@keyframes rwdcur229299 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5ElEQVRYhcWXXUyTVxjHf8WyCEoor6ywvsIRasClW7DOacJYp27MGzEzLFuyhCU44cbFxZkFL5ogycxcdrVd7EL2YSDZR8ISgrvZSNwHICGSYMiaCKzU6ory0rUlUzFbx9kFe9+0lJa3KPF/0/Oe838+znOe5zmn8Ihh0Qdua6nMRByL37ZkWl8rrIkfX535eEXSG2feWQ/bQEIEAHZvLpcl7leSCLNjvYzeubEuu09xYLkT6208LdzWUrl7c3nGnHhYyHlQBUIIKYRYs7PW1SnpDQNUbN+pT0mAYDCY1ZGlkN3WUqlXQ9O591JyQDdsUxwUKfYk2WhEIxaZIRtHko4g0ThA9+mPSMwFIYTckJtvGD9yqIHvvCrvvhzlyKEGihQ7NsXBhtx8zB5LUiNK1wf0SAghpE1x8EJdHc7Kar7o+pwixU40ogFw9M238E9P8MvgILHIjKkoGITVsn70zg1LrbpDhqwLRgSecJQBcGvmJoDhSCwygxrP43LomnkHzKBW3SGb9h3m3OC3GXmn616n++c+Uw5kVQV7K1x4qt1MBv00H9vFUP88nmo3v06M4al289mPPVQJp8G5HLq2qs6s+0CRSwDg2n+Q5+oL+bd82vhtPraLyaDf4JhBVhEYCfiI+oJUCafhxHJU9c8T9QVN6zQVgbnQ9ZQErfQ0UulpTPs9EvCllU1EVkl4sq5RjgR89LcsXVYbm19NWr//ZQ8AXVOLppMwqxx4/u2jNO07TH1nL11Tiynr/m0F1Hf26gloanOrkuZC1+Xj6jbLybpGmVPzJD3fd2NTHFRZbgHwrLMUgCv+2wBszX+GkYAvyQFdx5oc0JHYhNrbvHzSeR5t+i9ybQuEwxqFVoG9soATLa10fPi+6U5o+gj0HbW3eRkaGAbAXlnAS7UvGmOAoYFh2tu8ZtWaL0P9chkaGOabvq+N+RMtrQDG3NTkb0ky2V7PGR0QQsg5TZOnjnvl+IWzUggh3TV7pLtmjxRCyPELZ+Wp4145p2nS7EPF1BGoZU5D0cClK8BSE7rY0UokNkskNsvFjlajMemc5bIrwVR41DKnLC62808sj7uL/qQ1xVZCJPIn5MST5jflOMm1LXDv3l2mJsbT2jEVgeJie9Lrx6Y4iC9aUWwlONRSFGULT7lqiC9asSkOg1ek2MnP35RRd9aXkVpwgHBYY+fTrpQ1u7KFcFhDLThgWp+pKgiHtf9HeUtCOXE+eG0vrv0Hjf4/2vcpvp9+oKH9vCEXjWgJsivDdImoZU4Zuum3wFJFPLaxEHVrBYHfrwJLr+PQHwH+vj9vNKBEmYeO5WX2oP8PHhn+AypdidKEyQVlAAAAAElFTkSuQmCC) 5 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFUlEQVRYhcWXb0gbdxjHP9FY1DY0ubrMJdWridUON2a0Y6O12VZwg1Fti6XCwG7a1hejODoo+kKWbkPw7d6u+9MprF1xINYxpjC6qRXR4hADGo1Z1sWKC0Zh1naLub0Id3ixSS4Z0i8cd/e7537f7/P8nt9zz8FThk6+cOjzpUSGk+ElXaLn6UK/9ebbq5890eidqx/sBDcAGfLFZHhJ19B5BZ1OpzoaOq/smPdPxOE9hdJMxy1ppuOWdHhPYcJl2TE49PmayUVRlERRTFuoPrlJfGKAouJyeUgC8Pv9KS1XygJkYqNgwSSYlfGi4nJCK8spC8mIHXDo8yXr0bPkV54idhlEUZQys3IV8tMnavi+3cqHb4Y4faIGk2DGKFjIzMpF67KoVMrkW7F0r5eJv//QyQKMgoXXqqqw20r5qutLTIJZ9pymc+fxLszyy/AwqyuLmqKgKkSx5LEijlgPSQH9hhKB5ywFADxYvA+gCFldWcQazuFuYCapACUHMrN3sXSvN5k9bVX1dA5/x+rKIr753+LadN/pSzqXSoAc5kR4pagMZ6kDj99L44UKRgbXcJY6+HV2Emepgy8GeigR7YrN3cBMUgHbkjAZTGUiAGVvvMXR6r1sFi4o58YLFXj8XsVGC1LahmM+NyG3nxLRroiIRcngGiG3X/OcKUdAhs1Zh81ZF/d+zOfWNE9KVetyVZ005nMzePEUANmNZ1TPH33dA0DXXITuO32adoEqAn8Ffk9YPI5daqLh9Vqqr/XSNRcBwHPSieekEwDvAQPV13rlBExILnNpjsDlqjop46Xn6envxihYKNE9AOCTSHTvf5QRLcv7cysZ87k1eQ8JciA2GmM+t0Luam3HHbLx2FTL+XA9dWuv8thUiztk49ilJtbNJs2lOK6AZ6wHVB7IHrla2xkZGsVsMzC/MM161gxrYT/zC9OYbQZGhkZxtbbHJYx1TPM2lD0aGRrlZt8NAA6WvEDloSPc7LuB2WZgzjPNnGda9U7s9yDWsZQ/x22uFgDefTmHGtfntFxsBqCnv5sfP23mm/EN2lwt9PR3a5pPkwBrgV2CMABDP48D0SJ0G6hpfR+A2x83RwvTeK9iI78buO+Nm5CaMtVaYJfy8sz8u5rDesSrelZ/toHWt1eoeO8H1fjuDDtZxg0ePlxnbnYqLo+mSpiXZ1Z1P0bBQjiih4iewYEBKs79hGB8lnBEj1GwKHYmwUxu7u6Ec6ddigEEYR8Wa75yTgeaBASDy0qzYTUcJxhcpvzFsm12ZmEfweAyVsNxINqgBIPLaQnbhmgiRiGKojR1vUPa9E9Iclu+6Z+Qpq53qFr0re/EQ1p/PKIoSruy92LdX6R0RUXF5QT+9PHPo7WUW/O0EPtD8n9/UJ4a/gOtG5OC4WwxdgAAAABJRU5ErkJggg==) 5 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7ElEQVRYhcWXbUxTZxTHf5QXS+FCW6ASSrlQFBScIjh1Ezs1MSaL4hYW+bDoJr5kWRyJmwt8MGNuMS5L9mkxS+Z0Ch90C4kGmU7JjApoiC7bCHVaLKXDgqlNX0yAIqV3H7o2tA5aMGP/LzfPfc7L/5x77nnOE08ERBQNAtLyp/jvRO7955DD2lVCgbRGVSIlwKr58CmbuihFfTw9bwXJWfmoYMm8ElhB6lcKsaQ8OTMPSZ7OAlLT5o2ABqrk6twPBd1yAORJSahIWjdfBNJ0cRlfC7rlyOITkPyTIIvjGb6t2bDrH7lsoAQoykV2aKoBURQlURSluRJIWEz6R4kZ2XljoyM+j6PHKxt/kjo65r2ZqkgzKCZSziyTq6q9iRNVr+jLHi/Myki78Ue3ImtoIMMppjUAFCwqC9qSAKxWa9xsCMQBVKA6ZsZ12Qs+LzwG+nUseE+QCceP7Tsk0y3MITlpAaZBC3U/fwOAUp2DSq0JM+Zy2nE7h5gNkXiAYby/eMHqg0HABfCUybtrhCLd+tWryzOEdADe/vEY8YkK0pVZqNQa3ty6jaM7RsiV/0X20h0MDNoAGRO+SdKElE89Hs+RaAQSZto0P7X++sw7XgvImq+cB0AQlLxWWUmhvphTTSc536bB5ZwATlK7aw/m/gfc6OzE7RyNJQEzE3Djcd97ZJa5Rjxc6rg+oNUq823OIW50dtJzz0TJsoow+VNNJwN6ziG0vmSsL0pgGH9Pj+lPLtmHGeDxByUoLzZU1vBF5w+4nUNYHv7+r3oNlTU0X2+NwX0UAsC9a6auehXqLDe0rSkoxVC8EpPVzO695XS1ezAUr+Tmg98wFK/ku6stFImFIZlbtvtRCciiCdjwfdmL/ePgWlUqAlC6cQvrNqczmdcfeu7eW47Jag7JxIJoGQhDt8WIy2ilSCwMkYhEUbsHlzGWrx9A1AxMB72hGr2hetp1t8UYk51Zda2DldVSt8VI+743AJDvfits3/t9CwBNfX6ar7dyy3Y/qv2wDDyxDczY09cfqGXnhio2n7hAU58fANN2A6btBgDM+QKbT1wIFuCMzoO+Ys7AwcpqSbZiKS1tzSjVORTFDQPwmd8OwCeyQFvOVVTQbTHGFD3MUAOR2ei2GEPOG+sPY3TpGVdVscdXQ7VnLeOqKowuPesP1DKiURHrCTktgSxtflgEwYga6w/T1XEbjV7gYX8vI4n38fisPOzvRaMX6Oq4TWP94WkdRgYW828YjKir4zbnWs8CsLhoGRVLXuVc61k0eoE+Uy99pt4wnchTMTKwWfUBgIbGOgDeeTmZbY3fUrdvPwAtbc1c/nw/Z+6M0dBYR0tbc0z2YiKg1RVK4AOg41pgWi/duIWLwLb69wG4eGR/oDHduRCSCeraBs3TFmRMlarVFUqZmRom3MmM+M1hezU7dlL/upPyd38Ke58iKyRROcbo6Ah9D3qm9RNTJ8zM1IRNP0p1Dj5/AvgTaL96lfJdV1ArF+LzJ6BU54TkVGoNCkXKjLbn3IoB1OoMcrTZoedcEBMBh8OOyxloOFphEw6HnbKXSp+T06gzcDjsaIVNQGBGdDjscyL2HAKFGIAoilLP6aPSpPWuFBzLJ613pZ7TR8NG9Kk602FWh9FUAknydLS5BaGpqGBRGbZHFp55PbMezeeEyAvJi15Q/jf8DVvZ2bP5SRRkAAAAAElFTkSuQmCC) 5 6, auto;}
}
div.testarea{
animation:rwdcur229299 1.6666666666667s linear infinite forwards;
}
