@keyframes rwdcur168018 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGDUlEQVRogdWXaWxUVRiGn3PudKEDxVjaUrYiBQIqYFAoxWjLYgKxP5REoWWVtrFugOGHCzEgohGMC2oTRBKKwRB+CGjcILKZsJqAjkQILS1UQotSoKUdls70+OOcmXunGzBtYu9NJnfu8t37Pud83/udK1RxxiEIVgFzxbqzt3DZJiE4AXgW+EYVD/b834LudpOO/7nAdrdBSIAqz3xOx7wILoSQAAERyzMJ7oQIp5AP6UoIZw24EkK2POE2iFYA4C6INgHAPRDtAoA7IDoEgO4PcVsA6N4QdwQADojYjiEU9FUwS8G7Cvaa/SwFfbtQd3i7YwCAM5ZkZu95nI5vDaFgvIKdQDWwBXgTyDH7LUC1gp0Kxneh/jsHSLDAshRVliQvaS6nvS9oCMV25RVrgSNBmHocKAF+M3HbzPFxIAhTgSMKPlZ3OXidAoiXYEmFZYG0FOelJD95LmU9i+HAxVwa1aJyYAHIscDLQL2JrTbHY831M/r0EuBkV0Dc9gFxAjxS4bFASoWQICxFtSWprU2BE9cBaAT2aZHsBaaY+JfM8QL0rPSxHz0c+LCzAB06SYyAGMsWL6WeASnh+YZqJmxcyBkgCRgD/A0oQOjw80A8cCsH+uU4nusDvEAGLFGwRcDRaAE6nIE4y04badnipVTM9n1HMD6ZFcAER4wYGuMn3ZMlYKCAZAH9gUygPHTPk8AKIAjNwNvRiu8QwGuBJfUvJFpKEFKRHfCTsX05vhv/shnIAhAxBB7OhElpCUwfsMxpsWaExwHlCl3JmwGffv80BSldChByHOkYfWGBMDBPXDkHwEFz/3wA1cQHcz6jrG8xtNEnBFwFZovQ/cAh+5WTuwwg7DjSQMjI/BcWDK6vBiAN+Bxt9tcmzqA0KY3nhudTllrUHsRR4EKOiXN0tlFdAhByHCsk1jiOMKkT2g+58BcAM9AuA+C5dR0hFbWWZOGIfMrS2oYAYjFxM+xzEzsNEHIcy2pn5I14KaFy4Egd9BGwQf9t9vYI33PZkhTcn0dZv8K2IG4A7MZudtjZGD1ArMQWH7JNh/eH0kdIReW9aTpoJPAo8AV4928jv64mDHHFkhSNyqNsQIENke6ZAAzYhy5kB8CfnQMQ4LFU2HG04Mi0ERKE0PvdqQN19AnzlLFAupdXtn/KA8GbIOyZKBqTR9mgAgg25xIb3A2wyYRl2Tr2dA6AFj5vUkZK7T4tYQ73SKAifzmUJoMf3ZXONXLPrs2s37iSmVdrNIRQXLUk2wZNpsmXCmUqAbT7zAFG6z7ws4B/ogUQqniwqogrZHxSUUTTElIhPaEUUgbEhphbX8Nbi8fptWYv4I3QE2NANXFt0lN4bvoJxveg555vUXEJiJt+AOqAWmCIjsjsTCfWhSXMKDuLNWLUW6fT10mpTFm6gYnvFYZFZQJZqon5QM7eHeGX7AM23fTzC/ADMBroDeAVn4pGFbV4cNRA2HFa5r1U4Samc9u+tviRqVyepttSLbrVlgKT0Eto0G4zyZzPQWcbAA/2gDnpQzr7ZWcA7GWCM1VawtgppPPbbwmmFazg4OtfMgQo7ZXMMSPe+BSJ5vgYUNq7DxnAkfdLKF/4GojOf57qGvAW8FhaoSlaRw1YzhmIbGyh2sAAzqq7yKyDP5KxfmW7L6tYtIytU6axIyWF3iJIyeGtDDu1CeB74Gmx7mwgaoDs/oV69KWyRbbXjSOOI689FPAz+WIV6ZdquK/yJJXDRnAuJZV9/QdyIiHevldAoghScmArQ099FTWEKeL2BbW1zw40sMq3tjmpblfHH0QWDKoAKmDe7bXkAquBpVEAmNQJO04L7xeR4lcfX9Wc2HhIAr9ilgZdtO2/2wB7pdhilG3HIVwDLcS/Ktad/aQLxUe12TMg2sl3qRBCkd3UwOrfu5d4cNpoG2sfjMs8Huie4iEihVrnuxCQ3XSNNX90T/Hg6MSRXVdDZAe6t3iIAIicATeIh1YzgKvEg6ORIQCptHifO8SDcwYsRU6gwVXiweFCOU0NrPG905zod494MIu5S4nTiQ1cdZ14MDPQp/4n0OnkKvEA/wHOcIeTaTDlWAAAAABJRU5ErkJggg==) 23 23, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGCElEQVRogdWXa2wVRRiGn5k9vZ2W1ljaUqAUWyAoN0O4GrUFa1JifyhGacudtqHeAMMPjcSAiIlgjIKSEDQBDIZgws0YFcKlmlAuJqCVCKGlBSQUlEIL7eHSczr+mDndPb0BPU3sTnKyZ3fn232fmW/eb1ao0swjELgIzBYbzt/DZU1CYBLwKrBDlQ72/N+CHrZJx/88YJfbICTARc9czka8Di6EkAB+EckrXndCtKZQBdKVEM414EoI2faC2yDaAYC7IDoEAPdAdAoA7oDoEgB6P8R9AaB3QzwQADggIruGUNBPQb6CjxQcMsd8Bf16UHdre2AAgHOWZEbCHM5Gt4dQMEHBXqAW2Aa8B2Sb4zagVsFeBRN6UP+DA3gtsCzFRUtSkDibs7GvaQjFLhUr1gLHApBzElgP/Gbidprzk0AAcoBjCj5TDzl4YQFES7CkwrJAWopLUlKYNJvKuFI4fDWPJrWoCpgHcizwJnDTxNaa87Hm/jl9eQlwuicg7vuAKAEeqfBYIKVCSBCWotaS1NUlw6nbADQBZVokh4DnTPwb5nweelb62o8eBnwaLkCXThIhIMKyxUupZ0BKWNhYy6RNC3SGV8GY7+BvQAFCh18CooF72dA/2/HcCiAWyIQlCrYJON5dgC5nIMqy00ZatngpFTMrvocRSfAysMKOEUMifKR7JgtIE5AkYAAwUWPq9oIJCUAL8EF3xXcJEGuBJfUvKFpKEFKR5feRuWs5zPsXvOj8SY/AP24iTEn1Mm3gMqfFmhEeD1Qp9EreClTo9+cqSO5RgKDjSMfoCwuEgXn+xgXdcaQJOAFcaOaTmV9Q2a8UOqgTAuqBmQKYa64dsV85tccAWh1HGggZmv/CgsE3a3XneuA8sBAan57O5sRU5g8rpDKlpDOI48DlbOBLQirbqB4BCDqOFRRrHEeY1AkeMy7/pQMKgGn6r3XnNkIq6izJguGFVKZ2DAFEgnan6fa1p8IGCDqOZXUy8ka8lFCT9jigbfGAiQ9ExbT2uW5Jip4ooLJ/cUcQdzBxwWIHlIcNECmxxQdt0+H9wfQRUlHzaCqg8yEH7f9xh3dS2HClFeKGJSkZVUDlwCIbIt0zCRhYZuIcAH+GByDAY6lWx9GCQ9NGSBBCHw+kpAH2vG8BVGQsb+1Yx4jAXRD2TJSMKaByUBEEWvKIDBwI9geYbOs4GB4AbXzepIyU2n3awhyN8VJduJzR3iRmAfsBca+JR/ZvZeOmlcyov6IhhKLekuwcNJXmihSoVF7Q7jMLGK3rwM8C/ukugFClg1V1VDETEktCipaQCukJppAyIDbE7JtXeH/xeKoAnxZjnhgBqplbU17Ec9dHIDqGuIN7UFFexF0fAA1AHZChIyaGX4mFGWXnYg0Z9fbp9G1iCuVLv2aIEd8ADAfmq2bKgD6HdhNTvo+4g3soAxbc9ZGG3kYkBMXHinXhiA8FkLbztBNsipjObfve4nE5XM/VZakOXWo3A1PQW2jQbjPFXM9G74EAGBkDs9Izwv2yMwD2NsGZKm1h7BTS+e2zBLlFKyh/9ysygM19kjhhxKeaF8Sb8xPA5oS+ZALHPl5P1YJ3QIT/earXQGwRz6QWm0XrWAOWcwZCC1twbWAA8xuukl/+I5kbV3b6supFy9j+XC67k5NJEAHWH93O0DNbAH4AXhIbzvu7DZA1oFiPvlS2yM6qcch56L0n/T6mXr1I+rUrPFZzmpqhw7mQnELZgDROeaPtvgLiRYD1h7cz5Mw33YbwGIxOBXV0zPI3sqpibUtiw76uP4gsGFQNVMOc+2vJA1YDS7sBYFKn1XHaeL8IFb/65KqW+KYjEvgVszXoofbLwwbYO8U2o2w7Dq1roI34t8WG85/3oPhuNXsGRCf5LhVCKLKaG1n9e+8SD04b7WDvg3GZZ/29UzyEpFD7fBcCsppvseaP3ikeHJU4tOpqiCx/7xYPIQChM+AG8dBuBnCVeHAUMgQglRZf4Q7x4JwBS5Htb3SVeHC4UHZzI2sqPmyJ97lHPJjN3LX4aUT6610nHswM9L35E+h0cpV4gP8Ajl2KjI/bcWIAAAAASUVORK5CYII=) 23 23, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur168018 1.6s linear infinite forwards;
}
