@keyframes rwdcur67975 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 10 18, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGO0lEQVRoge2X3W9bdxnHP+cc+xz7+CWO4yaOlzpel0p7SZao69qyVVsnhjaV9qJ742YKk7iYBDcgxP/ADeIKCbgALWKaGEIaRUKloGmtWjbY1JG2apOSZInjvNixE8fxy3k/XBybuiENahsmIfyRHh3/7J9/z/N9zvN7gw4dOnTo0OF/GOFL8nMAGAMs4COg8iX5fVCk4agg/ey7gVTpA2nM/CaZm0B8Lz349nIwj3HgvSNgfX/0dOrkN/yJ8BtTAUKzPt618zeA9b30tocCInJS1p7JJH79g9Sh7hfdryZlJRQhfsVF+gcsuzXnN+Qv7J0/jz0QEAkPdDdOPJtsfO9MQnluZH/Ud+3xGOd7FOo6uM1ZlkOrQOhD2LqXwUVAbsapxn1SQunyp5x9/kylqEcbReMXDyAgGBseMk8+f6T6ndOHhGNHXUWMzctUdIlrrS6u9zBdl4vOZnU/7nM1uo5t4ccUJcABxwQMwPbilRKISm8gKiqDg5aVHja05BOikerucXoLByV15qCk5WLOB19cW/vx/J/XyvchQOk92mO99vwT5rdOnnHGnjrtimFDhI+Bea9Ha2lrZd/B5RWhb+Cw+NhPPlEf4lI4yS1ZZcvWQCug1FcRbR0zuA8nlCbh7+GwZXOymud4YJHwgRI3Rkwtl3YvVvzSj6bOJj5c+eywARP3UkKBgWTCeeO1AfntN/uVoZEjtqgeMiDqQHFb12bmW0oURMakKBEnzpKvn6iSRlJURKOMT6sjiXHs8D78oTQHJZWvaWVeqs2TSS2wPFK1zg26U3/TlV9eeq/nD4WZYNF7VR7/QcA4cE6F0rfTxwJvf/0rPUNvNSye0urgb+wc9LavBNcT4iBQ8QXJBrrI+WTq+jry1iyiXsGMpPGHBjhqu7y5McMJ5xa1kRJ/OupoF/TA+xfPdv92dVpdxttHRMBp+RD/3e2/gheBADytQv8toy5fX1vVy+WGjd0Ktj3TLeN26Qht/QQXZNcmYpuEXBdJlHGlIAgg2g1cW2dLlFiRI6wTJVD101/Gl1StR/eP1dJyxDIArWlWS4S0S/AyEAY1Dg+L1fzg7I3rzMwVyj7dqPX09dlyZMhB6HWgIcKiBCs+NFtmJqYw2yVj2hKZFRjKQmRDomIFWZHC5JQIRTlC1a+C6+Crr4K5yZJP4abay7w/SXAtxJNzpnjIqD2UfrhxvPelSm/3s5Xr+ZngorHls2CCXQSMCoACRIEE0AdSD8R92epg7vxybPavOUMvabVYT9JWYn4RccUToLcJsCyJzCqkFhx+V8g7f7Fr5hU27RlrzS4Zi7bVWLAdLWs7xpLtalnbNnL2lrlmL7pVdxZbrNRF4gsWjy/rSlq3RpS4cyr18mbkkdc3rt84u1iH3eeA0zTrTpMsy00VL2eTH13++fqVdy/cfPLM0ytjr6ac2GPmHZV0exILAlnRLv/Q7n4f3Wehb97hyCaODdAAGptWlYL1OTVnDoPz1AIHFhqxUMnsbcwIyXJGfqsQdE6FU4F3qsvaT+8moBV4tU2k1mzHvNISVUiYV6ePX7o6vfn3X3VNPXo6uXr4hUf0RG0ghNB2TJQEgWOCGoa6BamFXZLWmpOGC/UyrJdhfdJ1imxVq0wXNKaXLMiHwUgA8l1KaBIYtZsiNKDetFqzbTbN8dIcMDf0gfwnpfTVc1mtNLVW6q6phAIhhQMlkaEsJEp+6ff28lyZzKd4p9GdbKuZJA1vdwMQQBBBcSGuQ6YOwyUYzcGkfhcBLRGTDoy2tspG02pNMY02Ic31xu9odn8xn898vvDxxlpxeikY1+zo8KYs9FVUcpamfUrvOyCt4e0e220D77DXEtTg9qqzg02693AfGAevnHyACoTxyimGd0RulhYqEAAksHW4uu8ZYfnEy2535jK19T/iOwMvZLcNLrY9W9by1Wo73F5G615SJ5z7uNCMtxzJzUB3EhJt/gawDuY8zBVhqQj1ApyydhhY3PZ5J9u2qEw8yI1sRyHRbUJkvGwt452UCjChPYC/Nrx9YI+ulOOtV75dSBgva2VgFVi/fwE7s8d34juEtOaCiLcIVIA6TOxUPvfNf+lSP94+Edtr14EJZ7d/dujQoUOHDh06dOjQocP/Df8EOVanRsV6sowAAAAASUVORK5CYII=) 10 18, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF+ElEQVRoge2X/Wtb1xnHP/fcF0lXV7Isybak+DWxg5t1ifGWkHWlZKw/jf6wjtJBy8xgsMIGg5UW9k+M/TAGG4yN+rcGBmO0YxTWpdlGNpYucXBck8aJ49RvkvwS68VX9+30B10ltue4JPEKY/rAg86R0PM833Of89xzoE2bNm3atPkfRvmc4hwFxgAPuABsfU5xnxT16aSi/upbI/m1l79zwh0+1/MRkD7MCOIwnTWZAPQzoLz9BiOXPkiMff/1vsH0UD6heVVvBlg/zGja4blKGKA+Q+Tym7nYN59/SeaMV6tFRsQS1/Gpr9rB/OWNDw4vXpNDEJCwwD+niM4fS2v8OZF+RrO0DObmJ6AUAZBAY83Zgvj7UHkU5wIwwjxNLaVmE6ZeyEt9sLzZSBa3nd88gYBYCtHxDdTMDw3ZcVbVe0QjNgpq8n7SLQJXsnD7XjXS5T6nCvVszJNYToDpg6oC0aYFEeiOQ3+EaEdDG1Advd8z9dxWIVZYLpjdXiRi9m2pdn4x+P31G+WfvXOntPkYAiLdcdHzkh8f+Z4dGx0TMiK0+gpKEKDsSPx+e1NAIhk4ne19tj/7C0P3ObFhc3rZ5njFxkg0YNiFL3iQ9tHWNKzbOom7UVzP5Ere4u+5OFYQsdOLXDRX1J/+4XrX+/9YSjgw+SglFO19CuXlceXoa3XrzPBUZlzcUSPI6l12d+PWWKKEalRdcCRvsT6oEI24DBUF437AsQ4XMarAWQkFCcsGzBk4ZZP5RIILBYsZPeoZRW1Wn4n89vzF9B9vrJhldjSfzxAwAfzJhLUfvBg1X/uR7BvWvWO8q/cyI6IgA3YXC7uegdyhKxAgFMlAzeMrxW0G/TpibBu+ug2JAGZ0+GeMzbLFxSNJ/pK10EuazaXo+Xf+mv7dR0vmEs33iACClt8D2uiEAKJw2oT8jU2M6Vlpb27g4O9JWpF7ReyWpYRfSKCmCTYiKo5UoSKgKppZpCRkfKKqT67m0eV4ODGpxbq80fGBWn+H4TmAHZrXEqEekLwBWGCmYUjMe/1z7/rOzRlZ0laV7UwpmjYqagTcClpjAwWJF+kEo5NORfCUvcUX7RIZo0IxL5k7AqWMQiMq0X1JtirJLIFSBmLAkAt9PpruUVh2OLHkEtOlWBjgSOyY++zzI5Xur2e2pm+sxO5uOZoHk8DBJaQBJpACsqCnYdiewv8z9fK0svLeSRlLnRQinUT6oDyo/furHg68hs/VD0vB7QU8TQ+oVxxW1x166y6Rmy7MShgEUgH6PYeusi+ya46WX7Q50xPnwwErefN47JWeLvXcT4YWft21pvz8229T/iwBQWjeblM96ClLJ7iAs/7vQJk66SjOmKoXUpJ+/uN4JUHVBM4qm1ffO3oeDO/yAUFBetDw4upG0BfboDNZi3pdlVSlQ3QT13J9vvHd1Kr/Qn88+tZCzf7lwwS0Eq/uEGmH8xRggTAh6yIzf/Pkvate4+4oW5e+rAgvS3R4lzNFVcgNRC2m6h4U7hyQfWtPOjW/tz5bZZ0q6ywFZahWoWjPsuhB0QInCxgP2QNTwCk/FGED9dBq4dwNLWiueNSFnlW8yDXq02u+fb2zx7PjX/IcclGbYj5g7piiXvt45ZZrD/6L5ml0P6uEi2QDTks/KAIiEtINGKzD02tw6hOYajxEQEvEVACn3NDZdmi1UMz2DiFh09EDZLbc8JJXpt2Z0rT8OBbRnKTI6cricZ1lqnb5VuEtUEtAeR/boHnYawna5kHX2cem5CPcByagWU6tzW3RLKcUzSNyWFqYNA8HKvgNuNZ1PLt4LjduDc6VauuLV8wX4WsLe5yLHZ8ta8VqzQMetNF6c1Eng8e40Ey0AhlhovsJSYa/AayDOw+3yrBYhnoRXvD2cSz2jPezPU1l8kluZPsKSe4RYtBcrSVgHijCpP0E8XbQfA8c0pVyovXI9wqxaK7aJrACrD++gP055DvxLiGtvSBoNoEtoA6T+5XPY/NfutRP7NyIO2s3gMngoH+2adOmTZs2bdq0adOmzf8NnwIvuWC7aaQj1QAAAABJRU5ErkJggg==) 10 18, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGGElEQVRoge2XS2wb1xWGv3lwhm9RFC1RlGxLluw4hioZTmIbRiskQReJ4U2CopsCWjSLAMmiKILsusm+RVdF202DaBMgQIuii6Ar1zUSFKgT13LlJLL1sKwXJVOUxMdw3reLGUaqSiuwrQYoyg84w7kYzj33P/ece+dCmzZt2rRp8z+M9C35OQGcBVzgGlD5lvw+LcoIJH6bS72y+VpqwnlZGf0SyB6mB/UwOwuYAD48D+47xMcvS10vJZN6gczOEou1G18A5cP0dogCUhqol1CuvauKM9+PRI5qVvIM6D1IksKaX/Vvipm/Hp6/gEMQkEoqqC9KscGfuvGRceSsqhmbyJ6FBIjQSn6tAomrUH2czmVAC8cZPx4n16tTiMUiA/cqXnq55v/uKQTEMkNELp+Uut9WEs9dnOm6IC9GUjjGCrC5+zcBDj4r9v1aD/J4Eu2ijI8ZgVoMGlGQJNA9n4TtMxiBEzk52tHL8ViffyzTSz4flQv5itKdKUbiSl03N4Tyxz8s1n/5/p3G9hMI0Lv7s5EffE9KvPF6PXc27wzLV7VhlpVUiyVNCq+CF/Rn+sedxK9G3SJ6xmBhUPDZszAzAKrucXbT5NKqwbDUIHXSJv28Q+I0yMhwV0Pc1E3D0K/PE//Fr2+cuvrxQrcNk4+TQtH+ZIEf5s9l37zU0Tn8o6W4fP6OznIYg2aqIMS+9wSqpJDT+hmSbcYkCz2qIOV95k9Cf7/Pc7UGr277DORd5Gc9OOdClw8rGuJm1K3NxL76fDXz/s/+Pvzxp8XOEkFqAd9YAxPAn+Ow+dbFEfXNwSuF4epQhvyKSnRdsDtUafcq7Z0H8XVbFYK0sJEzFrMjgusXYK3P4+XNOq88qNCVrCGNN2DUhpoE12M4t2Pmpwu5j967MfT7a6vZVYJ9RAb8pgeZRzIhA1F4IQ69dw1Lmy4VrW2r4oD3n1FuvSNKNFUKwJYUhKeQqkNnFWRXYktX2NEVfEuBTQWqMugCjvhIaV/tT5mnLw+UjmVjtg2YoblNEcoBg9eAJMSzMCivlwfn5m/5szsPyqqyXes6VVG04+UIdSvJV9EcX0YzlCQJz6kQsbaQhIerZUDvpENSGbANhq0KRxtVsqaN4gvKSZmp3ghLXREShsyROQl1DYgJeMZGPmXL2bTVd16vfPfHg2vdrw49nP5bMbNUNjUXJjlAwJgE6EAayAE9oHRBVm2U+pYXFrS5L8pbVtncySAS+lq0wEy0k5IEnlPdFRDtBD1LFB+7/IlfsRacRa/oTbHtfebVvNvVmje7XvPurhrenRXTm120vPl7rre+6IvtLSFXEy5m3kXtdPUO4X7nmOdceePUWuon5x9M//zzHSOc44PShyzQDRRCIRkgHojzZSinj7I6mo3lzm5lL2TWon04jQ3iO3PIvkUjNYhIn6CACsU/lZdr9Y9Ac1v7bCJcsNyEvuUPFsoc7duO9qaMTLohursMJZ+V1GzRk0sfzjU+mN1yf/OoIvYJ8qzGbqGbYTsTpJYch5yzRNcnS42dWxT/cppY4nnUnhzCAbEbG1WS6dbyyWX+6UJh8YDRN2vSrlv9xvQC5ekFyuCXoFaDDRNWXFhLgpsDtEek0BQw5oUiTMAIrR62ndD8YBKjDiK7jq3cxry36bkLnT4k/GgPRHN0SApnLENZMm7N2/TdIPgabWXVMEgmYIeDkUAKKztrwYABI5swtgxT1iMENEVM+TDmhJ01QquHYhp7hIRrTcSH7pKg9x++v/RQWPdiyEq6Q81Io45Lwlw250XqA1AeAqUWtkXwsdcU1GB31WlhU+IxzgMTEKSTSlAHSYJ0yhDUSphaxAnqRwHPgttHkqr34jm1f6BmzZVvCvs1eOnBvs7lPb9Na/pqtn12l1EjCOqk/wQHmommIy0caCsh6fAZQBmc+zBfgpUSGBtwpVUhy/vuW1mzNkObfJoTWUsh6X1CNIJorQL3gQ2YNJ/C3x6CfeCQjpQTzSnfLyRJELVtoAiUn1xAaw75TPxvQpq1IBMsAhXAgMlv2Acej//SoX5ibyHuzV0fJv2D3mzTpk2bNm3atGnTpk2b/xv+BU9EfLK1FiiZAAAAAElFTkSuQmCC) 10 18, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 10 18, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 10 18, auto;}
}
div.testarea{
animation:rwdcur67975 2s linear infinite forwards;
}
