@keyframes rwdcur194120 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYhe2W33XiOBTGf9qz75IrsKgAUgHeCkIqWKaCIRVMOki2gtABUAGmAuQKkCuwVMGdB1kDCeCQvG6+c3R8bF/7fvf/hW/836E++4FziDGABg0oBVqDUp//F8DftwrWNWJKg8bgXEfXRSJABDs2iIwlRocx8VNEPhReLpGyBDA0TeDgwR+gaUAEQgRbgrVwdwfzuaUs/c0eGfTAy0tyd9vC4RBwDjYbuL8H322BAtA0XjEaWZ6eYL/3zGYQAmLMxySuEvj1KynvQrJ4U4MtAP3Kpi44Ok8BmvU2gNaEoFgu05tbSFwkMJ0iRQECtB52O3BujsP2EvLuRMAAsHOSRJaKohi2HuCvSw8nk3SNAboO6v30RHF8c7SKlIWhLDRa5eewc4HtNlXNEIGLHjDJGIKAc3B0d+R93iptKEqNKaDrNL6JRAmAYlMfjbmGMw9UFZJrmwg7Z3rLA+euFyR2hNiCgFGZfAQC3nt8O+yFwSoIAd7GOJzJRIngQUJAaUOULJ/gDymMXyKgNWRrLiMRiwIxBAgm8T0JU4zpXMN5Euo/rbWPvwa6nsS104G06eT7/t16uyIMpOGZByQku6ymL6MC8Jw3zRyWnA+KY67oXkal+wEPnBFo20QCUsdbrsr+x+0F5fA2RzKRI4nFj8c+lDcS6LqcfGAKQFmQbELLeSWEE+VZcSYhlGWaFzcTUCoRiDENGBihDcTge4kcd95ZnpWfhiBSFHA4XCdwsU/bMTJ/gGkFhYH72TPgCcERpSUlWewVGfI8OF4TXl92oODH/Po8uNiKJSTWoUsV0XYWayusrdBmDFig7KUzodOrBxymgHagB1wlsFjofgCB99D5B3Z7RVH+w2TyQFncgRqdEMkVkJVHtutkwNPjF6bh42NUi8VYNpsGY1IyhnaGCIzuVpRlBfpAaH3f9wO51va163tIZL0etv5D/Du3Mp0iz8/ItkZC0CKCiCAHj6BfBP0k3iPeIyJTcU7LcolU1fAUzPhwY3l6nsrrfztm91BVqTJGI4PWhpSAqQp829C4tDWtVtA0t61kNy+Q1qYNaTKB8ZjjsqEhtClXnIO6/tp2fDN+/jRiDIJGtEaMQabT29z9jW9cwm+DvqQ3WcInTgAAAABJRU5ErkJggg==) 16 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAUlEQVRYhe2W0XWjOhCGP91z3yVXgFwBbAXBFWxSgbMVbLaDlOAOllsB3gpiKgiuwKICRhXMfRDEduzYZLNvmzlHwEFi5uPXjCT4tE97h1UVGgLa96ioVRFUFf2ITzN1YNuieZ4DM9q2ZbsVdHCQZTCfg/fT/U0G+FmhRQ5FUbLZPNO0kd0Wti2IpDGZhyKHsoTFApybDvLvpc6HB9Rn4H3Oer2haaCuwXtod0/ADHCEHrre07bQddD36Gw2DeIiQFGAc45Ns6VpYLUC7E+6dsaxeJYQhIClE4O1U0In++etjsdH1DnoOiXsoKoB+zj06qsWX74LQfn2oKzX05LzrAJ5jlo7uJZI04DI94Ng5qVZY3DOg7VIF4kKYLldCuCuApxVYD4HY1K8vof1UzkEjoAcNWNhltlUBbnFOoY+JqlwFiDLeJnHGBn+XDiVXtDYI7EDBWdSG0Fvl+GqAmenIMb9fRdGhwZ4nV0mSR5ARTDWEfU4J94NYF2SLUZwDv6rYZT0HABAVCWKgLij978FcDRrdrz0FwFAQcccscd9tlbi3ZtEJwDGgephuBkQOP2ryD7Lx0V5zJVDCOGSnQB4n1azeQEZkK4KdBeCj0FHkAOI+OPifJxUQdtgegEdwKuqIamQDY77V61jX5bd8G587rhmZ6tAepCYEtF7sC4nShh72cs6KnGowuEUXK+Gs+uAMbDdpUVIFZwpyGZzMJ6kBuz/tj94Hu8BCFTV+vcAlkvLroUQ0pb7a/0D77+S+xLrcsAzZshp8G4AaLm/u16Pbw7wHs3ztL8XRdrzv33foATCdkMnAXSc78jxpuSoK+HuIwCD6XIJ5QK+3EDmYP6lJssiIjukC0TtjoKrZGw2v1gs3n86OrF6faPWovf3aF2jbYuKpnPg8zOKXSn2cTgbWlX1+rRBb28/dk48hqi/qnPocomuVilwCHsQVVTEartLkDfl+4JPlinPUePgpgCfDqAvH/c9NA1U1R+Q/ZKtn9CytApoUaDeoy77g3J/2l9p/wPUuYtBgT0KIQAAAABJRU5ErkJggg==) 16 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhe2W4XHTQBCFPzH831MFkiuIXIFEBTgVQAl0kFABoQKgAicVkFRgpQLfVaDdCpYfJzuJCbZswh/gzezYlke7757erhb+419H8Ts3tx1eCLQNdB3MOwjFcTlfn1q8afAyQIzwuQezfF0dP4bESQS6Dn+7gFkN7vD1KyyvIQQo8zUvjlTiKFxc4Mh3R3pHoq9WeH2GLxb4comrik/N9ero6vLFP15d89g+827g3QJWK+h7gBpVJpGYTkDeO3I5JvWdMD5eKQApQd8nQCalnUZA2keF7UlIYVRloKqFuoY4wHqtiDQvSGArtwH6JAqBshJmM2gaGGJWwcxYrw8/hsMEJHg+ufKz9IrbgFoCh/7eiQmGAfo+bltzHya2oZFV2H2uAfMEA7gqhQTM80yIUanrFyGwkZtnCFgmoWCFggYEUM3hE/pgPwHpHFbA8AsCG284uAJGCA8EVAFZOnb+y6F0QIEKiGPs5sinf/BDMX7mk7tvxnPaW2E/AftW5Bb0nUS7xY2sjm+NZzYqYB/2juTDHihq8I2dE88NoQcyti2+UeEQJphwhgQwvR9/Pzbl4+LKxiMOqOU4hMNzQC+LEBqqsslqUI5/JLI5h+33bn6TT+3kdtTnEj7FpDmQYk07rwnaE4ce08iDEpu5r08lN7j6dviVPG0U23lxtyooqzc0zTlVOUeKGVCTOyV3gNn4htgYcAKmLyS2KG5vINRLr6oOZA0p5kmI0zR3uI69MNGAJ6Np8E+fcOTKkUsXwdsWPzvDJeChmrYLwIlLadviKeUVrO+hbSEEISUjxrEhdVruk/e2xUI8RqOqhLIOYLCOiRghxel5f2txvL4+c5EaM+P2tme9Vm5u/uAy+h9/JX4AL2hO6gpoqD8AAAAASUVORK5CYII=) 16 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhe2W0XHbOBCGP2TufaEKSFVAuQJCFUTXgVKBlQqiDuIObFdgXQXRVRCwApEVAKhg7wGkJcW0xMS+l7vszA44A3L/fxc/lgu/7f9u5i0fb7fo8FxVMJ/n1ZjpcX+JgHPo4QAxQkogcgS/uQHnYLGYFvunCDiHeg/WQllBNResQEqJQwuNB7Gw/AirpVDX6aeqcdGqCgW0qtDbW1HkmyJekVaRVr0X3e2sOodai97eooe2UNXjMb3JRNCyRJF7RXaK7E8IBEWiIqr7Pbpa5Xe/bFFVd5HApPKIRZOugRIoAPuDm34VAPZ/GTabrI0/17BeF1jTjWJ9mEIgad0HVyCduZhEMbMUpSAGIOE+Kus1/O3h0IAwJ4Txo7hKQATNGQ6g8cyNwKwQ5vMszEwisvkSqebQHODx8Tsxjse/SiBh+8xjv567pkBMHShYk2/IQHSxgIMH7xMx2dH4f1wjMNDIVZCXO5qgBY0RI5akwzGBq2H3BKoQw7gWr4tQ0Cw+y0UBGsmrnocVHKsVLJdQluDcOeblCohT+A6E53DnlnoSChoZMs/vZRxjcscMEeyIDq4cQQG0vf9YrBNwtN8/XXn+JgEpQhw5hcsE0qNBas0BuxFwOF7NgYwhCzZXK8Zj3cZuwgQRlhxL2/HyJsQT8AE4k1gt7/i272kqbD691Nx1AmaOCKTYDHn0DueZD+DH7L0H26cfE6N2vRPGLdYsKGY1mBKY9RsdWZzh5HlYW6ClDWBnWYiv/ZKm9AHThVLrmxIbLW3wpNhyrETHeea5YYnpMBwl2XWvBJ9AoO8FO5yzKC1ts6eLLWjoARNHMeZ2bMizwczm7rjfj2NNHhaqCv38GTbbJ4oiEeOB2LUkHSqRwavSP6vd9K3Z+9dxJhP4elfq40PLagV1DcaCc3dA5P5ui/fQNBACdD0BIY9sMb4DAYCHp4VuPnmcy21VJAOEAG0HXYDY5SuX0sDgnUayU3POKoIWRZ58igLNv+08jhXl9DHsTezu72v1vqNpAiKAScwsPDz8C1n/tv+s/QO0mm9PPqG+wQAAAABJRU5ErkJggg==) 16 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaElEQVRYhe2W0XXbOgyGP95z30lNIHoCOxNIG8SdIMoEdSdo7gR2Jkg8QdoJ7ExgeYJQEwicAPeBVGzHduPk9K3FOTiURIr4AfwEAX/lTxfz2R9XKzRGsBaMA+fAF+Dcx/b80OL5AhUB6UEEOgELGJMAjMdwdeXwY8EXl+19MYCvM1R62G4hBFDA+7SBkkDFCJMJ1DXMZhOsbTHm81F+lZsbtK7Rskw6naLYlWJbxQbFBg2h0oeHUutr1Dm0adD1ulQR9Fd7v4tuOkV7gfCSQh36B6AA3J7avJXlpTXc31seHyN1DfP5mKLYnuXGv78yXl+jqim8nTSAzzP6RmMGEhlNksOLRcHsVnBuy3xR0ffPWpzgxT/njHuPurx8G6o9w/FArYmUhaMsLNbY/B1ms0DTwI8V3C+eidGetHMWQFmmI5ZkAB4BOVBjoSgtown4MVhHnoPv38EZaFsI4XS2zwJwLp3vn2uXPReOQ69o7JHYgSZjxuyAjiaBqoKXF9hshLY9JuQ5DmhRQOngMMdytDBqhAAqgrEOdFgPYKlrWC7T0e2Pfz8NwGViG7fz5rQkYFEhioC4/H0It1AUKZUxJjJfBACS93d3NbABhj/fEmkwpKDCvufD3PTmCWe+IJKq58UAMgwgZH1LoiEtGcBrTRzGAaC8Go6RIzlJQtW0/ernMoMo2TG/yzq892/eZe+9Z3Y7wx2cqEM5GYHRKDnorAXjQQfoHccnQXIkhuch/MntzSal05jMz0sAtC2mLNGui8AI6yDKNs8OXsIuDfvGhzHNb7dQVSkCcmkKANbrfOv1TzgzoSyqFA2KvWj07FKwPwYgULof6cbMVPnv7rgUnyVh01g2m8h6vaXrPdWVx4kj9C1RAof53vd8KFiC9+lIW3OagPDObehK9GsD3755XLmgrh1KIGzXdBJA+2wwsitYAI7rWlI9yfLcQtge23v3Oi5L9PYWpjeWsYdi9EhZRkRekC4QdSBmMt58aV/zHTXxtwuJVx+OwCDWorczqK+gqlJJjoD3C0B4Wt4Rc6Hph3atS2MIEMJ5Oxe3S86hkwlUNYx8uvWMTQVQ9rTrEogQUvv2no0P9WtPT16bJuB96geLIhetmMZOoA8JxKV7f7phnM+9Lpc9mouUMTCp4PH+NzShf+WPkv8BnxWoRoxzuQMAAAAASUVORK5CYII=) 16 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur194120 0.66666666666667s linear infinite forwards;
}
