@keyframes rwdcur77626 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhe3TT2hcRRzA8e/M+7O7SbtJ2LYEbJA0kdhSFUkr0uRQQUEP4sWDqBBa1EMteCl4EXoT8aDUk3iqIoJ/URBEhQi2SJs0jd1Em2TTNtks3bjJbrsv2ee+t+/Nz8NiJOYqeHmf08z8Zpjf/PlBIpFIJP5n6t8DV88jE3mwO9t904JX3mrPS9V7hS9ilNgANF8qb63XV+6K/v5r7CCi5VrEb5zYir2AJ2W+ZZznd+y3baD0JrLRr2hmNTPzFkopRGLqwzneHmlwd6Ub389hX22AaScRjM0p5j2x59dxVw1W4TKxEVQrpvHemBohkn2qTJ+0WOu4iIkDPg1e/ifxvxveCSQ/6TL1kQN1w8NHYkzGxn4oxfJIJ8d+2cfohEUHPtHhPnSYRVkHoDgh7o1x3NUfiNMBJncMyxN2b+6ly/Zl2ZliKnWBNesOTwRHuY80ZzMfyrYb8I8jP9UtqqitjIY/ECo9KW4egMKlLF7JJgYMER8PD+I39yJymF35JrriYew0m6fPKfecJ065gXWlE11cQIW3iAOFV35W/Y4vlrPGwuAsTpfmyUtPKR0OIEtVuF03BJsxYWAIY8PspKZ1T4y/kiIqx6TsEFdHpJTQGLiopE+w3SKqtYDqqWJlKgCEr2WVVr2k90Rk+pbp7BecXPvAh+hQ97Yy7I92sWcw1X4C9waqdwgOHlTQ5xL3OrSOWgy8qFi5YBGKYD+QohZbeKIodmdx/fvFzf+GNHyC/kO07mSJN7rJfP6lZN+NxNm4jNWs4hUfZXPBEK4bhtJfyTQ1GbcXudYoM/vj2vZPWDyFFDyHVQtGX4XpOYfKOoDBf6aL63EPxeWAnx8JIa/QRUFHmo2hs9juEexrS9hyHLswh1RvISiibx4nW2uwW//K0+GDuM51avomAO83T6sdVbD4OuLnYLqk+KNmoR1ADGfOG/VYuF+moj+RSY1eai+rj1UUgD3VFKskWDMz6NoiEZrmO88pgFGM9NPE6DwbqkDLGL6Tsa19d9TlJyeRkgdaw5nPdsYTiUQikfiv/QVOL2FTWiq0HAAAAABJRU5ErkJggg==) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77626 0.26666666666667s linear infinite forwards;
}
