZCNElmGhsxmAp/H57+x4tG8DHTNjevmeuvHnrYMxoxBeAiRmwW6G6ChZM4KyAOz4HUjNggdFzYFVBCIiocMkDUQWKS4tIhAJl2YovCwCgL7R+w7zrfhRJYtoLo2Ng08OOelirA7UEkCClwJm3YHgSxvwwPA3zKqSL4fMTL9H48g9OPPPg3ueyASx7I+rrOxn88n37+rQNn77TMzdTJHuDBINQbIPVReCNQGULfDQANZ+Foiuwypo5hFyl8MepjE6FSaBdutD0md2Pv/7a4OtXl6uV9XfsdnebhBCvLpx6ucXSdxKdnNmKG8pANYLJCYtXQVnIfMlkODN6p72ZfJcV7q4GLza8TV95vuO3v959fY2/ArwNRJiDwDXoAAAAAElFTkSuQmCC) 14 21, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 21, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 21, auto;}
}
div.testarea{
animation:rwdcur115424 1.3333333333333s linear infinite forwards;
}
