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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5ElEQVRYhe1WTUhjVxT+3ssvMo4SrD9FJdWh2qE/YodaSmcWhW5KLS2Udgaq4wwyiy6K20Kls3MlWGRA6aoraal0bZ1iWxeVKsZBOvKG6ERT42ujk+QlL+/33tNFXkKiScZQoRT84Cxy373n+87JO999wDnOcY7/GzRN62SMLXHOE5xzRkTEOWec8wRjLKQoyrVa8gm1EPt8vh8EQehXsz9B1R9AMzZgWRGIYiPq/H0INNyE19MNxtiGLMsftLe3R85EgGVZb7hcrl8se8e9d3AL6exyxb2BhiG0NX0Jj7vLjsfjb7e0tPz8rwQ4lW9rxrp7Z+9DWDxSeOYWg/B46qHrUZCQLKx7xCAudX4Pn6/fXl1dfWFgYCB8ijrLgzEWMswwbUpBWt8CrW+BtqODpGlrVAzDDNNu7JPCnk0pSIYZJsMwHgDwVsrvqkauKMo1v9//uXx0F+nsjwCAtqYv0NH6NZJJ78bCwsK9xcXFb2VZ/v254CvPNwU+viiAIZP9FZyS0I0QngmMtvT09Hw3Pz//BACvqXrbtkPF1UViQ0REtLy8/BWAKwBeBNDrxMsrKyuTRETb0cFCJzLqfVJV9TcA/prIAYiMsQQdg6qqUQD9ALoANANodKIZwKVEIrGq6WsFAX8fTZJt2ykAAQDiCZIqAtyCIFw8vri0tHQPgALgiROKE0kAh5IkfeP3vQq3GAQAZI0NiKJ4wemA+wRJtRYIgnBCYDwejzmEGQB20SMTAOec7wCA11MP2wBMK5LPU5arWgdARCdemu7u7kCerMwR3tHR0QwAmh4FALjExrJ5TiWAc54p/X2Evr6+G9XOtLW1jZvWdsEX6vx9YIxlKu2vKsAwjId54r2DIURit1BfX//a/v7+p+XO6rr+mcvl6pIP7xbWAg03oWmaXI2nErxTU1NXiIh2/ny38FbL8XEiIrJtezudTl/Xdf1Ny7I+YowtERHJ8fHC3vzYzs7O3gbwLKoYUjmIAAKqqv5x3AkjsSEyzHDpeGprJfOfd8JUKiUBuIwKY/g0+CcmJl5njFmqtlYiYn0LFHrYSNLjl06sb0pBUrU1YoxZo6Oj7wDoBFBXKzmQG53A3NzcdcaYddzvy8Wj3atkmGFijFnT09N3kHPJAJ4y8tXgBdA6Njb2lqIoUt6aD+LjFI4O0qPdq/Q4NkR/HU1SRr1PRESpVEoaGRl5D7nWt6LG/74c/E6i3pmZmdupVEoyTTNd/EVkmmb68PAwNDw8/D5y90Svc6bqHXDqLyLkqrhQFOWs1QaQdSLjhHlWAuAQeh3ySgJ0R4CNUqs+EwHFQiqNlI1a7/1z/Jf4BxQJoUoatU6QAAAAAElFTkSuQmCC) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADy0lEQVRYhe1Wz09jVRT+3uvPjIOQxsBogDR0FmjG0ZCJGCOzMHFjgtHEmFkIgxMyCxeGPwDiuGKFgRATWLqBjUH+AE01LMRQ25kQh7yxZWAa2o6vM533yuP9uvcdF319aYe2UmShCV9yFu++e8/3nXPvOfcC5zjHOf5v0HW9n3Medxyn5DgOJyJyHIc7jlPinKdUVb3ejj+hHeJQKPSDIAhD2tFP0Ix70M27sO09iGIXLoTfRKTzJoKBGDjndwuFwse9vb17ZyLAtu13fD7fLzbb9T/Kf47y0UbTuZHOMbz80lcI+AeYLMvv9/T0/PyvBLiRZ3Qz6d999AlsZ8/75xejCAQ6YBhZkPDMGw+IUVzu/x6h0BDb2tp6dXh4OH2COBuDc54yrTRtS1FK7oCSO6BMdpR0PUG1MK007ec+o+QOKHW/izT3v2ma9wAET0Wuqup1IvIcJ3dAeXmaiIhkWU6tra1NLyws3F5fX5/WNC1LRJSXp+lQ+7FO3MrKyhUA/rYFMMZSppX2yPdyY0REtLGxsQDgGoArAAZdu7q5uTlHDaBp2q8Awu3yi5zzUl6e8QSYVpo0TcsCGAIwAKAbQJdr3QAul0qlrecFMMYUABEA4jGSFgL8giC8qJspAIBAXQgGYojH498CUAE8dU117RmAoiRJ3x0jEcWLbgaObUPLfREEQeRcAQCEw30AAFmWcy7hIQBWM90C4DiOs9vITzOuVhkAETn+QBQAwOwyACAWi0WqZA2WOH19fd0A8NfTb2AYv3t+WvE0Q5Axpjx+MuedAV1PkKqqv6Gy543Ei4yxTO3BzcszZNu2AqAfDcqxZQZM07z/QvgN7ztX/BodHR1vHRwcfNForWEYX/p8voFC8Y43Fum8CV3XCycMug7B+fn5a0REf+6PeBEV5Jnqyc6Uy+UbhmG8a9v2p5zzOBFRoaZqqmW7vLx8C8ArjTLQCiKAiKZpfzzfCfdyY2Ra6fpa1xOUyY56c7alKJlWmhRFkQC8hiZl+E8Iz87Ovs05tzU9USei2nKlh68fG9+WoqTpCeKc25OTkx+gsv8X2iUHKqUTWV1dvcE5t2v7fTN7sD9CppUmzrm9uLh4G5UuGcFpWrGLIIBLU1NT76mqKlUvnrw8Q+nsKD3YH6GHuTF6/GTOuwMURZEmJiY+RCX1l3Day6gGYdfR4NLS0i1FUSTLssq1LyLLssrFYjE1Pj7+ESr3xKC7puUdcOIXESpRXKyxRq2VAThy7dA166wEwCUMuuTNBBiuAIb6Vn0mAmqFNCsphsZt+hz/TfwNpCLTKVC63+UAAAAASUVORK5CYII=) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhe1Wz09jVRT+3uvPjMOAHQRqgHQoEfyRGYJEEiOzMHGJ0cTomAgiY1y4UAwrE4nxD5gEIZNA1IVxQTRDXLgijEGHhUSQMhlnSLFgGUKpttK+1z7ez3uPi755AaatUyQxJnzJWfT2nvN95753vvuAE5zgBP83qKrazBib45xnOOeMiIhzzjjnGcZYRJbli5XUEyoh9vl83wqC0KnsfQ9FuwlVX4FpxiGKNTjl70Cg+k14PWEwxlaSyeTLjY2N8WMRYJrmsy6X60fT2nDf3XkLub35knsD1X0I1n4Mj7vFSqVSL9TX1//wrwTYna+r+rJ74+4rMHnc+c8thuDxVEHTtkBC1ln3iCG0Nl+Dz9dpLS4uPt7d3R17gD6LgzEW0Y0Y3YqGaHkVtLwKWt/qJVVdov3QjRhtJt5w9tyKhkg3YqTr+k0A3lL1XeXIZVm+6Pf7P9z+833ktRsAgGDtR2hq+AzZrHdlZmbm6uzs7NfJZPLnc6ELj9UGXjsjgCG/dwOcstD0CB4JvF3f1tb2zfT09C4AXlH3lmVFdCPmdBVP9BER0fz8/KcAugA8BaDdjvMLCwtXiIjWt3qdnLxynRRF+QmAvyJyACJjLLOTGnGK6UaMFEXZAtAJoAVAHYAaO+oAtGYymUVVW3Jy0tkvyLIsCUAAgHgfSRkBbkEQzqh6BAAgUA28njDm5uauApAB7Noh25EFkI5Go1/6fU+jOfg5ngzHcLZ6EKIonrZPwH0fSbkjEARBZEwCAPj9TQCAVCqVsAnzAKx92w0AnHO+AQBnqy8fqFOKq9wJgIi42xMCAFhmDgAQDocD98iKpPCmpqa6YnVKcZQVwDnPn/J1AABMHoem/YKOjo7Xy+UEg8GRw2uMsfyRBOi6fuch/wXndyL9Caqqqp7Z3t5+t1iupmnvuVyulsPrqqomy/GUgnd0dLSLiOi3zR7nrU6mRoiIyLKs9Vwud0nTtOdM03yVMTZHRJRMjVBeuX7ApCYnJwcBPIoyhlQMIoCAoii3DzthPNFHuhE7QKKoS878R+7UOE4pSVIUwBM4whhyAHtjY2OX3a5zVkvzNXjEEABgV/oKt9dbsbL6MNbi5/Hr2jlE412Q8t8BANyuGnAAnHNreHj4AxQmRkOlTojC6ASmpqYuMcbMw35fLNY2e0g3YsQYM8fHx99BwSUD+IeRLwcvgIahoaHnZVmO3rt4dlIjFNvqpbXNHvo90Ud//HXFefaSJEUHBgZeROHoG1Dhsy8Gv12ofWJiYlCSpKhhGLn9X0SGYeTS6XSkv7//JRTuiXY7p+wd8MBfRCh0cXpfFLNWC8CeHXk7jOMSAJvQa5OXEqDZAiwctOpjEbBfSKkJsnCEt/0E/xn+BgTuhurSq9AdAAAAAElFTkSuQmCC) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+ElEQVRYhe1W32scVRT+5sfuDrHbhDXmhyRhkxQTRewSiwHRPgg+RhREK9g0VvFBRCN5EgzqH1CICYUEn3wKSoLPIUq0eTCYmk0pWhY3Yds16dpdu5nZnZ2f9x4fdjJsm921GwMi5IPzMDP3nO87Z+459wLHOMYx/m8wDKOHMbbCOc9zzhkREeeccc7zjLG4pmlnG4knNEIcCoW+FQRhSC99D928BsPahOOkIIotaFJiiDRfQDDQD8bYZiaTeaWrqyt1JAIcx3lWkqQfHXdbvnX7LRRKqzXXRprPo7P1UwTkPjebzb7Y3t7+w78S4GW+ZVgb8vatV+HwlP9NFqMIBMIwzTRI2PPfB8QoTvUsIBQactfX1x8fHh5OPkCe1cEYi1t2kq4norRxA7RxA7SVHiHDuEqVsOwk3dx9019zPREly06SZVnXAARrxZfqkWuadlZRlI937nyIonkFANDZ+gm6O77E3l5wc2lp6fLy8vLXmUzm597o6cdaI6+fFMBQLF0Bpz2YVhyPRN5pHxgY+GZxcfEuAN5Q9q7rxi076WeV2j1PRESrq6tfADgD4EkAg549tba2domIaCs94vsU9e9I1/WfACgNkQMQGWP529lJP5hlJ0nX9TSAIQB9ANoAtHjWBuBUPp9fN8yrvs+dvy6R67oqgAgA8QBJHQGyIAgnDSsOABCoBcFAP1ZWVi4D0ADc9UzzbA9ALpFIfKWEnoYsRgEAJWsToiie8CogHyCpVwJBEETGVACAonQDALLZ7K5HWATgViy3AXDO+TYABANhuBZgOykIgiDW4qpXARARlwPlTFynAADo7++P7JNVceHd3d1tAGCYaQCAJLaAiGpuvroCOOfFplAMAODwFEzzF8RisTfq+XR2dk7azpY/F5qUGBhjxUMJsCzrt4eU0/7zbu5zhMPhZ3Z2dt6r5mua5geSJPVlcp/57yLNF2AYRqYeTy0Ep6amzhAR/X7zeX9XZ7KTRETkuu5WoVA4Z5rmc47jvMYYWyEiylR0zX7bzs3NXQTwKOoMpGoQAUR0Xf/1/km4H7gSrpO7p//3J6GqqgkAT+AQbcgBlKanp9+WpV63r2cBAa+1qkGSH4YsNQMonwV9PQuQpV53YmLiI5Q7xkSjkxDl1onMz8+fY4w5lp2kP/58nyw7eaAC+1VIpkfIspPEGHNmZmbeRXlKRvAPLV8PQQAd4+PjL2ialqjKfB9UVU2MjY29hHLpO9Dgv68GxQs0ODs7e1FV1YRt24XKG5Ft24VcLhcfHR19GeVzYtDzqXsGPPCNCOUsTlRYtdHqAih5VvTMPioB8AiDHnktAaYnwMW9o/pIBFQKqdVBLg6x24/xn+FvJC+PSZ/mlPkAAAAASUVORK5CYII=) 16 16, auto;}
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91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur219786 1.2s linear infinite forwards;
}
