@keyframes rwdcur38284 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 24 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 24 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 24 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 24 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 24 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 24 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRoge3XTWhcVRjG8d9MJmkyTSZpPpyYUjOJVqJExahVXIgEKZHWUnGhoKDgQt20WHqLUFy40M3FRRVBQVDcCFEKglpXrsRujCCIqEha6weaxhhKSNowTFycGxrUTWfuxYX3D5fLPXM4z/vMe97zQbZU+vkO12eskxmHsFHltf86kKYY5cdH2LiNNZSz0ChmMWjCdIHhKdxL6T6ezkKkkMWgMMpHM8xcR7Edi6z2MhaxkKZOVhkYGWBmVzL+JZyh4wMmYp6LmUhLqJTWQFvp5akq69voJLhowzDP4xqcxbdpaGWRgVIPhyaT4DfZHdqnL3ICX6QlloWBgzvoHPpbYxc6qJ/lDlxISyz1Ih7n9D7uGnV5flawjCWcYmGOq9FIQy/tDEwss2cMjwpzqA0XsR27UKXvJvbH3B4z2apgqgZGOPwA9V6cRM3lLHShG1N0jHM8+eyPW1xI0jRQHuKJKTpKQlTzyQ8FYSteFrIwxp4VppJuLcWQpoHHRmlcJUTVngzeI9RADwaE88TO0CfCIPpbEU3NwC1E91DuFqpzDXUh+HLybscf2IFRhhvcKdR206Rl4O5OatcKgS/gB+rn8atwnn6X9SUcxp84Q6OHIzjWinAqO/ENPFumOEfjPAZZHqO/jl9YvUD9NEs7KR1jpIQBir+z0s2brWinkoEaSzU+KfD+OC9V6d+PDVR48gS9z3D/ELuHeHs7n3WiEep6JWYy5mgzK1IqBqY5fiN9FTqLHL3E7MkQ4Of4MOm2hAMFDmzjvTVer4Sl9KBw4XkYfVeq3dZq8DF78QreSd5zeFWo2a+wtpefUBVKYB4fCwnqwkOD3LrK4xFfX6l+Ghn4HqcwG/FzxCyKRY4UeBErUej3m1DTc3hL2KAfxBuLwfinzYhndqGJeVk4KuxLmm4W5vjmGejLiEZMB0SsN6OTyX0g4QWIqMdhs6oIc349ecpCdpoKfJNMDMThGFQTtoRvhAKeF4ItoRixkoZWVlfK4tZ3FJ5zgoGKFnffrWQ1heax6J//ck0w0JDSlTITA8mq82+3rnMYEVajnJycnJycnJycnJycnJyc/zN/Aa3Mrj/LyVsIAAAAAElFTkSuQmCC) 24 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 24 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 24 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 24 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRoge3X32vVdRzH8ce2c45nm7hNm8ia7ejUZilZStlmGhIRGihppRUSC4qgH9D4/gldHegmqG6iP6BupMthXnQTEaskzOnFmITpFoRubmOendPF50utruScz0GI7xO+fOFzvufz+rw/71+fD81l3Xom3+X5Jus0jfdQG+TTe72Quhhg+hS1Ayyioxkarc2YNOVwC5seRRtVvNIMkaYZMMDYIXKt2EfHIEkzdNqaMSn68MlRWvNoxyRdoxSOMTvOTCyhXKyJVtPFW8Mst1Mk7NITWOQFzOGXWFotsSZaRa6f2dN0b1w1uIBxKsOM9AYPXEtYblSsGTlwvIdi738G16KHyjSvooQHYohFN2ArY4cp5lEQYnQH8niEYoEzNQ6KsPvEN2Con8c3C7G5RkiCqfS9BXN0TLEUSzuqAX28v4VKD9bhjhD7G9ApVKOHKdzgRcyUGSo3uIaYBnTg9b0U2oUd70qf6+kHOQyhxmO3eUc4YuxrRDSmAa/totonxHteaL93hFzIC+W0gB1UrzKCzzVYUqOV0Z1ceYNtD+Im/hRcUkl/vyV4YBRf4CwL50N0LTWiG8sDw/dRKgmnths4Iiw2n4qspM95IT+KYfhko8JRjhI7+ehJdrXhHJUf+WGS/CU656hMMf8Vv89zcYn7p1m5Ta6T7R/w2fi9NqCX/Stc2UxvH+e2c3R92OifWykdZEMfJwb4uMDZW1xYZHaE3WuoPst39RoR5Sz0K2OjIeRPol/oXZPYhMGf6E64BmVmSlwuhRx/Cbsb0Y56FirzkFAWr+J7odtWsRHXk/BNB77Eb/ga3yShXdRFlCQukyuzFX/gAmYSFpJQhJ7D29iTfl55iiMtvInLQjPrrlc7VhXaj1Ppe61/qifBG7PSO0DC8rfsrfGysPBjeKZe4Vj3gRM4g9PpnH/vaBIa1b+aVcIEJsrB2D0auODE8sCHOIRtOICLd/m/ecHYp8t1XvqjGJCE2L8k7OiCu0zK9JI8IXio7kSORpliORx3MjIyMjIyMjIyMjIyMjIyMv7n/AWYMqosGK5AdQAAAABJRU5ErkJggg==) 24 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 24 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 24 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 24 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 24 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 24 0, auto;}
}
div.testarea{
animation:rwdcur38284 2.6666666666667s linear infinite forwards;
}
